(dp0
(VManual
p1
VLanguage Tutorials
p2
VBasic calculations
p3
I0
tp4
(dp5
Vquery
p6
V1 + 2
p7
sVresults
p8
(lp9
(dp10
Vout
p11
(lp12
sVresult
p13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>3</mn></mstyle></math>
p14
sVline
p15
I1
sass(g1
g2
g3
I1
tp16
(dp17
g6
V1 - 2 * (3 + 5) / 4
p18
sg8
(lp19
(dp20
g11
(lp21
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>-3</mtext></mstyle></math>
p22
sg15
I2
sass(g1
g2
g3
I2
tp23
(dp24
g6
V1 - 2 (3 + 5) / 4
p25
sg8
(lp26
(dp27
g11
(lp28
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>-3</mtext></mstyle></math>
p29
sg15
I3
sass(g1
g2
g3
I3
tp30
(dp31
g6
V2 4
p32
sg8
(lp33
(dp34
g11
(lp35
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>8</mn></mstyle></math>
p36
sg15
I4
sass(g1
g2
g3
I4
tp37
(dp38
g6
V3 ^ 4
p39
sg8
(lp40
(dp41
g11
(lp42
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>81</mn></mstyle></math>
p43
sg15
I5
sass(g1
g2
g3
I5
tp44
(dp45
g6
V6 / 4
p46
sg8
(lp47
(dp48
g11
(lp49
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mfrac><mn>3</mn> <mn>2</mn></mfrac></mstyle></math>
p50
sg15
I6
sass(g1
g2
g3
I6
tp51
(dp52
g6
VN[6 / 4]
p53
sg8
(lp54
(dp55
g11
(lp56
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>1.5</mn></mstyle></math>
p57
sg15
I7
sass(g1
g2
g3
I7
tp58
(dp59
g6
VLog[E]
p60
sg8
(lp61
(dp62
g11
(lp63
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>1</mn></mstyle></math>
p64
sg15
I8
sass(g1
g2
g3
I8
tp65
(dp66
g6
VSin[Pi]
p67
sg8
(lp68
(dp69
g11
(lp70
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0</mn></mstyle></math>
p71
sg15
I9
sass(g1
g2
g3
I9
tp72
(dp73
g6
VCos[0.5]
p74
sg8
(lp75
(dp76
g11
(lp77
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0.877583</mn></mstyle></math>
p78
sg15
I10
sass(g1
g2
g3
I10
tp79
(dp80
g6
VSqrt[-4]
p81
sg8
(lp82
(dp83
g11
(lp84
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>2</mn> <mo>&nbsp;</mo> <mi>I</mi></mrow></mstyle></math>
p85
sg15
I11
sass(g1
g2
g3
I11
tp86
(dp87
g6
VI ^ 2
p88
sg8
(lp89
(dp90
g11
(lp91
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>-1</mtext></mstyle></math>
p92
sg15
I12
sass(g1
g2
g3
I12
tp93
(dp94
g6
V(3 + 2 I) ^ 4
p95
sg8
(lp96
(dp97
g11
(lp98
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mtext>-119</mtext> <mo>+</mo> <mrow><mn>120</mn> <mo>&nbsp;</mo> <mi>I</mi></mrow></mrow></mstyle></math>
p99
sg15
I13
sass(g1
g2
g3
I13
tp100
(dp101
g6
V(3 + 2 I) ^ (2.5 - I)
p102
sg8
(lp103
(dp104
g11
(lp105
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>43.663</mn> <mo>+</mo> <mrow><mn>8.28556</mn> <mo>&nbsp;</mo> <mi>I</mi></mrow></mrow></mstyle></math>
p106
sg15
I14
sass(g1
g2
g3
I14
tp107
(dp108
g6
VTan[I + 0.5]
p109
sg8
(lp110
(dp111
g11
(lp112
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>0.195577</mn> <mo>+</mo> <mrow><mn>0.842966</mn> <mo>&nbsp;</mo> <mi>I</mi></mrow></mrow></mstyle></math>
p113
sg15
I15
sass(g1
g2
g3
I15
tp114
(dp115
g6
VAbs[-3]
p116
sg8
(lp117
(dp118
g11
(lp119
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>3</mn></mstyle></math>
p120
sg15
I16
sass(g1
g2
g3
I16
tp121
(dp122
g6
VAbs[3 + 4 I]
p123
sg8
(lp124
(dp125
g11
(lp126
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>5</mn></mstyle></math>
p127
sg15
I17
sass(g1
g2
g3
I17
tp128
(dp129
g6
V100!
p130
sg8
(lp131
(dp132
g11
(lp133
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>93326215443944152681699238856266700490715968264381621468592963895217599993229915608941463976156518286253697920827223758251185210916864000000000000000000000000</mn></mstyle></math>
p134
sg15
I18
sass(g1
g2
g3
I18
tp135
(dp136
g6
VN[Pi, 100]
p137
sg8
(lp138
(dp139
g11
(lp140
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>3.141592653589793238462643383279502884197169399375105820974944592307816406286208998628034825342117068</mn></mstyle></math>
p141
sg15
I19
sass(g1
g2
g3
I19
tp142
(dp143
g6
V1 / 0
p144
sg8
(lp145
(dp146
g11
(lp147
(dp148
Vmessage
p149
I01
sVsymbol
p150
VPower
p151
sVtag
p152
Vinfy
p153
sVprefix
p154
VPower::infy
p155
sVtext
p156
VInfinite expression 1 / 0 encountered.
p157
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>ComplexInfinity</mi></mstyle></math>
p158
sg15
I20
sass(g1
g2
g3
I20
tp159
(dp160
g6
VInfinity + 2 Infinity
p161
sg8
(lp162
(dp163
g11
(lp164
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>\u221e</mi></mstyle></math>
p165
sg15
I21
sass(g1
g2
g3
I21
tp166
(dp167
g6
V0 ^ 0
p168
sg8
(lp169
(dp170
g11
(lp171
(dp172
g149
I01
sg150
VPower
p173
sg152
Vindet
p174
sg154
VPower::indet
p175
sg156
VIndeterminate expression 0 ^ 0 encountered.
p176
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>Indeterminate</mi></mstyle></math>
p177
sg15
I22
sass(g1
g2
g3
I22
tp178
(dp179
g6
V3 + 4
p180
sg8
(lp181
(dp182
g11
(lp183
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>7</mn></mstyle></math>
p184
sg15
I23
sass(g1
g2
g3
I23
tp185
(dp186
g6
V% ^ 2
p187
sg8
(lp188
(dp189
g11
(lp190
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>49</mn></mstyle></math>
p191
sg15
I24
sass(g1
g2
VSymbols and Assignments
p192
I0
tp193
(dp194
g6
Vx
p195
sg8
(lp196
(dp197
g11
(lp198
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>x</mi></mstyle></math>
p199
sg15
I1
sass(g1
g2
g192
I1
tp200
(dp201
g6
Vx + 2 x
p202
sg8
(lp203
(dp204
g11
(lp205
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>3</mn> <mo>&nbsp;</mo> <mi>x</mi></mrow></mstyle></math>
p206
sg15
I2
sass(g1
g2
g192
I2
tp207
(dp208
g6
ViAm1Symbol ^ 2
p209
sg8
(lp210
(dp211
g11
(lp212
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><msup><mi>iAm1Symbol</mi> <mn>2</mn></msup></mstyle></math>
p213
sg15
I3
sass(g1
g2
g192
I3
tp214
(dp215
g6
Va = 2
p216
sg8
(lp217
(dp218
g11
(lp219
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>2</mn></mstyle></math>
p220
sg15
I4
sass(g1
g2
g192
I4
tp221
(dp222
g6
Va ^ 3
p223
sg8
(lp224
(dp225
g11
(lp226
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>8</mn></mstyle></math>
p227
sg15
I5
sass(g1
g2
g192
I5
tp228
(dp229
g6
Va = 4
p230
sg8
(lp231
(dp232
g11
(lp233
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>4</mn></mstyle></math>
p234
sg15
I6
sass(g1
g2
g192
I6
tp235
(dp236
g6
Va ^ 3
p237
sg8
(lp238
(dp239
g11
(lp240
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>64</mn></mstyle></math>
p241
sg15
I7
sass(g1
g2
g192
I7
tp242
(dp243
g6
Va = 4;
p244
sg8
(lp245
(dp246
g11
(lp247
sg13
Nsg15
I8
sass(g1
g2
g192
I8
tp248
(dp249
g6
Vb = a;
p250
sg8
(lp251
(dp252
g11
(lp253
sg13
Nsg15
I9
sass(g1
g2
g192
I9
tp254
(dp255
g6
Va = 3;
p256
sg8
(lp257
(dp258
g11
(lp259
sg13
Nsg15
I10
sass(g1
g2
g192
I10
tp260
(dp261
g6
Vb
p262
sg8
(lp263
(dp264
g11
(lp265
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>4</mn></mstyle></math>
p266
sg15
I11
sass(g1
g2
g192
I11
tp267
(dp268
g6
Vb := a ^ 2
p269
sg8
(lp270
(dp271
g11
(lp272
sg13
Nsg15
I12
sass(g1
g2
g192
I12
tp273
(dp274
g6
g262
sg8
(lp275
(dp276
g11
(lp277
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>9</mn></mstyle></math>
p278
sg15
I13
sass(g1
g2
g192
I13
tp279
(dp280
g6
Va = 5;
p281
sg8
(lp282
(dp283
g11
(lp284
sg13
Nsg15
I14
sass(g1
g2
g192
I14
tp285
(dp286
g6
g262
sg8
(lp287
(dp288
g11
(lp289
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>25</mn></mstyle></math>
p290
sg15
I15
sass(g1
g2
VComparisons and Boolean Logic
p291
I0
tp292
(dp293
g6
V3 == 3
p294
sg8
(lp295
(dp296
g11
(lp297
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p298
sg15
I1
sass(g1
g2
g291
I1
tp299
(dp300
g6
V3 == 4
p301
sg8
(lp302
(dp303
g11
(lp304
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p305
sg15
I2
sass(g1
g2
g291
I2
tp306
(dp307
g6
V3 > 4
p308
sg8
(lp309
(dp310
g11
(lp311
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p312
sg15
I3
sass(g1
g2
g291
I3
tp313
(dp314
g6
V3 < 4 >= 2 != 1
p315
sg8
(lp316
(dp317
g11
(lp318
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p319
sg15
I4
sass(g1
g2
g291
I4
tp320
(dp321
g6
V!True
p322
sg8
(lp323
(dp324
g11
(lp325
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p326
sg15
I5
sass(g1
g2
g291
I5
tp327
(dp328
g6
V!False
p329
sg8
(lp330
(dp331
g11
(lp332
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p333
sg15
I6
sass(g1
g2
g291
I6
tp334
(dp335
g6
V3 < 4 && 6 > 5
p336
sg8
(lp337
(dp338
g11
(lp339
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p340
sg15
I7
sass(g1
g2
g291
I7
tp341
(dp342
g6
VTrue && True || False && False
p343
sg8
(lp344
(dp345
g11
(lp346
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p347
sg15
I8
sass(g1
g2
g291
I8
tp348
(dp349
g6
VTrue && (True || False) && False
p350
sg8
(lp351
(dp352
g11
(lp353
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p354
sg15
I9
sass(g1
g2
VStrings
p355
I0
tp356
(dp357
g6
V"Hello world!"
p358
sg8
(lp359
(dp360
g11
(lp361
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>Hello&nbsp;world!</mtext></mstyle></math>
p362
sg15
I1
sass(g1
g2
g355
I1
tp363
(dp364
g6
VInputForm["Hello world!"]
p365
sg8
(lp366
(dp367
g11
(lp368
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><ms>Hello&nbsp;world!</ms></mstyle></math>
p369
sg15
I2
sass(g1
g2
g355
I2
tp370
(dp371
g6
V"Hello" <> " " <> "world!"
p372
sg8
(lp373
(dp374
g11
(lp375
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>Hello&nbsp;world!</mtext></mstyle></math>
p376
sg15
I3
sass(g1
g2
g355
I3
tp377
(dp378
g6
V"Debian" <> 6
p379
sg8
(lp380
(dp381
g11
(lp382
(dp383
g149
I01
sg150
VStringJoin
p384
sg152
Vstring
p385
sg154
VStringJoin::string
p386
sg156
VString expected.
p387
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mtext>Debian</mtext> <mo>&lt;&gt;</mo> <mn>6</mn></mrow></mstyle></math>
p388
sg15
I4
sass(g1
g2
g355
I4
tp389
(dp390
g6
V"Debian" <> ToString[6]
p391
sg8
(lp392
(dp393
g11
(lp394
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>Debian6</mtext></mstyle></math>
p395
sg15
I5
sass(g1
g2
VLists
p396
I0
tp397
(dp398
g6
Vmylist = {a, b, c, d}
p399
sg8
(lp400
(dp401
g11
(lp402
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>c</mi> <mo>,</mo> <mi>d</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p403
sg15
I1
sass(g1
g2
g396
I1
tp404
(dp405
g6
VRange[5]
p406
sg8
(lp407
(dp408
g11
(lp409
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>3</mn> <mo>,</mo> <mn>4</mn> <mo>,</mo> <mn>5</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p410
sg15
I2
sass(g1
g2
g396
I2
tp411
(dp412
g6
VArray[f, 4]
p413
sg8
(lp414
(dp415
g11
(lp416
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mi>f</mi> <mo>[</mo> <mn>1</mn> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mn>2</mn> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mn>3</mn> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mn>4</mn> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p417
sg15
I3
sass(g1
g2
g396
I3
tp418
(dp419
g6
VConstantArray[x, 4]
p420
sg8
(lp421
(dp422
g11
(lp423
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>x</mi> <mo>,</mo> <mi>x</mi> <mo>,</mo> <mi>x</mi> <mo>,</mo> <mi>x</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p424
sg15
I4
sass(g1
g2
g396
I4
tp425
(dp426
g6
VTable[n ^ 2, {n, 2, 5}]
p427
sg8
(lp428
(dp429
g11
(lp430
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>4</mn> <mo>,</mo> <mn>9</mn> <mo>,</mo> <mn>16</mn> <mo>,</mo> <mn>25</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p431
sg15
I5
sass(g1
g2
g396
I5
tp432
(dp433
g6
VLength[mylist]
p434
sg8
(lp435
(dp436
g11
(lp437
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>4</mn></mstyle></math>
p438
sg15
I6
sass(g1
g2
g396
I6
tp439
(dp440
g6
Vmylist[[3]]
p441
sg8
(lp442
(dp443
g11
(lp444
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>c</mi></mstyle></math>
p445
sg15
I7
sass(g1
g2
g396
I7
tp446
(dp447
g6
Vmylist[[-3]]
p448
sg8
(lp449
(dp450
g11
(lp451
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>b</mi></mstyle></math>
p452
sg15
I8
sass(g1
g2
g396
I8
tp453
(dp454
g6
Vmymatrix = {{1, 2}, {3, 4}, {5, 6}};
p455
sg8
(lp456
(dp457
g11
(lp458
sg13
Nsg15
I9
sass(g1
g2
g396
I9
tp459
(dp460
g6
VTableForm[mymatrix]
p461
sg8
(lp462
(dp463
g11
(lp464
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtable columnalign="center">\u000a<mtr><mtd columnalign="center"><mn>1</mn></mtd><mtd columnalign="center"><mn>2</mn></mtd></mtr>\u000a<mtr><mtd columnalign="center"><mn>3</mn></mtd><mtd columnalign="center"><mn>4</mn></mtd></mtr>\u000a<mtr><mtd columnalign="center"><mn>5</mn></mtd><mtd columnalign="center"><mn>6</mn></mtd></mtr>\u000a</mtable></mstyle></math>
p465
sg15
I10
sass(g1
g2
g396
I10
tp466
(dp467
g6
VMatrixForm[mymatrix]
p468
sg8
(lp469
(dp470
g11
(lp471
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>(</mo> <mtable columnalign="center">\u000a<mtr><mtd columnalign="center"><mn>1</mn></mtd><mtd columnalign="center"><mn>2</mn></mtd></mtr>\u000a<mtr><mtd columnalign="center"><mn>3</mn></mtd><mtd columnalign="center"><mn>4</mn></mtd></mtr>\u000a<mtr><mtd columnalign="center"><mn>5</mn></mtd><mtd columnalign="center"><mn>6</mn></mtd></mtr>\u000a</mtable> <mo>)</mo></mrow></mstyle></math>
p472
sg15
I11
sass(g1
g2
g396
I11
tp473
(dp474
g6
Vmymatrix[[2, 1]]
p475
sg8
(lp476
(dp477
g11
(lp478
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>3</mn></mstyle></math>
p479
sg15
I12
sass(g1
g2
g396
I12
tp480
(dp481
g6
Vmymatrix[[;;, 2]]
p482
sg8
(lp483
(dp484
g11
(lp485
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>2</mn> <mo>,</mo> <mn>4</mn> <mo>,</mo> <mn>6</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p486
sg15
I13
sass(g1
g2
g396
I13
tp487
(dp488
g6
VTake[mylist, 3]
p489
sg8
(lp490
(dp491
g11
(lp492
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>c</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p493
sg15
I14
sass(g1
g2
g396
I14
tp494
(dp495
g6
VTake[mylist, -2]
p496
sg8
(lp497
(dp498
g11
(lp499
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>c</mi> <mo>,</mo> <mi>d</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p500
sg15
I15
sass(g1
g2
g396
I15
tp501
(dp502
g6
VDrop[mylist, 2]
p503
sg8
(lp504
(dp505
g11
(lp506
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>c</mi> <mo>,</mo> <mi>d</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p507
sg15
I16
sass(g1
g2
g396
I16
tp508
(dp509
g6
VFirst[mymatrix]
p510
sg8
(lp511
(dp512
g11
(lp513
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>2</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p514
sg15
I17
sass(g1
g2
g396
I17
tp515
(dp516
g6
VLast[mylist]
p517
sg8
(lp518
(dp519
g11
(lp520
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>d</mi></mstyle></math>
p521
sg15
I18
sass(g1
g2
g396
I18
tp522
(dp523
g6
VMost[mylist]
p524
sg8
(lp525
(dp526
g11
(lp527
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>c</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p528
sg15
I19
sass(g1
g2
g396
I19
tp529
(dp530
g6
VRest[mylist]
p531
sg8
(lp532
(dp533
g11
(lp534
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>b</mi> <mo>,</mo> <mi>c</mi> <mo>,</mo> <mi>d</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p535
sg15
I20
sass(g1
g2
g396
I20
tp536
(dp537
g6
V{a, b} = {1, 2};
p538
sg8
(lp539
(dp540
g11
(lp541
sg13
Nsg15
I21
sass(g1
g2
g396
I21
tp542
(dp543
g6
Va
p544
sg8
(lp545
(dp546
g11
(lp547
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>1</mn></mstyle></math>
p548
sg15
I22
sass(g1
g2
g396
I22
tp549
(dp550
g6
g262
sg8
(lp551
(dp552
g11
(lp553
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>2</mn></mstyle></math>
p554
sg15
I23
sass(g1
g2
g396
I23
tp555
(dp556
g6
V{1, 2, 3} + {4, 5, 6}
p557
sg8
(lp558
(dp559
g11
(lp560
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>5</mn> <mo>,</mo> <mn>7</mn> <mo>,</mo> <mn>9</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p561
sg15
I24
sass(g1
g2
g396
I24
tp562
(dp563
g6
V{1, 2, 3} * {4, 5, 6}
p564
sg8
(lp565
(dp566
g11
(lp567
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>4</mn> <mo>,</mo> <mn>10</mn> <mo>,</mo> <mn>18</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p568
sg15
I25
sass(g1
g2
g396
I25
tp569
(dp570
g6
V{1, 2} + {4, 5, 6}
p571
sg8
(lp572
(dp573
g11
(lp574
(dp575
g149
I01
sg150
VThread
p576
sg152
Vtdlen
p577
sg154
VThread::tdlen
p578
sg156
VObjects of unequal length cannot be combined.
p579
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>2</mn></mrow> <mo>}</mo></mrow> <mo>+</mo> <mrow><mo>{</mo> <mrow><mn>4</mn> <mo>,</mo> <mn>5</mn> <mo>,</mo> <mn>6</mn></mrow> <mo>}</mo></mrow></mrow></mstyle></math>
p580
sg15
I26
sass(g1
g2
VThe Structure of Things
p581
I0
tp582
(dp583
g6
VFullForm[a + b + c]
p584
sg8
(lp585
(dp586
g11
(lp587
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Plus</mi> <mo>[</mo> <mrow><mi>a</mi> <mtext>,&nbsp;</mtext> <mi>b</mi> <mtext>,&nbsp;</mtext> <mi>c</mi></mrow> <mo>]</mo></mrow></mstyle></math>
p588
sg15
I1
sass(g1
g2
g581
I1
tp589
(dp590
g6
VFullForm[a + b * (c + d)]
p591
sg8
(lp592
(dp593
g11
(lp594
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Plus</mi> <mo>[</mo> <mrow><mi>a</mi> <mtext>,&nbsp;</mtext> <mrow><mi>Times</mi> <mo>[</mo> <mrow><mi>b</mi> <mtext>,&nbsp;</mtext> <mrow><mi>Plus</mi> <mo>[</mo> <mrow><mi>c</mi> <mtext>,&nbsp;</mtext> <mi>d</mi></mrow> <mo>]</mo></mrow></mrow> <mo>]</mo></mrow></mrow> <mo>]</mo></mrow></mstyle></math>
p595
sg15
I2
sass(g1
g2
g581
I2
tp596
(dp597
g6
VFullForm[{1, 2, 3}]
p598
sg8
(lp599
(dp600
g11
(lp601
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>List</mi> <mo>[</mo> <mrow><mn>1</mn> <mtext>,&nbsp;</mtext> <mn>2</mn> <mtext>,&nbsp;</mtext> <mn>3</mn></mrow> <mo>]</mo></mrow></mstyle></math>
p602
sg15
I3
sass(g1
g2
g581
I3
tp603
(dp604
g6
VHead[a + b + c]
p605
sg8
(lp606
(dp607
g11
(lp608
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>Plus</mi></mstyle></math>
p609
sg15
I4
sass(g1
g2
g581
I4
tp610
(dp611
g6
V(a + b + c)[[2]]
p612
sg8
(lp613
(dp614
g11
(lp615
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>b</mi></mstyle></math>
p616
sg15
I5
sass(g1
g2
g581
I5
tp617
(dp618
g6
V(a + b + c)[[0]]
p619
sg8
(lp620
(dp621
g11
(lp622
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>Plus</mi></mstyle></math>
p623
sg15
I6
sass(g1
g2
g581
I6
tp624
(dp625
g6
VApply[g, f[x, y]]
p626
sg8
(lp627
(dp628
g11
(lp629
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>g</mi> <mo>[</mo> <mrow><mi>x</mi> <mo>,</mo> <mi>y</mi></mrow> <mo>]</mo></mrow></mstyle></math>
p630
sg15
I7
sass(g1
g2
g581
I7
tp631
(dp632
g6
VApply[Plus, a * b * c]
p633
sg8
(lp634
(dp635
g11
(lp636
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>a</mi> <mo>+</mo> <mi>b</mi> <mo>+</mo> <mi>c</mi></mrow></mstyle></math>
p637
sg15
I8
sass(g1
g2
g581
I8
tp638
(dp639
g6
VTimes @@ {1, 2, 3, 4}
p640
sg8
(lp641
(dp642
g11
(lp643
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>24</mn></mstyle></math>
p644
sg15
I9
sass(g1
g2
g581
I9
tp645
(dp646
g6
VApply[f, {{1, 2}, {3, 4}}, {1}]
p647
sg8
(lp648
(dp649
g11
(lp650
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mi>f</mi> <mo>[</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>2</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mrow><mn>3</mn> <mo>,</mo> <mn>4</mn></mrow> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p651
sg15
I10
sass(g1
g2
g581
I10
tp652
(dp653
g6
VApply[f, {{1, 2}, {3, 4}}, {0, 2}]
p654
sg8
(lp655
(dp656
g11
(lp657
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>f</mi> <mo>[</mo> <mrow><mrow><mi>f</mi> <mo>[</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>2</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mrow><mn>3</mn> <mo>,</mo> <mn>4</mn></mrow> <mo>]</mo></mrow></mrow> <mo>]</mo></mrow></mstyle></math>
p658
sg15
I11
sass(g1
g2
g581
I11
tp659
(dp660
g6
VMap[f, {1, 2, 3, 4}]
p661
sg8
(lp662
(dp663
g11
(lp664
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mi>f</mi> <mo>[</mo> <mn>1</mn> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mn>2</mn> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mn>3</mn> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mn>4</mn> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p665
sg15
I12
sass(g1
g2
g581
I12
tp666
(dp667
g6
Vf /@ {{1, 2}, {3, 4}}
p668
sg8
(lp669
(dp670
g11
(lp671
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mi>f</mi> <mo>[</mo> <mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>2</mn></mrow> <mo>}</mo></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mrow><mo>{</mo> <mrow><mn>3</mn> <mo>,</mo> <mn>4</mn></mrow> <mo>}</mo></mrow> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p672
sg15
I13
sass(g1
g2
g581
I13
tp673
(dp674
g6
VAtomQ[5]
p675
sg8
(lp676
(dp677
g11
(lp678
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p679
sg15
I14
sass(g1
g2
g581
I14
tp680
(dp681
g6
VAtomQ[a + b]
p682
sg8
(lp683
(dp684
g11
(lp685
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p686
sg15
I15
sass(g1
g2
g581
I15
tp687
(dp688
g6
VFullForm[3 / 5]
p689
sg8
(lp690
(dp691
g11
(lp692
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Rational</mi> <mo>[</mo> <mrow><mn>3</mn> <mtext>,&nbsp;</mtext> <mn>5</mn></mrow> <mo>]</mo></mrow></mstyle></math>
p693
sg15
I16
sass(g1
g2
g581
I16
tp694
(dp695
g6
VFullForm[3 + 4 I]
p696
sg8
(lp697
(dp698
g11
(lp699
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Complex</mi> <mo>[</mo> <mrow><mn>3</mn> <mtext>,&nbsp;</mtext> <mn>4</mn></mrow> <mo>]</mo></mrow></mstyle></math>
p700
sg15
I17
sass(g1
g2
g581
I17
tp701
(dp702
g6
Vf @@ Complex[3, 4]
p703
sg8
(lp704
(dp705
g11
(lp706
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>3</mn> <mo>+</mo> <mrow><mn>4</mn> <mo>&nbsp;</mo> <mi>I</mi></mrow></mrow></mstyle></math>
p707
sg15
I18
sass(g1
g2
g581
I18
tp708
(dp709
g6
VHead /@ {1, 1/2, 2.0, I, "a string", x}
p710
sg8
(lp711
(dp712
g11
(lp713
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>Integer</mi> <mo>,</mo> <mi>Rational</mi> <mo>,</mo> <mi>Real</mi> <mo>,</mo> <mi>Complex</mi> <mo>,</mo> <mi>String</mi> <mo>,</mo> <mi>Symbol</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p714
sg15
I19
sass(g1
g2
g581
I19
tp715
(dp716
g6
V3 === 3
p717
sg8
(lp718
(dp719
g11
(lp720
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p721
sg15
I20
sass(g1
g2
g581
I20
tp722
(dp723
g6
V3 == 3.0
p724
sg8
(lp725
(dp726
g11
(lp727
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p728
sg15
I21
sass(g1
g2
g581
I21
tp729
(dp730
g6
V3 === 3.0
p731
sg8
(lp732
(dp733
g11
(lp734
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p735
sg15
I22
sass(g1
g2
VFunctions and Patterns
p736
I0
tp737
(dp738
g6
Vf[x_] := x ^ 2
p739
sg8
(lp740
(dp741
g11
(lp742
sg13
Nsg15
I1
sass(g1
g2
g736
I1
tp743
(dp744
g6
Vf[3]
p745
sg8
(lp746
(dp747
g11
(lp748
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>9</mn></mstyle></math>
p749
sg15
I2
sass(g1
g2
g736
I2
tp750
(dp751
g6
Vf[a]
p752
sg8
(lp753
(dp754
g11
(lp755
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><msup><mi>a</mi> <mn>2</mn></msup></mstyle></math>
p756
sg15
I3
sass(g1
g2
g736
I3
tp757
(dp758
g6
Vf[1, 2]
p759
sg8
(lp760
(dp761
g11
(lp762
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>f</mi> <mo>[</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>2</mn></mrow> <mo>]</mo></mrow></mstyle></math>
p763
sg15
I4
sass(g1
g2
g736
I4
tp764
(dp765
g6
Vg[s___] := Plus[s] ^ 2
p766
sg8
(lp767
(dp768
g11
(lp769
sg13
Nsg15
I5
sass(g1
g2
g736
I5
tp770
(dp771
g6
Vg[1, 2, 3]
p772
sg8
(lp773
(dp774
g11
(lp775
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>36</mn></mstyle></math>
p776
sg15
I6
sass(g1
g2
g736
I6
tp777
(dp778
g6
VMatchQ[a + b, x_ + y_]
p779
sg8
(lp780
(dp781
g11
(lp782
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p783
sg15
I7
sass(g1
g2
g736
I7
tp784
(dp785
g6
VMatchQ[6, _Integer]
p786
sg8
(lp787
(dp788
g11
(lp789
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p790
sg15
I8
sass(g1
g2
g736
I8
tp791
(dp792
g6
V{2, "a", 3, 2.5, "b", c} /. x_Integer -> x ^ 2
p793
sg8
(lp794
(dp795
g11
(lp796
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>4</mn> <mo>,</mo> <mtext>a</mtext> <mo>,</mo> <mn>9</mn> <mo>,</mo> <mn>2.5</mn> <mo>,</mo> <mtext>b</mtext> <mo>,</mo> <mi>c</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p797
sg15
I9
sass(g1
g2
g736
I9
tp798
(dp799
g6
V{2, "a", 3, 2.5, "b", c} /. {x_Integer -> x ^ 2.0, y_String -> 10}
p800
sg8
(lp801
(dp802
g11
(lp803
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>4.</mn> <mo>,</mo> <mn>10</mn> <mo>,</mo> <mn>9.</mn> <mo>,</mo> <mn>2.5</mn> <mo>,</mo> <mn>10</mn> <mo>,</mo> <mi>c</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p804
sg15
I10
sass(g1
g2
g736
I10
tp805
(dp806
g6
V{2, "a", 3, 2.5, "b", c} //. {x_Integer -> x ^ 2.0, y_String -> 10}
p807
sg8
(lp808
(dp809
g11
(lp810
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>4.</mn> <mo>,</mo> <mn>100.</mn> <mo>,</mo> <mn>9.</mn> <mo>,</mo> <mn>2.5</mn> <mo>,</mo> <mn>100.</mn> <mo>,</mo> <mi>c</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p811
sg15
I11
sass(g1
g2
g736
I11
tp812
(dp813
g6
Va :> 1 + 2
p814
sg8
(lp815
(dp816
g11
(lp817
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>a</mi> <mo>:&gt;</mo> <mrow><mn>1</mn> <mo>+</mo> <mn>2</mn></mrow></mrow></mstyle></math>
p818
sg15
I12
sass(g1
g2
g736
I12
tp819
(dp820
g6
Va -> 1 + 2
p821
sg8
(lp822
(dp823
g11
(lp824
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>a</mi> <mo>-&gt;</mo> <mn>3</mn></mrow></mstyle></math>
p825
sg15
I13
sass(g1
g2
g736
I13
tp826
(dp827
g6
V{1, 2} /. x_Integer -> N[x]
p828
sg8
(lp829
(dp830
g11
(lp831
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>2</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p832
sg15
I14
sass(g1
g2
g736
I14
tp833
(dp834
g6
V{1, 2} /. x_Integer :> N[x]
p835
sg8
(lp836
(dp837
g11
(lp838
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>1.</mn> <mo>,</mo> <mn>2.</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p839
sg15
I15
sass(g1
g2
g736
I15
tp840
(dp841
g6
VReplaceList[{a, b, c}, {___, x__, ___} -> {x}]
p842
sg8
(lp843
(dp844
g11
(lp845
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mi>a</mi> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>c</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mi>b</mi> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>b</mi> <mo>,</mo> <mi>c</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mi>c</mi> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p846
sg15
I16
sass(g1
g2
g736
I16
tp847
(dp848
g6
VReplaceAll[{a, b, c}, {___, x__, ___} -> {x}]
p849
sg8
(lp850
(dp851
g11
(lp852
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mi>a</mi> <mo>}</mo></mrow></mstyle></math>
p853
sg15
I17
sass(g1
g2
g736
I17
tp854
(dp855
g6
Vh = # ^ 2 &;
p856
sg8
(lp857
(dp858
g11
(lp859
sg13
Nsg15
I18
sass(g1
g2
g736
I18
tp860
(dp861
g6
Vh[3]
p862
sg8
(lp863
(dp864
g11
(lp865
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>9</mn></mstyle></math>
p866
sg15
I19
sass(g1
g2
g736
I19
tp867
(dp868
g6
Vsum = #1 + #2 &;
p869
sg8
(lp870
(dp871
g11
(lp872
sg13
Nsg15
I20
sass(g1
g2
g736
I20
tp873
(dp874
g6
Vsum[4, 6]
p875
sg8
(lp876
(dp877
g11
(lp878
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>10</mn></mstyle></math>
p879
sg15
I21
sass(g1
g2
g736
I21
tp880
(dp881
g6
Vprod = Function[{x, y}, x * y];
p882
sg8
(lp883
(dp884
g11
(lp885
sg13
Nsg15
I22
sass(g1
g2
g736
I22
tp886
(dp887
g6
Vprod[4, 6]
p888
sg8
(lp889
(dp890
g11
(lp891
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>24</mn></mstyle></math>
p892
sg15
I23
sass(g1
g2
g736
I23
tp893
(dp894
g6
V# ^ 2 & /@ Range[5]
p895
sg8
(lp896
(dp897
g11
(lp898
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>4</mn> <mo>,</mo> <mn>9</mn> <mo>,</mo> <mn>16</mn> <mo>,</mo> <mn>25</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p899
sg15
I24
sass(g1
g2
g736
I24
tp900
(dp901
g6
VSort[{{x, 10}, {y, 2}, {z, 5}}, #1[[2]] < #2[[2]] &]
p902
sg8
(lp903
(dp904
g11
(lp905
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mi>y</mi> <mo>,</mo> <mn>2</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>z</mi> <mo>,</mo> <mn>5</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>x</mi> <mo>,</mo> <mn>10</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p906
sg15
I25
sass(g1
g2
g736
I25
tp907
(dp908
g6
Vh @ 3
p909
sg8
(lp910
(dp911
g11
(lp912
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>9</mn></mstyle></math>
p913
sg15
I26
sass(g1
g2
g736
I26
tp914
(dp915
g6
V3 // h
p916
sg8
(lp917
(dp918
g11
(lp919
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>9</mn></mstyle></math>
p920
sg15
I27
sass(g1
g2
VControl Statements
p921
I0
tp922
(dp923
g6
VIf[2 < 3, a, b]
p924
sg8
(lp925
(dp926
g11
(lp927
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>a</mi></mstyle></math>
p928
sg15
I1
sass(g1
g2
g921
I1
tp929
(dp930
g6
Vx = 3; Which[x < 2, a, x > 4, b, x < 5, c]
p931
sg8
(lp932
(dp933
g11
(lp934
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>c</mi></mstyle></math>
p935
sg15
I2
sass(g1
g2
g921
I2
tp936
(dp937
g6
V1; 2; 3
p938
sg8
(lp939
(dp940
g11
(lp941
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>3</mn></mstyle></math>
p942
sg15
I3
sass(g1
g2
g921
I3
tp943
(dp944
g6
V1; 2; 3;
p945
sg8
(lp946
(dp947
g11
(lp948
sg13
Nsg15
I4
sass(g1
g2
g921
I4
tp949
(dp950
g6
VFor[i = 1, i <= 5, i++, If[i == 4, Break[]]; Print[i]]
p951
sg8
(lp952
(dp953
g11
(lp954
(dp955
g149
I00
sg156
V1
p956
sa(dp957
g149
I00
sg156
V2
p958
sa(dp959
g149
I00
sg156
V3
p960
sasg13
Nsg15
I5
sass(g1
g2
VScoping
p961
I0
tp962
(dp963
g6
Vt = 3;
p964
sg8
(lp965
(dp966
g11
(lp967
sg13
Nsg15
I1
sass(g1
g2
g961
I1
tp968
(dp969
g6
VModule[{t}, t = 2]
p970
sg8
(lp971
(dp972
g11
(lp973
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>2</mn></mstyle></math>
p974
sg15
I2
sass(g1
g2
g961
I2
tp975
(dp976
g6
VBlock[{t}, t = 2]
p977
sg8
(lp978
(dp979
g11
(lp980
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>2</mn></mstyle></math>
p981
sg15
I3
sass(g1
g2
g961
I3
tp982
(dp983
g6
Vt
p984
sg8
(lp985
(dp986
g11
(lp987
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>3</mn></mstyle></math>
p988
sg15
I4
sass(g1
g2
g961
I4
tp989
(dp990
g6
Vy = x ^ 3;
p991
sg8
(lp992
(dp993
g11
(lp994
sg13
Nsg15
I5
sass(g1
g2
g961
I5
tp995
(dp996
g6
VModule[{x = 2}, x * y]
p997
sg8
(lp998
(dp999
g11
(lp1000
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>2</mn> <mo>&nbsp;</mo> <msup><mi>x</mi> <mn>3</mn></msup></mrow></mstyle></math>
p1001
sg15
I6
sass(g1
g2
g961
I6
tp1002
(dp1003
g6
VBlock[{x = 2}, x * y]
p1004
sg8
(lp1005
(dp1006
g11
(lp1007
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>16</mn></mstyle></math>
p1008
sg15
I7
sass(g1
g2
g961
I7
tp1009
(dp1010
g6
Vexpr = x ^ 2 + x;
p1011
sg8
(lp1012
(dp1013
g11
(lp1014
sg13
Nsg15
I8
sass(g1
g2
g961
I8
tp1015
(dp1016
g6
VBlock[{x = 3}, expr]
p1017
sg8
(lp1018
(dp1019
g11
(lp1020
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>12</mn></mstyle></math>
p1021
sg15
I9
sass(g1
g2
g961
I9
tp1022
(dp1023
g6
g195
sg8
(lp1024
(dp1025
g11
(lp1026
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>x</mi></mstyle></math>
p1027
sg15
I10
sass(g1
g2
g961
I10
tp1028
(dp1029
g6
VBlock[{$RecursionLimit = 30}, x = 2 x]
p1030
sg8
(lp1031
(dp1032
g11
(lp1033
(dp1034
g149
I01
sg150
V$RecursionLimit
p1035
sg152
Vreclim
p1036
sg154
V$RecursionLimit::reclim
p1037
sg156
VRecursion depth of 30 exceeded.
p1038
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>$Aborted</mi></mstyle></math>
p1039
sg15
I11
sass(g1
g2
g961
I11
tp1040
(dp1041
g6
Vf[x_] := f[x + 1]; Block[{$IterationLimit = 30}, f[1]]
p1042
sg8
(lp1043
(dp1044
g11
(lp1045
(dp1046
g149
I01
sg150
V$IterationLimit
p1047
sg152
Vitlim
p1048
sg154
V$IterationLimit::itlim
p1049
sg156
VIteration limit of 30 exceeded.
p1050
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>$Aborted</mi></mstyle></math>
p1051
sg15
I12
sass(g1
g2
g961
I12
tp1052
(dp1053
g6
Vfac[n_] := Module[{k, p}, p = 1; For[k = 1, k <= n, ++k, p *= k]; p]
p1054
sg8
(lp1055
(dp1056
g11
(lp1057
sg13
Nsg15
I13
sass(g1
g2
g961
I13
tp1058
(dp1059
g6
Vfac[10]
p1060
sg8
(lp1061
(dp1062
g11
(lp1063
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>3628800</mn></mstyle></math>
p1064
sg15
I14
sass(g1
g2
g961
I14
tp1065
(dp1066
g6
V10!
p1067
sg8
(lp1068
(dp1069
g11
(lp1070
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>3628800</mn></mstyle></math>
p1071
sg15
I15
sass(g1
g2
VFormatting Output
p1072
I0
tp1073
(dp1074
g6
VFormat[x] = "y";
p1075
sg8
(lp1076
(dp1077
g11
(lp1078
sg13
Nsg15
I1
sass(g1
g2
g1072
I1
tp1079
(dp1080
g6
g195
sg8
(lp1081
(dp1082
g11
(lp1083
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>y</mtext></mstyle></math>
p1084
sg15
I2
sass(g1
g2
g1072
I2
tp1085
(dp1086
g6
Vx // InputForm
p1087
sg8
(lp1088
(dp1089
g11
(lp1090
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>x</mi></mstyle></math>
p1091
sg15
I3
sass(g1
g2
g1072
I3
tp1092
(dp1093
g6
VFormat[x, TeXForm] = "z";
p1094
sg8
(lp1095
(dp1096
g11
(lp1097
sg13
Nsg15
I4
sass(g1
g2
g1072
I4
tp1098
(dp1099
g6
Vx // TeXForm
p1100
sg8
(lp1101
(dp1102
g11
(lp1103
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mtext>\u005ctext{z}</mtext></mrow></mstyle></math>
p1104
sg15
I5
sass(g1
g2
g1072
I5
tp1105
(dp1106
g6
VFormat[r[args___]] = "<an r object>";
p1107
sg8
(lp1108
(dp1109
g11
(lp1110
sg13
Nsg15
I6
sass(g1
g2
g1072
I6
tp1111
(dp1112
g6
Vr[1, 2, 3]
p1113
sg8
(lp1114
(dp1115
g11
(lp1116
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>&lt;an&nbsp;r&nbsp;object&gt;</mtext></mstyle></math>
p1117
sg15
I7
sass(g1
g2
g1072
I7
tp1118
(dp1119
g6
VFormat[r[args___]] = Infix[{args}, "~"];
p1120
sg8
(lp1121
(dp1122
g11
(lp1123
sg13
Nsg15
I8
sass(g1
g2
g1072
I8
tp1124
(dp1125
g6
Vr[1, 2, 3]
p1126
sg8
(lp1127
(dp1128
g11
(lp1129
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>1</mn> <mtext>~</mtext> <mn>2</mn> <mtext>~</mtext> <mn>3</mn></mrow></mstyle></math>
p1130
sg15
I9
sass(g1
g2
g1072
I9
tp1131
(dp1132
g6
VStringForm["`1` and `2`", n, m]
p1133
sg8
(lp1134
(dp1135
g11
(lp1136
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>n</mi> <mtext>&nbsp;and&nbsp;</mtext> <mi>m</mi></mrow></mstyle></math>
p1137
sg15
I10
sass(g1
g2
g1072
I10
tp1138
(dp1139
g6
VGrid[{{a, b}, {c, d}}]
p1140
sg8
(lp1141
(dp1142
g11
(lp1143
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtable columnalign="center">\u000a<mtr><mtd columnalign="center"><mi>a</mi></mtd><mtd columnalign="center"><mi>b</mi></mtd></mtr>\u000a<mtr><mtd columnalign="center"><mi>c</mi></mtd><mtd columnalign="center"><mi>d</mi></mtd></mtr>\u000a</mtable></mstyle></math>
p1144
sg15
I11
sass(g1
g2
g1072
I11
tp1145
(dp1146
g6
VSubscript[a, 1, 2] // TeXForm
p1147
sg8
(lp1148
(dp1149
g11
(lp1150
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mtext>a_{1,2}</mtext></mrow></mstyle></math>
p1151
sg15
I12
sass(g1
g2
g1072
I12
tp1152
(dp1153
g6
VMakeBoxes[b, StandardForm] = "c";
p1154
sg8
(lp1155
(dp1156
g11
(lp1157
sg13
Nsg15
I13
sass(g1
g2
g1072
I13
tp1158
(dp1159
g6
g262
sg8
(lp1160
(dp1161
g11
(lp1162
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>c</mi></mstyle></math>
p1163
sg15
I14
sass(g1
g2
g1072
I14
tp1164
(dp1165
g6
Vb // TeXForm
p1166
sg8
(lp1167
(dp1168
g11
(lp1169
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>c</mi></mrow></mstyle></math>
p1170
sg15
I15
sass(g1
g2
g1072
I15
tp1171
(dp1172
g6
Vb // OutputForm // TeXForm
p1173
sg8
(lp1174
(dp1175
g11
(lp1176
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>b</mi></mrow></mstyle></math>
p1177
sg15
I16
sass(g1
g2
g1072
I16
tp1178
(dp1179
g6
VMakeBoxes[b, TeXForm] = "d";
p1180
sg8
(lp1181
(dp1182
g11
(lp1183
sg13
Nsg15
I17
sass(g1
g2
g1072
I17
tp1184
(dp1185
g6
Vb // TeXForm
p1186
sg8
(lp1187
(dp1188
g11
(lp1189
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>d</mi></mstyle></math>
p1190
sg15
I18
sass(g1
g2
g1072
I18
tp1191
(dp1192
g6
VMakeBoxes[c, MathMLForm] = "<not closed";
p1193
sg8
(lp1194
(dp1195
g11
(lp1196
sg13
Nsg15
I19
sass(g1
g2
g1072
I19
tp1197
(dp1198
g6
Vc // MathMLForm
p1199
sg8
(lp1200
(dp1201
g11
(lp1202
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>&lt;not&nbsp;closed</mtext></mstyle></math>
p1203
sg15
I20
sass(g1
g2
g1072
I20
tp1204
(dp1205
g6
Vc + 1 // MathMLForm
p1206
sg8
(lp1207
(dp1208
g11
(lp1209
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mtext>&lt;math&nbsp;display=&quot;block&quot;&gt;&lt;mstyle&nbsp;mathvariant=&quot;sans-serif&quot;&gt;&lt;mrow&gt;&lt;mn&gt;1&lt;/mn&gt;&nbsp;&lt;mo&gt;+&lt;/mo&gt;&nbsp;&lt;mi&gt;c&lt;/mi&gt;&lt;/mrow&gt;&lt;/mstyle&gt;&lt;/math&gt;</mtext></mrow></mstyle></math>
p1210
sg15
I21
sass(g1
g2
g1072
I21
tp1211
(dp1212
g6
VFormat[d, MathMLForm] = "<not closed";
p1213
sg8
(lp1214
(dp1215
g11
(lp1216
sg13
Nsg15
I22
sass(g1
g2
g1072
I22
tp1217
(dp1218
g6
Vd // MathMLForm
p1219
sg8
(lp1220
(dp1221
g11
(lp1222
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mtext>&lt;math&nbsp;display=&quot;block&quot;&gt;&lt;mstyle&nbsp;mathvariant=&quot;sans-serif&quot;&gt;&lt;mtext&gt;&amp;lt;not&amp;nbsp;closed&lt;/mtext&gt;&lt;/mstyle&gt;&lt;/math&gt;</mtext></mrow></mstyle></math>
p1223
sg15
I23
sass(g1
g2
g1072
I23
tp1224
(dp1225
g6
Vd + 1 // MathMLForm
p1226
sg8
(lp1227
(dp1228
g11
(lp1229
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mtext>&lt;math&nbsp;display=&quot;block&quot;&gt;&lt;mstyle&nbsp;mathvariant=&quot;sans-serif&quot;&gt;&lt;mrow&gt;&lt;mn&gt;1&lt;/mn&gt;&nbsp;&lt;mo&gt;+&lt;/mo&gt;&nbsp;&lt;mtext&gt;&amp;lt;not&amp;nbsp;closed&lt;/mtext&gt;&lt;/mrow&gt;&lt;/mstyle&gt;&lt;/math&gt;</mtext></mrow></mstyle></math>
p1230
sg15
I24
sass(g1
g2
g1072
I24
tp1231
(dp1232
g6
VMakeBoxes[{items___}, StandardForm] := RowBox[{"[", Sequence @@ Riffle[MakeBoxes /@ {items}, " "], "]"}]
p1233
sg8
(lp1234
(dp1235
g11
(lp1236
sg13
Nsg15
I25
sass(g1
g2
g1072
I25
tp1237
(dp1238
g6
V{1, 2, 3}
p1239
sg8
(lp1240
(dp1241
g11
(lp1242
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>[</mo> <mn>1</mn> <mo>&nbsp;</mo> <mn>2</mn> <mo>&nbsp;</mo> <mn>3</mn> <mo>]</mo></mrow></mstyle></math>
p1243
sg15
I26
sass(g1
g2
g1072
I27
tp1244
(dp1245
g6
V[1 2 3]
p1246
sg8
(lp1247
ss(g1
g2
g1072
I28
tp1248
(dp1249
g6
VClear[MakeBoxes]
p1250
sg8
(lp1251
(dp1252
g11
(lp1253
sg13
Nsg15
I27
sass(g1
g2
g1072
I29
tp1254
(dp1255
g6
VAttributes[MakeBoxes]
p1256
sg8
(lp1257
(dp1258
g11
(lp1259
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>[</mo> <mi>HoldAllComplete</mi> <mo>&nbsp;</mo> <mo>]</mo></mrow></mstyle></math>
p1260
sg15
I28
sass(g1
g2
g1072
I30
tp1261
(dp1262
g6
VMakeBoxes[squared[args___], StandardForm] := squared[args] ^ 2
p1263
sg8
(lp1264
(dp1265
g11
(lp1266
sg13
Nsg15
I29
sass(g1
g2
g1072
I31
tp1267
(dp1268
g6
Vsquared[1, 2]
p1269
sg8
(lp1270
(dp1271
g11
(lp1272
(dp1273
g149
I01
sg150
VGeneral
p1274
sg152
Vnotboxes
p1275
sg154
VGeneral::notboxes
p1276
sg156
VPower[squared[1, 2], 2] is not a valid box structure.
p1277
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"></mstyle></math>
p1278
sg15
I30
sass(g1
g2
g1072
I32
tp1279
(dp1280
g6
Vsquared[1, 2] // TeXForm
p1281
sg8
(lp1282
(dp1283
g11
(lp1284
(dp1285
g149
I01
sg150
VGeneral
p1286
sg152
g1275
sg154
VGeneral::notboxes
p1287
sg156
VPower[squared[1, 2], 2] is not a valid box structure.
p1288
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi></mi></mrow></mstyle></math>
p1289
sg15
I31
sass(g1
g2
g1072
I33
tp1290
(dp1291
g6
VMakeBoxes[squared[args___], StandardForm] := SuperscriptBox[RowBox[{MakeBoxes[squared], "[", RowBox[Riffle[MakeBoxes[#]& /@ {args}, ","]], "]"}], 2]
p1292
sg8
(lp1293
(dp1294
g11
(lp1295
sg13
Nsg15
I32
sass(g1
g2
g1072
I34
tp1296
(dp1297
g6
Vsquared[1, 2]
p1298
sg8
(lp1299
(dp1300
g11
(lp1301
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><msup><mrow><mi>squared</mi> <mo>[</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>2</mn></mrow> <mo>]</mo></mrow> <mn>2</mn></msup></mstyle></math>
p1302
sg15
I33
sass(g1
g2
g1072
I36
tp1303
(dp1304
g6
VToBoxes[m + n]
p1305
sg8
(lp1306
(dp1307
g11
(lp1308
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>RowBox</mi> <mo>[</mo> <mrow><mo>{</mo> <mrow><mtext>m</mtext> <mo>,</mo> <mtext>+</mtext> <mo>,</mo> <mtext>n</mtext></mrow> <mo>}</mo></mrow> <mo>]</mo></mrow></mstyle></math>
p1309
sg15
I34
sass(g1
g2
g1072
I37
tp1310
(dp1311
g6
VInputForm[%]
p1312
sg8
(lp1313
(dp1314
g11
(lp1315
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>RowBox</mi> <mo>[</mo> <mrow><mo>{</mo> <mrow><ms>m</ms> <mtext>,&nbsp;</mtext> <ms>+</ms> <mtext>,&nbsp;</mtext> <ms>n</ms></mrow> <mo>}</mo></mrow> <mo>]</mo></mrow></mstyle></math>
p1316
sg15
I35
sass(g1
g2
VGraphics Introduction Examples
p1317
I0
tp1318
(dp1319
g6
VGraphics[{Circle[{0, 0}, 1]}]
p1320
sg8
(lp1321
(dp1322
g11
(lp1323
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="350px" height="350px" src="data:image/svg+xml;base64,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"/></mstyle></math>
p1324
sg15
I1
sass(g1
g2
g1317
I1
tp1325
(dp1326
g6
VGraphics[{Line[{{0, 0}, {0, 1}, {1, 1}, {1, -1}}], Rectangle[{0, 0}, {-1, -1}]}]
p1327
sg8
(lp1328
(dp1329
g11
(lp1330
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="349px" height="350px" src="data:image/svg+xml;base64,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"/></mstyle></math>
p1331
sg15
I2
sass(g1
g2
g1317
I2
tp1332
(dp1333
g6
VGraphics[{Red, Disk[]}]
p1334
sg8
(lp1335
(dp1336
g11
(lp1337
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="350px" height="350px" src="data:image/svg+xml;base64,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"/></mstyle></math>
p1338
sg15
I3
sass(g1
g2
g1317
I3
tp1339
(dp1340
g6
VGraphics[Table[{Hue[h, s], Disk[{12h, 8s}]}, {h, 0, 1, 1/6}, {s, 0, 1, 1/4}]]
p1341
sg8
(lp1342
(dp1343
g11
(lp1344
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="285px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-1.000000 -1.000000 402.000000 287.714286">
                <ellipse cx="28.571429" cy="257.142857" rx="28.571429" ry="28.571429" style="stroke: none; stroke-width: 0.000000px; fill: rgb(100.000000%, 100.000000%, 100.000000%); fill-opacity: 1.0" />
<ellipse cx="28.571429" cy="200.000000" rx="28.571429" ry="28.571429" style="stroke: none; stroke-width: 0.000000px; fill: rgb(100.000000%, 75.000000%, 75.000000%); fill-opacity: 1.0" />
<ellipse cx="28.571429" cy="142.857143" rx="28.571429" ry="28.571429" style="stroke: none; stroke-width: 0.000000px; fill: rgb(100.000000%, 50.000000%, 50.000000%); fill-opacity: 1.0" />
<ellipse cx="28.571429" cy="85.714286" rx="28.571429" ry="28.571429" style="stroke: none; stroke-width: 0.000000px; fill: rgb(100.000000%, 25.000000%, 25.000000%); fill-opacity: 1.0" />
<ellipse cx="28.571429" cy="28.571429" rx="28.571429" ry="28.571429" style="stroke: none; stroke-width: 0.000000px; fill: rgb(100.000000%, 0.000000%, 0.000000%); fill-opacity: 1.0" />
<ellipse cx="85.714286" cy="257.142857" rx="28.571429" ry="28.571429" style="stroke: none; stroke-width: 0.000000px; fill: rgb(100.000000%, 100.000000%, 100.000000%); fill-opacity: 1.0" />
<ellipse cx="85.714286" cy="200.000000" rx="28.571429" ry="28.571429" style="stroke: none; stroke-width: 0.000000px; fill: rgb(100.000000%, 100.000000%, 75.000000%); fill-opacity: 1.0" />
<ellipse cx="85.714286" cy="142.857143" rx="28.571429" ry="28.571429" style="stroke: none; stroke-width: 0.000000px; fill: rgb(100.000000%, 100.000000%, 50.000000%); fill-opacity: 1.0" />
<ellipse cx="85.714286" cy="85.714286" rx="28.571429" ry="28.571429" style="stroke: none; stroke-width: 0.000000px; fill: rgb(100.000000%, 100.000000%, 25.000000%); fill-opacity: 1.0" />
<ellipse cx="85.714286" cy="28.571429" rx="28.571429" ry="28.571429" style="stroke: none; stroke-width: 0.000000px; fill: rgb(100.000000%, 100.000000%, 0.000000%); fill-opacity: 1.0" />
<ellipse cx="142.857143" cy="257.142857" rx="28.571429" ry="28.571429" style="stroke: none; stroke-width: 0.000000px; fill: rgb(100.000000%, 100.000000%, 100.000000%); fill-opacity: 1.0" />
<ellipse cx="142.857143" cy="200.000000" rx="28.571429" ry="28.571429" style="stroke: none; stroke-width: 0.000000px; fill: rgb(75.000000%, 100.000000%, 75.000000%); fill-opacity: 1.0" />
<ellipse cx="142.857143" cy="142.857143" rx="28.571429" ry="28.571429" style="stroke: none; stroke-width: 0.000000px; fill: rgb(50.000000%, 100.000000%, 50.000000%); fill-opacity: 1.0" />
<ellipse cx="142.857143" cy="85.714286" rx="28.571429" ry="28.571429" style="stroke: none; stroke-width: 0.000000px; fill: rgb(25.000000%, 100.000000%, 25.000000%); fill-opacity: 1.0" />
<ellipse cx="142.857143" cy="28.571429" rx="28.571429" ry="28.571429" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 100.000000%, 0.000000%); fill-opacity: 1.0" />
<ellipse cx="200.000000" cy="257.142857" rx="28.571429" ry="28.571429" style="stroke: none; stroke-width: 0.000000px; fill: rgb(100.000000%, 100.000000%, 100.000000%); fill-opacity: 1.0" />
<ellipse cx="200.000000" cy="200.000000" rx="28.571429" ry="28.571429" style="stroke: none; stroke-width: 0.000000px; fill: rgb(75.000000%, 100.000000%, 100.000000%); fill-opacity: 1.0" />
<ellipse cx="200.000000" cy="142.857143" rx="28.571429" ry="28.571429" style="stroke: none; stroke-width: 0.000000px; fill: rgb(50.000000%, 100.000000%, 100.000000%); fill-opacity: 1.0" />
<ellipse cx="200.000000" cy="85.714286" rx="28.571429" ry="28.571429" style="stroke: none; stroke-width: 0.000000px; fill: rgb(25.000000%, 100.000000%, 100.000000%); fill-opacity: 1.0" />
<ellipse cx="200.000000" cy="28.571429" rx="28.571429" ry="28.571429" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 100.000000%, 100.000000%); fill-opacity: 1.0" />
<ellipse cx="257.142857" cy="257.142857" rx="28.571429" ry="28.571429" style="stroke: none; stroke-width: 0.000000px; fill: rgb(100.000000%, 100.000000%, 100.000000%); fill-opacity: 1.0" />
<ellipse cx="257.142857" cy="200.000000" rx="28.571429" ry="28.571429" style="stroke: none; stroke-width: 0.000000px; fill: rgb(75.000000%, 75.000000%, 100.000000%); fill-opacity: 1.0" />
<ellipse cx="257.142857" cy="142.857143" rx="28.571429" ry="28.571429" style="stroke: none; stroke-width: 0.000000px; fill: rgb(50.000000%, 50.000000%, 100.000000%); fill-opacity: 1.0" />
<ellipse cx="257.142857" cy="85.714286" rx="28.571429" ry="28.571429" style="stroke: none; stroke-width: 0.000000px; fill: rgb(25.000000%, 25.000000%, 100.000000%); fill-opacity: 1.0" />
<ellipse cx="257.142857" cy="28.571429" rx="28.571429" ry="28.571429" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 100.000000%); fill-opacity: 1.0" />
<ellipse cx="314.285714" cy="257.142857" rx="28.571429" ry="28.571429" style="stroke: none; stroke-width: 0.000000px; fill: rgb(100.000000%, 100.000000%, 100.000000%); fill-opacity: 1.0" />
<ellipse cx="314.285714" cy="200.000000" rx="28.571429" ry="28.571429" style="stroke: none; stroke-width: 0.000000px; fill: rgb(100.000000%, 75.000000%, 100.000000%); fill-opacity: 1.0" />
<ellipse cx="314.285714" cy="142.857143" rx="28.571429" ry="28.571429" style="stroke: none; stroke-width: 0.000000px; fill: rgb(100.000000%, 50.000000%, 100.000000%); fill-opacity: 1.0" />
<ellipse cx="314.285714" cy="85.714286" rx="28.571429" ry="28.571429" style="stroke: none; stroke-width: 0.000000px; fill: rgb(100.000000%, 25.000000%, 100.000000%); fill-opacity: 1.0" />
<ellipse cx="314.285714" cy="28.571429" rx="28.571429" ry="28.571429" style="stroke: none; stroke-width: 0.000000px; fill: rgb(100.000000%, 0.000000%, 100.000000%); fill-opacity: 1.0" />
<ellipse cx="371.428571" cy="257.142857" rx="28.571429" ry="28.571429" style="stroke: none; stroke-width: 0.000000px; fill: rgb(100.000000%, 100.000000%, 100.000000%); fill-opacity: 1.0" />
<ellipse cx="371.428571" cy="200.000000" rx="28.571429" ry="28.571429" style="stroke: none; stroke-width: 0.000000px; fill: rgb(100.000000%, 75.000000%, 75.000000%); fill-opacity: 1.0" />
<ellipse cx="371.428571" cy="142.857143" rx="28.571429" ry="28.571429" style="stroke: none; stroke-width: 0.000000px; fill: rgb(100.000000%, 50.000000%, 50.000000%); fill-opacity: 1.0" />
<ellipse cx="371.428571" cy="85.714286" rx="28.571429" ry="28.571429" style="stroke: none; stroke-width: 0.000000px; fill: rgb(100.000000%, 25.000000%, 25.000000%); fill-opacity: 1.0" />
<ellipse cx="371.428571" cy="28.571429" rx="28.571429" ry="28.571429" style="stroke: none; stroke-width: 0.000000px; fill: rgb(100.000000%, 0.000000%, 0.000000%); fill-opacity: 1.0" />
            </svg>
        "/></mstyle></math>
p1345
sg15
I4
sass(g1
g2
g1317
I4
tp1346
(dp1347
g6
VGraphics[{Lighter[Red], Disk[]}]
p1348
sg8
(lp1349
(dp1350
g11
(lp1351
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="350px" height="350px" src="data:image/svg+xml;base64,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"/></mstyle></math>
p1352
sg15
I5
sass(g1
g2
g1317
I5
tp1353
(dp1354
g6
VHead[ToBoxes[Graphics[{Circle[]}]]]
p1355
sg8
(lp1356
(dp1357
g11
(lp1358
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>GraphicsBox</mi></mstyle></math>
p1359
sg15
I6
sass(g1
g2
V3D Graphics
p1360
I0
tp1361
(dp1362
g6
VGraphics3D[Polygon[{{0,0,0}, {0,1,1}, {1,0,0}}]]
p1363
sg8
(lp1364
(dp1365
g11
(lp1366
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtable><mtr><mtd><graphics3d data="{&quot;elements&quot;: [{&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0, 0.0, 0.0], null], [[0.0, 1.0, 1.0], null], [[1.0, 0.0, 0.0], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}], &quot;axes&quot;: {&quot;hasaxes&quot;: [false, false, false], &quot;ticks&quot;: [[[0.0, 0.2, 0.4, 0.6000000000000001, 0.8, 1.0], [0.05, 0.1, 0.15000000000000002, 0.25, 0.30000000000000004, 0.35000000000000003, 0.45, 0.5, 0.55, 0.65, 0.7000000000000001, 0.75, 0.8500000000000001, 0.9, 0.9500000000000001], [&quot;0&quot;, &quot;0.2&quot;, &quot;0.4&quot;, &quot;0.6&quot;, &quot;0.8&quot;, &quot;1&quot;]], [[0.0, 0.2, 0.4, 0.6000000000000001, 0.8, 1.0], [0.05, 0.1, 0.15000000000000002, 0.25, 0.30000000000000004, 0.35000000000000003, 0.45, 0.5, 0.55, 0.65, 0.7000000000000001, 0.75, 0.8500000000000001, 0.9, 0.9500000000000001], [&quot;0&quot;, &quot;0.2&quot;, &quot;0.4&quot;, &quot;0.6&quot;, &quot;0.8&quot;, &quot;1&quot;]], [[0.0, 0.2, 0.4, 0.6000000000000001, 0.8, 1.0], [0.05, 0.1, 0.15000000000000002, 0.25, 0.30000000000000004, 0.35000000000000003, 0.45, 0.5, 0.55, 0.65, 0.7000000000000001, 0.75, 0.8500000000000001, 0.9, 0.9500000000000001], [&quot;0&quot;, &quot;0.2&quot;, &quot;0.4&quot;, &quot;0.6&quot;, &quot;0.8&quot;, &quot;1&quot;]]]}, &quot;extent&quot;: {&quot;xmin&quot;: 0.0, &quot;xmax&quot;: 1.0, &quot;ymin&quot;: 0.0, &quot;ymax&quot;: 1.0, &quot;zmin&quot;: 0.0, &quot;zmax&quot;: 1.0}, &quot;lighting&quot;: [{&quot;type&quot;: &quot;Ambient&quot;, &quot;color&quot;: [0.3, 0.2, 0.4]}, {&quot;type&quot;: &quot;Directional&quot;, &quot;color&quot;: [0.8, 0.0, 0.0], &quot;position&quot;: [2.0, 0.0, 2.0]}, {&quot;type&quot;: &quot;Directional&quot;, &quot;color&quot;: [0.0, 0.8, 0.0], &quot;position&quot;: [2.0, 2.0, 2.0]}, {&quot;type&quot;: &quot;Directional&quot;, &quot;color&quot;: [0.0, 0.0, 0.8], &quot;position&quot;: [0.0, 2.0, 2.0]}], &quot;viewpoint&quot;: [1.3, -2.4, 2.0]}" /></mtd></mtr></mtable></mstyle></math>
p1367
sg15
I1
sass(g1
g2
g1360
I1
tp1368
(dp1369
g6
VGraphics3D[{Orange, Polygon[{{0,0,0}, {1,1,1}, {1,0,0}}]}, Axes->True]
p1370
sg8
(lp1371
(dp1372
g11
(lp1373
(dp1374
g149
I01
sg150
VGeneral
p1375
sg152
g1275
sg154
VGeneral::notboxes
p1376
sg156
VGraphics3DBox[List[StyleBox[Graphics[List[EdgeForm[GrayLevel[0]], RGBColor[1, 0.5, 0], Rectangle[List[0, 0]]], Rule[ImageSize, 16]], Rule[ImageSizeMultipliers, List[1, 1]]], Polygon3DBox[List[List[0, 0, 0], List[1, 1, 1], List[1, 0, 0]]]], Rule[$OptionSyntax, Ignore], Rule[AspectRatio, Automatic], Rule[Axes, True], Rule[AxesStyle, List[]], Rule[Background, Automatic], Rule[BoxRatios, Automatic], Rule[ImageSize, Automatic], Rule[LabelStyle, List[]], Rule[Lighting, Automatic], Rule[PlotRange, Automatic], Rule[PlotRangePadding, Automatic], Rule[TicksStyle, List[]], Rule[ViewPoint, List[1.3, -2.4, 2.]]] is not a valid box structure.
p1377
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"></mstyle></math>
p1378
sg15
I2
sass(g1
g2
g1360
I2
tp1379
(dp1380
g6
VHead[ToBoxes[Graphics3D[{Polygon[]}]]]
p1381
sg8
(lp1382
(dp1383
g11
(lp1384
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>Graphics3DBox</mi></mstyle></math>
p1385
sg15
I3
sass(g1
g2
VPlotting Introduction Examples
p1386
I0
tp1387
(dp1388
g6
VPlot[Sin[x], {x, 0, 2 Pi}]
p1389
sg8
(lp1390
(dp1391
g11
(lp1392
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="247px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-31.666667 -14.610939 449.333333 276.435473">
                <polyline points="0.000000,123.606798 7.142857,111.025370 14.285714,98.602161 21.428571,86.493400 28.571429,74.851362 32.142857,69.251395 35.714286,63.822451 39.285714,58.581611 41.071429,56.036907 42.857143,53.545363 46.428571,48.729555 48.214286,46.409079 50.000000,44.149339 51.785714,41.952111 53.571429,39.819125 54.464286,38.777249 55.357143,37.752058 56.250000,36.743755 57.142857,35.752538 58.928571,33.822136 60.714286,31.962373 61.607143,31.059440 62.500000,30.174710 63.392857,29.308359 63.839286,28.882128 64.285714,28.460555 66.071429,26.821256 66.964286,26.030083 67.857143,25.258103 68.750000,24.505467 69.196429,24.136450 69.642857,23.772325 70.535714,23.058820 70.982143,22.709475 71.205357,22.536662 71.428571,22.365092 72.321429,21.691278 73.214286,21.037510 74.107143,20.403917 75.000000,19.790625 75.892857,19.197752 76.339286,18.909010 76.785714,18.625416 77.678571,18.073730 78.125000,17.805664 78.348214,17.673582 78.571429,17.542801 79.464286,17.032736 79.910714,16.785558 80.357143,16.543632 80.803571,16.306972 81.250000,16.075588 81.696429,15.849492 82.142857,15.628695 82.589286,15.413208 83.035714,15.203041 83.482143,14.998204 83.705357,14.897789 83.928571,14.798709 84.375000,14.604564 84.821429,14.415780 85.267857,14.232364 85.491071,14.142673 85.714286,14.054328 86.607143,13.714424 87.053571,13.552574 87.500000,13.396136 87.946429,13.245118 88.169643,13.171643 88.392857,13.099526 88.839286,12.959369 89.062500,12.891330 89.285714,12.824653 89.732143,12.695384 89.955357,12.632795 90.178571,12.571570 90.401786,12.511710 90.625000,12.453215 90.848214,12.396087 91.071429,12.340327 91.517857,12.232910 91.741071,12.181255 91.964286,12.130970 92.187500,12.082055 92.410714,12.034511 92.633929,11.988339 92.857143,11.943539 93.750000,11.778073 94.196429,11.703587 94.642857,11.634603 95.089286,11.571125 95.312500,11.541452 95.535714,11.513157 95.982143,11.460701 96.205357,11.436541 96.428571,11.413760 96.875000,11.372336 97.098214,11.353693 97.321429,11.336431 97.544643,11.320549 97.767857,11.306047 97.991071,11.292925 98.214286,11.281185 98.660714,11.261847 98.883929,11.254249 99.107143,11.248033 99.330357,11.243198 99.553571,11.239744 99.776786,11.237672 100.000000,11.236982 100.892857,11.248033 101.339286,11.261847 101.785714,11.281185 102.232143,11.306047 102.455357,11.320549 102.678571,11.336431 103.125000,11.372336 103.348214,11.392358 103.571429,11.413760 104.017857,11.460701 104.241071,11.486240 104.464286,11.513157 104.687500,11.541452 104.910714,11.571125 105.133929,11.602176 105.357143,11.634603 105.803571,11.703587 106.026786,11.740142 106.250000,11.778073 106.473214,11.817379 106.696429,11.858059 106.919643,11.900112 107.142857,11.943539 108.035714,12.130970 108.482143,12.232910 108.928571,12.340327 109.375000,12.453215 109.598214,12.511710 109.821429,12.571570 110.267857,12.695384 110.491071,12.759337 110.714286,12.824653 111.160714,12.959369 111.607143,13.099526 112.053571,13.245118 112.276786,13.319949 112.500000,13.396136 112.946429,13.552574 113.392857,13.714424 113.839286,13.881678 114.062500,13.967329 114.285714,14.054328 115.178571,14.415780 115.625000,14.604564 116.071429,14.798709 116.517857,14.998204 116.741071,15.099956 116.964286,15.203041 117.410714,15.413208 117.633929,15.520287 117.857143,15.628695 118.303571,15.849492 118.750000,16.075588 119.196429,16.306972 119.642857,16.543632 120.535714,17.032736 120.982143,17.285154 121.205357,17.413325 121.428571,17.542801 122.321429,18.073730 122.767857,18.346985 123.214286,18.625416 123.660714,18.909010 124.107143,19.197752 125.000000,19.790625 125.892857,20.403917 126.339286,20.718184 126.785714,21.037510 127.678571,21.691278 128.125000,22.025687 128.571429,22.365092 129.464286,23.058820 130.357143,23.772325 130.803571,24.136450 131.250000,24.505467 132.142857,25.258103 133.035714,26.030083 133.928571,26.821256 134.821429,27.631467 135.714286,28.460555 136.607143,29.308359 137.500000,30.174710 138.392857,31.059440 139.285714,31.962373 141.071429,33.822136 141.964286,34.778601 142.857143,35.752538 144.642857,37.752058 146.428571,39.819125 148.214286,41.952111 150.000000,44.149339 153.571429,48.729555 155.357143,51.108941 157.142857,53.545363 160.714286,58.581611 164.285714,63.822451 171.428571,74.851362 178.571429,86.493400 185.714286,98.602161 192.857143,111.025370 200.000000,123.606798 207.142857,136.188225 214.285714,148.611434 221.428571,160.720195 228.571429,172.362234 232.142857,177.962200 235.714286,183.391144 239.285714,188.631985 241.071429,191.176689 242.857143,193.668232 246.428571,198.484040 248.214286,200.804516 250.000000,203.064257 251.785714,205.261485 253.571429,207.394471 254.464286,208.436347 255.357143,209.461537 256.250000,210.469840 257.142857,211.461058 258.928571,213.391459 260.714286,215.251223 261.607143,216.154156 262.500000,217.038885 263.392857,217.905237 263.839286,218.331468 264.285714,218.753040 266.071429,220.392339 266.964286,221.183513 267.857143,221.955493 268.750000,222.708128 269.196429,223.077145 269.642857,223.441271 270.535714,224.154776 270.982143,224.504121 271.205357,224.676933 271.428571,224.848504 272.321429,225.522318 273.214286,226.176085 274.107143,226.809678 275.000000,227.422971 275.892857,228.015844 276.339286,228.304586 276.785714,228.588179 277.678571,229.139866 278.125000,229.407931 278.348214,229.540014 278.571429,229.670794 279.464286,230.180860 279.910714,230.428038 280.357143,230.669963 280.803571,230.906623 281.250000,231.138007 281.696429,231.364103 282.142857,231.584901 282.589286,231.800388 283.035714,232.010555 283.482143,232.215391 283.705357,232.315807 283.928571,232.414886 284.375000,232.609031 284.821429,232.797816 285.267857,232.981231 285.491071,233.070922 285.714286,233.159268 286.607143,233.499171 287.053571,233.661021 287.500000,233.817459 287.946429,233.968478 288.169643,234.041952 288.392857,234.114069 288.839286,234.254227 289.062500,234.322265 289.285714,234.388943 289.732143,234.518211 289.955357,234.580801 290.178571,234.642026 290.401786,234.701886 290.625000,234.760380 290.848214,234.817508 291.071429,234.873269 291.517857,234.980686 291.741071,235.032341 291.964286,235.082626 292.187500,235.131541 292.410714,235.179084 292.633929,235.225256 292.857143,235.270056 293.750000,235.435523 294.196429,235.510009 294.642857,235.578993 295.089286,235.642470 295.312500,235.672143 295.535714,235.700438 295.982143,235.752894 296.205357,235.777054 296.428571,235.799835 296.875000,235.841260 297.098214,235.859902 297.321429,235.877165 297.544643,235.893047 297.767857,235.907549 297.991071,235.920670 298.214286,235.932411 298.660714,235.951749 298.883929,235.959346 299.107143,235.965563 299.330357,235.970397 299.553571,235.973851 299.776786,235.975923 300.000000,235.976614 300.892857,235.965563 301.339286,235.951749 301.785714,235.932411 302.232143,235.907549 302.455357,235.893047 302.678571,235.877165 303.125000,235.841260 303.348214,235.821237 303.571429,235.799835 304.017857,235.752894 304.241071,235.727355 304.464286,235.700438 304.687500,235.672143 304.910714,235.642470 305.133929,235.611420 305.357143,235.578993 305.803571,235.510009 306.026786,235.473453 306.250000,235.435523 306.473214,235.396217 306.696429,235.355537 306.919643,235.313483 307.142857,235.270056 308.035714,235.082626 308.482143,234.980686 308.928571,234.873269 309.375000,234.760380 309.598214,234.701886 309.821429,234.642026 310.267857,234.518211 310.491071,234.454258 310.714286,234.388943 311.160714,234.254227 311.607143,234.114069 312.053571,233.968478 312.276786,233.893647 312.500000,233.817459 312.946429,233.661021 313.392857,233.499171 313.839286,233.331918 314.062500,233.246267 314.285714,233.159268 315.178571,232.797816 315.625000,232.609031 316.071429,232.414886 316.517857,232.215391 316.741071,232.113640 316.964286,232.010555 317.410714,231.800388 317.633929,231.693309 317.857143,231.584901 318.303571,231.364103 318.750000,231.138007 319.196429,230.906623 319.642857,230.669963 320.535714,230.180860 320.982143,229.928441 321.205357,229.800270 321.428571,229.670794 322.321429,229.139866 322.767857,228.866611 323.214286,228.588179 323.660714,228.304586 324.107143,228.015844 325.000000,227.422971 325.892857,226.809678 326.339286,226.495411 326.785714,226.176085 327.678571,225.522318 328.125000,225.187908 328.571429,224.848504 329.464286,224.154776 330.357143,223.441271 330.803571,223.077145 331.250000,222.708128 332.142857,221.955493 333.035714,221.183513 333.928571,220.392339 334.821429,219.582129 335.714286,218.753040 336.607143,217.905237 337.500000,217.038885 338.392857,216.154156 339.285714,215.251223 341.071429,213.391459 341.964286,212.434994 342.857143,211.461058 344.642857,209.461537 346.428571,207.394471 348.214286,205.261485 350.000000,203.064257 353.571429,198.484040 355.357143,196.104655 357.142857,193.668232 360.714286,188.631985 364.285714,183.391144 371.428571,172.362234 378.571429,160.720195 385.714286,148.611434 392.857143,136.188225 400.000000,123.606798" style="stroke: rgb(24.720000%, 24.000000%, 60.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="-16.000000,123.606798 416.000000,123.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="63.661977" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1</mn></math></foreignObject>
<foreignObject x="127.323954" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>2</mn></math></foreignObject>
<foreignObject x="190.985932" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>3</mn></math></foreignObject>
<foreignObject x="254.647909" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>4</mn></math></foreignObject>
<foreignObject x="318.309886" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>5</mn></math></foreignObject>
<foreignObject x="381.971863" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>6</mn></math></foreignObject>
<polyline points="63.661977,123.606798 63.661977,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="127.323954,123.606798 127.323954,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="190.985932,123.606798 190.985932,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="254.647909,123.606798 254.647909,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="318.309886,123.606798 318.309886,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="381.971863,123.606798 381.971863,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="12.732395,123.606798 12.732395,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="25.464791,123.606798 25.464791,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="38.197186,123.606798 38.197186,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="50.929582,123.606798 50.929582,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="76.394373,123.606798 76.394373,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="89.126768,123.606798 89.126768,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="101.859164,123.606798 101.859164,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="114.591559,123.606798 114.591559,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="140.056350,123.606798 140.056350,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="152.788745,123.606798 152.788745,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="165.521141,123.606798 165.521141,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="178.253536,123.606798 178.253536,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="203.718327,123.606798 203.718327,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="216.450723,123.606798 216.450723,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="229.183118,123.606798 229.183118,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="241.915513,123.606798 241.915513,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="267.380304,123.606798 267.380304,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="280.112700,123.606798 280.112700,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="292.845095,123.606798 292.845095,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="305.577491,123.606798 305.577491,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="331.042282,123.606798 331.042282,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="343.774677,123.606798 343.774677,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="356.507073,123.606798 356.507073,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="369.239468,123.606798 369.239468,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="394.704259,123.606798 394.704259,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="407.436654,123.606798 407.436654,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="0.000000,260.157867 0.000000,-12.944272" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="-2.666667" y="235.976614" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-1.0</mtext></math></foreignObject>
<foreignObject x="-2.666667" y="179.791706" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-0.5</mtext></math></foreignObject>
<foreignObject x="-2.666667" y="67.421890" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.5</mn></math></foreignObject>
<foreignObject x="-2.666667" y="11.236982" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1.0</mn></math></foreignObject>
<polyline points="0.000000,235.976614 6.666667,235.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,179.791706 6.666667,179.791706" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,67.421890 6.666667,67.421890" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,11.236982 6.666667,11.236982" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,247.213595 4.000000,247.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,224.739632 4.000000,224.739632" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,213.502651 4.000000,213.502651" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,202.265669 4.000000,202.265669" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,191.028687 4.000000,191.028687" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,168.554724 4.000000,168.554724" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,157.317743 4.000000,157.317743" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,146.080761 4.000000,146.080761" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,134.843779 4.000000,134.843779" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,112.369816 4.000000,112.369816" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,101.132835 4.000000,101.132835" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,89.895853 4.000000,89.895853" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,78.658871 4.000000,78.658871" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,56.184908 4.000000,56.184908" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,44.947926 4.000000,44.947926" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,33.710945 4.000000,33.710945" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,22.473963 4.000000,22.473963" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,0.000000 4.000000,0.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
            </svg>
        "/></mstyle></math>
p1393
sg15
I1
sass(g1
g2
g1386
I1
tp1394
(dp1395
g6
VPlot[{Sin[x], Cos[x], x ^ 2}, {x, -1, 1}]
p1396
sg8
(lp1397
(dp1398
g11
(lp1399
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="247px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-17.666667 -14.610939 435.333333 276.435473">
                <polyline points="0.000000,269.977507 3.571429,268.603076 7.142857,267.191382 10.714286,265.742877 14.285714,264.258020 17.857143,262.737287 21.428571,261.181161 25.000000,259.590139 28.571429,257.964729 32.142857,256.305448 35.714286,254.612827 39.285714,252.887403 42.857143,251.129728 50.000000,247.519877 57.142857,243.787876 64.285714,239.938485 71.428571,235.976614 78.571429,231.907315 85.714286,227.735779 92.857143,223.467325 100.000000,219.107398 107.142857,214.661558 114.285714,210.135475 121.428571,205.534922 128.571429,200.865766 135.714286,196.133962 142.857143,191.345545 150.000000,186.506621 157.142857,181.623363 164.285714,176.701998 171.428571,171.748803 178.571429,166.770095 185.714286,161.772223 192.857143,156.761563 200.000000,151.744504 207.142857,146.727445 214.285714,141.716784 221.428571,136.718913 228.571429,131.740205 235.714286,126.787010 242.857143,121.865645 250.000000,116.982386 257.142857,112.143463 264.285714,107.355046 271.428571,102.623241 278.571429,97.954085 285.714286,93.353532 292.857143,88.827449 300.000000,84.381609 307.142857,80.021682 314.285714,75.753229 321.428571,71.581692 328.571429,67.512394 335.714286,63.550522 342.857143,59.701132 350.000000,55.969131 353.571429,54.148645 357.142857,52.359279 360.714286,50.601604 364.285714,48.876181 367.857143,47.183559 371.428571,45.524278 375.000000,43.898868 378.571429,42.307846 382.142857,40.751721 385.714286,39.230987 389.285714,37.746131 391.071429,37.017305 392.857143,36.297625 396.428571,34.885932 400.000000,33.511501" style="stroke: rgb(24.720000%, 24.000000%, 60.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="0.000000,75.827966 7.142857,71.654667 14.285714,67.583513 21.428571,63.619696 28.571429,59.768270 35.714286,56.034149 42.857143,52.422095 50.000000,48.936714 57.142857,45.582451 64.285714,42.363585 71.428571,39.284220 78.571429,36.348284 82.142857,34.935280 85.714286,33.559522 89.285714,32.221450 92.857143,30.921490 96.428571,29.660057 100.000000,28.437553 103.571429,27.254367 105.357143,26.677637 107.142857,26.110878 110.714286,25.007449 112.500000,24.470868 114.285714,23.944433 117.857143,22.922168 119.642857,22.426420 121.428571,21.940980 125.000000,21.001183 126.785714,20.546901 128.571429,20.103076 132.142857,19.246946 133.928571,18.834708 134.821429,18.632560 135.714286,18.433065 137.500000,18.042049 139.285714,17.661692 141.071429,17.292024 141.964286,17.111208 142.857143,16.933075 144.642857,16.584872 146.428571,16.247445 148.214286,15.920819 149.107143,15.761564 150.000000,15.605020 151.785714,15.300075 152.678571,15.151679 153.571429,15.006006 154.464286,14.863059 155.357143,14.722839 156.250000,14.585350 157.142857,14.450594 158.928571,14.189295 159.821429,14.062756 160.714286,13.938961 161.607143,13.817913 162.053571,13.758419 162.500000,13.699613 163.392857,13.584065 163.839286,13.527323 164.285714,13.471270 165.178571,13.361231 166.071429,13.253949 166.517857,13.201344 166.964286,13.149428 167.857143,13.047669 168.750000,12.948675 169.196429,12.900214 169.642857,12.852446 170.535714,12.758986 170.982143,12.713294 171.205357,12.690708 171.428571,12.668295 172.321429,12.580376 173.214286,12.495231 174.107143,12.412861 175.000000,12.333268 175.892857,12.256453 176.339286,12.219088 176.785714,12.182419 177.678571,12.111165 178.125000,12.076582 178.348214,12.059552 178.571429,12.042695 179.464286,11.977009 180.357143,11.914108 181.250000,11.853994 181.696429,11.824983 182.142857,11.796668 182.589286,11.769051 183.035714,11.742132 183.482143,11.715910 183.928571,11.690385 184.821429,11.641430 185.267857,11.617999 185.491071,11.606546 185.714286,11.595267 186.607143,11.551897 187.053571,11.531260 187.500000,11.511321 187.946429,11.492081 188.392857,11.473540 188.839286,11.455698 189.285714,11.438555 189.732143,11.422110 190.178571,11.406365 190.625000,11.391320 191.071429,11.376973 191.964286,11.350378 192.410714,11.338130 192.633929,11.332268 192.857143,11.326581 193.750000,11.305583 194.196429,11.296134 194.642857,11.287384 195.089286,11.279334 195.535714,11.271984 195.982143,11.265334 196.428571,11.259383 196.875000,11.254133 197.321429,11.249583 197.767857,11.245732 198.214286,11.242582 199.107143,11.238382 199.553571,11.237332 199.776786,11.237069 200.000000,11.236982 200.892857,11.238382 201.339286,11.240132 201.785714,11.242582 202.232143,11.245732 202.678571,11.249583 203.125000,11.254133 203.571429,11.259383 204.017857,11.265334 204.464286,11.271984 204.910714,11.279334 205.357143,11.287384 206.250000,11.305583 206.696429,11.315733 206.919643,11.321070 207.142857,11.326581 208.035714,11.350378 208.482143,11.363326 208.928571,11.376973 209.375000,11.391320 209.821429,11.406365 210.267857,11.422110 210.714286,11.438555 211.160714,11.455698 211.607143,11.473540 212.053571,11.492081 212.500000,11.511321 213.392857,11.551897 213.839286,11.573233 214.062500,11.584162 214.285714,11.595267 215.178571,11.641430 215.625000,11.665558 216.071429,11.690385 216.517857,11.715910 216.964286,11.742132 217.410714,11.769051 217.857143,11.796668 218.303571,11.824983 218.750000,11.853994 219.196429,11.883703 219.642857,11.914108 220.535714,11.977009 220.982143,12.009504 221.205357,12.026012 221.428571,12.042695 222.321429,12.111165 223.214286,12.182419 224.107143,12.256453 225.000000,12.333268 225.892857,12.412861 226.339286,12.453699 226.785714,12.495231 227.678571,12.580376 228.125000,12.623989 228.348214,12.646056 228.571429,12.668295 229.464286,12.758986 230.357143,12.852446 231.250000,12.948675 232.142857,13.047669 233.035714,13.149428 233.482143,13.201344 233.928571,13.253949 234.821429,13.361231 235.267857,13.415905 235.714286,13.471270 236.607143,13.584065 237.500000,13.699613 237.946429,13.758419 238.392857,13.817913 239.285714,13.938961 240.178571,14.062756 241.071429,14.189295 241.964286,14.318575 242.857143,14.450594 244.642857,14.722839 245.535714,14.863059 246.428571,15.006006 247.321429,15.151679 248.214286,15.300075 249.107143,15.451189 250.000000,15.605020 251.785714,15.920819 253.571429,16.247445 255.357143,16.584872 256.250000,16.757629 257.142857,16.933075 258.928571,17.292024 260.714286,17.661692 262.500000,18.042049 263.392857,18.236227 264.285714,18.433065 266.071429,18.834708 267.857143,19.246946 269.642857,19.669747 271.428571,20.103076 275.000000,21.001183 276.785714,21.465889 278.571429,21.940980 282.142857,22.922168 283.928571,23.428186 285.714286,23.944433 289.285714,25.007449 291.071429,25.554133 292.857143,26.110878 296.428571,27.254367 298.214286,27.841021 300.000000,28.437553 303.571429,29.660057 307.142857,30.921490 310.714286,32.221450 314.285714,33.559522 317.857143,34.935280 321.428571,36.348284 328.571429,39.284220 335.714286,42.363585 342.857143,45.582451 350.000000,48.936714 357.142857,52.422095 364.285714,56.034149 371.428571,59.768270 378.571429,63.619696 385.714286,67.583513 392.857143,71.654667 400.000000,75.827966" style="stroke: rgb(60.000000%, 24.000000%, 44.289312%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="0.000000,11.236982 7.142857,21.094014 14.285714,30.592610 21.428571,39.732767 28.571429,48.514487 35.714286,56.937770 42.857143,65.002615 50.000000,72.709023 57.142857,80.056992 64.285714,87.046525 67.857143,90.406877 71.428571,93.677620 75.000000,96.858753 78.571429,99.950277 82.142857,102.952191 85.714286,105.864497 89.285714,108.687192 91.071429,110.064937 92.857143,111.420279 96.428571,114.063756 98.214286,115.351891 100.000000,116.617623 103.571429,119.081881 105.357143,120.280407 107.142857,121.456530 110.714286,123.741570 112.500000,124.850486 114.285714,125.937000 117.857143,128.042820 119.642857,129.062127 121.428571,130.059032 125.000000,131.985633 126.785714,132.915331 128.571429,133.822626 130.357143,134.707519 132.142857,135.570009 133.035714,135.992853 133.928571,136.410097 134.821429,136.821740 135.714286,137.227783 137.500000,138.023066 139.285714,138.795947 141.071429,139.546426 141.964286,139.913264 142.857143,140.274502 144.642857,140.980176 146.428571,141.663447 148.214286,142.324317 149.107143,142.646350 150.000000,142.962784 151.785714,143.578848 152.678571,143.878480 153.571429,144.172510 154.464286,144.460941 155.357143,144.743770 156.250000,145.020999 157.142857,145.292628 158.928571,145.819083 159.821429,146.073910 160.714286,146.323136 161.607143,146.566761 162.053571,146.686474 162.500000,146.804786 163.392857,147.037211 163.839286,147.151322 164.285714,147.264034 165.178571,147.485257 166.071429,147.700880 166.517857,147.806591 166.964286,147.910902 167.857143,148.115323 168.750000,148.314144 169.196429,148.411455 169.642857,148.507365 170.535714,148.694984 170.982143,148.786694 171.205357,148.832024 171.428571,148.877003 172.321429,149.053422 173.214286,149.224240 174.107143,149.389457 175.000000,149.549074 175.892857,149.703090 176.339286,149.777998 176.785714,149.851505 177.678571,149.994320 178.125000,150.063628 178.348214,150.097756 178.571429,150.131535 179.464286,150.263149 180.357143,150.389162 181.250000,150.509574 182.142857,150.624386 183.035714,150.733598 183.482143,150.786103 183.928571,150.837209 184.821429,150.935219 185.267857,150.982124 185.491071,151.005051 185.714286,151.027629 186.607143,151.114438 187.053571,151.155742 187.500000,151.195646 187.946429,151.234150 188.392857,151.271254 188.839286,151.306958 189.285714,151.341261 189.732143,151.374165 190.178571,151.405668 190.625000,151.435771 191.071429,151.464474 191.964286,151.517680 192.410714,151.542183 192.633929,151.553909 192.857143,151.565285 193.750000,151.607289 194.196429,151.626191 194.642857,151.643693 195.089286,151.659795 195.535714,151.674496 195.982143,151.687798 196.428571,151.699699 196.875000,151.710200 197.321429,151.719301 197.767857,151.727002 198.214286,151.733303 199.107143,151.741703 199.553571,151.743804 199.776786,151.744329 200.000000,151.744504 200.892857,151.741703 201.339286,151.738203 201.785714,151.733303 202.232143,151.727002 202.678571,151.719301 203.125000,151.710200 203.571429,151.699699 204.017857,151.687798 204.464286,151.674496 204.910714,151.659795 205.357143,151.643693 206.250000,151.607289 206.696429,151.586987 206.919643,151.576311 207.142857,151.565285 208.035714,151.517680 208.482143,151.491777 208.928571,151.464474 209.375000,151.435771 209.821429,151.405668 210.267857,151.374165 210.714286,151.341261 211.160714,151.306958 211.607143,151.271254 212.053571,151.234150 212.500000,151.195646 213.392857,151.114438 213.839286,151.071733 214.062500,151.049856 214.285714,151.027629 215.178571,150.935219 216.071429,150.837209 216.964286,150.733598 217.857143,150.624386 218.750000,150.509574 219.196429,150.450068 219.642857,150.389162 220.535714,150.263149 220.982143,150.198042 221.205357,150.164963 221.428571,150.131535 222.321429,149.994320 223.214286,149.851505 224.107143,149.703090 225.000000,149.549074 225.892857,149.389457 226.339286,149.307548 226.785714,149.224240 227.678571,149.053422 228.125000,148.965913 228.571429,148.877003 229.464286,148.694984 230.357143,148.507365 230.803571,148.411455 231.250000,148.314144 232.142857,148.115323 233.035714,147.910902 233.482143,147.806591 233.928571,147.700880 234.821429,147.485257 235.267857,147.375346 235.714286,147.264034 236.607143,147.037211 237.500000,146.804786 237.946429,146.686474 238.392857,146.566761 239.285714,146.323136 240.178571,146.073910 241.071429,145.819083 241.964286,145.558656 242.857143,145.292628 244.642857,144.743770 245.535714,144.460941 246.428571,144.172510 247.321429,143.878480 248.214286,143.578848 249.107143,143.273616 250.000000,142.962784 251.785714,142.324317 253.571429,141.663447 255.357143,140.980176 256.250000,140.630139 257.142857,140.274502 258.928571,139.546426 260.714286,138.795947 262.500000,138.023066 263.392857,137.628225 264.285714,137.227783 266.071429,136.410097 267.857143,135.570009 269.642857,134.707519 271.428571,133.822626 275.000000,131.985633 276.785714,131.033534 278.571429,130.059032 282.142857,128.042820 283.928571,127.001111 285.714286,125.937000 289.285714,123.741570 291.071429,122.610251 292.857143,121.456530 296.428571,119.081881 298.214286,117.860953 300.000000,116.617623 303.571429,114.063756 305.357143,112.753218 307.142857,111.420279 310.714286,108.687192 314.285714,105.864497 317.857143,102.952191 321.428571,99.950277 325.000000,96.858753 328.571429,93.677620 335.714286,87.046525 342.857143,80.056992 350.000000,72.709023 357.142857,65.002615 364.285714,56.937770 371.428571,48.514487 378.571429,39.732767 385.714286,30.592610 392.857143,21.094014 400.000000,11.236982" style="stroke: rgb(60.000000%, 54.701376%, 24.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="-16.000000,151.744504 416.000000,151.744504" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="0.000000" y="154.411170" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-1.0</mtext></math></foreignObject>
<foreignObject x="100.000000" y="154.411170" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-0.5</mtext></math></foreignObject>
<foreignObject x="300.000000" y="154.411170" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.5</mn></math></foreignObject>
<foreignObject x="400.000000" y="154.411170" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1.0</mn></math></foreignObject>
<polyline points="0.000000,151.744504 0.000000,145.077837" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="100.000000,151.744504 100.000000,145.077837" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="300.000000,151.744504 300.000000,145.077837" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="400.000000,151.744504 400.000000,145.077837" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="20.000000,151.744504 20.000000,147.744504" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="40.000000,151.744504 40.000000,147.744504" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="60.000000,151.744504 60.000000,147.744504" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="80.000000,151.744504 80.000000,147.744504" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="120.000000,151.744504 120.000000,147.744504" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="140.000000,151.744504 140.000000,147.744504" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="160.000000,151.744504 160.000000,147.744504" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="180.000000,151.744504 180.000000,147.744504" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="220.000000,151.744504 220.000000,147.744504" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="240.000000,151.744504 240.000000,147.744504" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="260.000000,151.744504 260.000000,147.744504" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="280.000000,151.744504 280.000000,147.744504" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="320.000000,151.744504 320.000000,147.744504" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="340.000000,151.744504 340.000000,147.744504" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="360.000000,151.744504 360.000000,147.744504" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="380.000000,151.744504 380.000000,147.744504" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="200.000000,260.157867 200.000000,-12.944272" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="197.333333" y="221.998265" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-0.5</mtext></math></foreignObject>
<foreignObject x="197.333333" y="81.490743" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.5</mn></math></foreignObject>
<foreignObject x="197.333333" y="11.236982" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1.0</mn></math></foreignObject>
<polyline points="200.000000,221.998265 206.666667,221.998265" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,81.490743 206.666667,81.490743" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,11.236982 206.666667,11.236982" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,250.099769 204.000000,250.099769" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,236.049017 204.000000,236.049017" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,207.947513 204.000000,207.947513" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,193.896760 204.000000,193.896760" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,179.846008 204.000000,179.846008" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,165.795256 204.000000,165.795256" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,137.693752 204.000000,137.693752" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,123.642999 204.000000,123.642999" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,109.592247 204.000000,109.592247" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,95.541495 204.000000,95.541495" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,67.439990 204.000000,67.439990" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,53.389238 204.000000,53.389238" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,39.338486 204.000000,39.338486" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,25.287734 204.000000,25.287734" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,-2.813771 204.000000,-2.813771" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
            </svg>
        "/></mstyle></math>
p1400
sg15
I2
sass(g1
g2
g1386
I2
tp1401
(dp1402
g6
VDensityPlot[x ^ 2 + 1 / y, {x, -1, 1}, {y, 1, 4}]
p1403
sg8
(lp1404
(dp1405
g11
(lp1406
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="350px" height="350px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-1.666667 -1.666667 353.333333 353.333333">
                <meshgradient data="[[[[0.0, 350.0], [0.941176, 0.906538, 0.834043]], [[0.0, 300.0], [0.8482693982300884, 0.8755561238938052, 0.8756650743362833]], [[50.0, 350.0], [0.7894917522123893, 0.8559553451327434, 0.901997407079646]]], [[[0.0, 300.0], [0.8482693982300884, 0.8755561238938052, 0.8756650743362833]], [[50.0, 350.0], [0.7894917522123893, 0.8559553451327434, 0.901997407079646]], [[50.0, 300.0], [0.6890888938053097, 0.7288360584070797, 0.9123545610619469]]], [[[0.0, 300.0], [0.8482693982300884, 0.8755561238938052, 0.8756650743362833]], [[0.0, 250.0], [0.7982427665078284, 0.858873575221239, 0.8980769605173589]], [[50.0, 300.0], [0.6890888938053097, 0.7288360584070797, 0.9123545610619469]]], [[[0.0, 250.0], [0.7982427665078284, 0.858873575221239, 0.8980769605173589]], [[50.0, 300.0], [0.6890888938053097, 0.7288360584070797, 0.9123545610619469]], [[50.0, 250.0], [0.6333841994554119, 0.6393339326072158, 0.9110847372362152]]], [[[0.0, 250.0], [0.7982427665078284, 0.858873575221239, 0.8980769605173589]], [[0.0, 200.00000000000003], [0.7669761216814159, 0.848446982300885, 0.912084389380531]], [[50.0, 250.0], [0.6333841994554119, 0.6393339326072158, 0.9110847372362152]]], [[[0.0, 200.00000000000003], [0.7669761216814159, 0.848446982300885, 0.912084389380531]], [[50.0, 250.0], [0.6333841994554119, 0.6393339326072158, 0.9110847372362152]], [[50.0, 200.00000000000003], [0.5985687654867258, 0.5833951039823009, 0.9102910973451327]]], [[[0.0, 200.00000000000003], [0.7669761216814159, 0.848446982300885, 0.912084389380531]], [[0.0, 150.0], [0.7436482100605496, 0.8164978765719609, 0.9135982752678156]], [[50.0, 200.00000000000003], [0.5985687654867258, 0.5833951039823009, 0.9102910973451327]]], [[[0.0, 150.0], [0.7436482100605496, 0.8164978765719609, 0.9135982752678156]], [[50.0, 200.00000000000003], [0.5985687654867258, 0.5833951039823009, 0.9102910973451327]], [[50.0, 150.0], [0.5747476790870982, 0.5451211686073589, 0.90974808057755]]], [[[0.0, 150.0], [0.7436482100605496, 0.8164978765719609, 0.9135982752678156]], [[0.0, 100.0], [0.7263237835880934, 0.7886622872083668, 0.9132033539823009]], [[50.0, 150.0], [0.5747476790870982, 0.5451211686073589, 0.90974808057755]]], [[[0.0, 100.0], [0.7263237835880934, 0.7886622872083668, 0.9132033539823009]], [[50.0, 150.0], [0.5747476790870982, 0.5451211686073589, 0.90974808057755]], [[50.0, 100.0], [0.5551193105390185, 0.5124351335478681, 0.8972677208366854]]], [[[0.0, 100.0], [0.7263237835880934, 0.7886622872083668, 0.9132033539823009]], [[0.0, 50.00000000000006], [0.7131572194690265, 0.7675072392920355, 0.9129032138053098]], [[50.0, 100.0], [0.5551193105390185, 0.5124351335478681, 0.8972677208366854]]], [[[0.0, 50.00000000000006], [0.7131572194690265, 0.7675072392920355, 0.9129032138053098]], [[50.0, 100.0], [0.5551193105390185, 0.5124351335478681, 0.8972677208366854]], [[50.0, 50.00000000000006], [0.5372112336283187, 0.4812978683893806, 0.872095748318584]]], [[[0.0, 50.00000000000006], [0.7131572194690265, 0.7675072392920355, 0.9129032138053098]], [[0.0, 0.0], [0.7028120619469027, 0.7508854159292035, 0.9126673893805309]], [[50.0, 50.00000000000006], [0.5372112336283187, 0.4812978683893806, 0.872095748318584]]], [[[0.0, 0.0], [0.7028120619469027, 0.7508854159292035, 0.9126673893805309]], [[50.0, 50.00000000000006], [0.5372112336283187, 0.4812978683893806, 0.872095748318584]], [[50.0, 0.0], [0.5231406017699116, 0.4568328743362832, 0.8523177699115045]]], [[[50.0, 350.0], [0.7894917522123893, 0.8559553451327434, 0.901997407079646]], [[50.0, 300.0], [0.6890888938053097, 0.7288360584070797, 0.9123545610619469]], [[100.0, 350.0], [0.6799401150442478, 0.7141364867256637, 0.9121460088495574]]], [[[50.0, 300.0], [0.6890888938053097, 0.7288360584070797, 0.9123545610619469]], [[100.0, 350.0], [0.6799401150442478, 0.7141364867256637, 0.9121460088495574]], [[100.0, 300.0], [0.5747476790870982, 0.5451211686073589, 0.90974808057755]]], [[[50.0, 300.0], [0.6890888938053097, 0.7288360584070797, 0.9123545610619469]], [[50.0, 250.0], [0.6333841994554119, 0.6393339326072158, 0.9110847372362152]], [[100.0, 300.0], [0.5747476790870982, 0.5451211686073589, 0.90974808057755]]], [[[50.0, 250.0], [0.6333841994554119, 0.6393339326072158, 0.9110847372362152]], [[100.0, 300.0], [0.5747476790870982, 0.5451211686073589, 0.90974808057755]], [[100.0, 250.0], [0.5052854043567053, 0.42578755221238945, 0.8272201259360109]]], [[[50.0, 250.0], [0.6333841994554119, 0.6393339326072158, 0.9110847372362152]], [[50.0, 200.00000000000003], [0.5985687654867258, 0.5833951039823009, 0.9102910973451327]], [[100.0, 250.0], [0.5052854043567053, 0.42578755221238945, 0.8272201259360109]]], [[[50.0, 200.00000000000003], [0.5985687654867258, 0.5833951039823009, 0.9102910973451327]], [[100.0, 250.0], [0.5052854043567053, 0.42578755221238945, 0.8272201259360109]], [[100.0, 200.00000000000003], [0.4579323163716814, 0.34345343761061947, 0.7606596216814159]]], [[[50.0, 200.00000000000003], [0.5985687654867258, 0.5833951039823009, 0.9102910973451327]], [[50.0, 150.0], [0.5747476790870982, 0.5451211686073589, 0.90974808057755]], [[100.0, 200.00000000000003], [0.4579323163716814, 0.34345343761061947, 0.7606596216814159]]], [[[50.0, 150.0], [0.5747476790870982, 0.5451211686073589, 0.90974808057755]], [[100.0, 200.00000000000003], [0.4579323163716814, 0.34345343761061947, 0.7606596216814159]], [[100.0, 150.0], [0.4255328351187704, 0.287119569725198, 0.7151182240335352]]], [[[50.0, 150.0], [0.5747476790870982, 0.5451211686073589, 0.90974808057755]], [[50.0, 100.0], [0.5551193105390185, 0.5124351335478681, 0.8972677208366854]], [[100.0, 150.0], [0.4255328351187704, 0.287119569725198, 0.7151182240335352]]], [[[50.0, 100.0], [0.5551193105390185, 0.5124351335478681, 0.8972677208366854]], [[100.0, 150.0], [0.4255328351187704, 0.287119569725198, 0.7151182240335352]], [[100.0, 100.0], [0.4019695760257442, 0.24614948399034595, 0.6819972075623492]]], [[[50.0, 100.0], [0.5551193105390185, 0.5124351335478681, 0.8972677208366854]], [[50.0, 50.00000000000006], [0.5372112336283187, 0.4812978683893806, 0.872095748318584]], [[100.0, 100.0], [0.4019695760257442, 0.24614948399034595, 0.6819972075623492]]], [[[50.0, 50.00000000000006], [0.5372112336283187, 0.4812978683893806, 0.872095748318584]], [[100.0, 100.0], [0.4019695760257442, 0.24614948399034595, 0.6819972075623492]], [[100.0, 50.00000000000006], [0.3840614991150443, 0.21501221883185845, 0.6568252350442478]]], [[[50.0, 50.00000000000006], [0.5372112336283187, 0.4812978683893806, 0.872095748318584]], [[50.0, 0.0], [0.5231406017699116, 0.4568328743362832, 0.8523177699115045]], [[100.0, 50.00000000000006], [0.3840614991150443, 0.21501221883185845, 0.6568252350442478]]], [[[50.0, 0.0], [0.5231406017699116, 0.4568328743362832, 0.8523177699115045]], [[100.0, 50.00000000000006], [0.3840614991150443, 0.21501221883185845, 0.6568252350442478]], [[100.0, 0.0], [0.3699908672566372, 0.1905472247787611, 0.6370472566371681]]], [[[100.0, 350.0], [0.6799401150442478, 0.7141364867256637, 0.9121460088495574]], [[100.0, 300.0], [0.5747476790870982, 0.5451211686073589, 0.90974808057755]], [[150.0, 350.0], [0.6236399380530974, 0.6236775840707964, 0.910862610619469]]], [[[100.0, 300.0], [0.5747476790870982, 0.5451211686073589, 0.90974808057755]], [[150.0, 350.0], [0.6236399380530974, 0.6236775840707964, 0.910862610619469]], [[150.0, 300.0], [0.5052854043567053, 0.42578755221238945, 0.8272201259360109]]], [[[100.0, 300.0], [0.5747476790870982, 0.5451211686073589, 0.90974808057755]], [[100.0, 250.0], [0.5052854043567053, 0.42578755221238945, 0.8272201259360109]], [[150.0, 300.0], [0.5052854043567053, 0.42578755221238945, 0.8272201259360109]]], [[[100.0, 250.0], [0.5052854043567053, 0.42578755221238945, 0.8272201259360109]], [[150.0, 300.0], [0.5052854043567053, 0.42578755221238945, 0.8272201259360109]], [[150.0, 250.0], [0.4287105371000681, 0.29264472743362835, 0.7195848692988427]]], [[[100.0, 250.0], [0.5052854043567053, 0.42578755221238945, 0.8272201259360109]], [[100.0, 200.00000000000003], [0.4579323163716814, 0.34345343761061947, 0.7606596216814159]], [[150.0, 250.0], [0.4287105371000681, 0.29264472743362835, 0.7195848692988427]]], [[[100.0, 200.00000000000003], [0.4579323163716814, 0.34345343761061947, 0.7606596216814159]], [[150.0, 250.0], [0.4287105371000681, 0.29264472743362835, 0.7195848692988427]], [[150.0, 200.00000000000003], [0.3840614991150443, 0.21501221883185845, 0.6568252350442478]]], [[[100.0, 200.00000000000003], [0.4579323163716814, 0.34345343761061947, 0.7606596216814159]], [[100.0, 150.0], [0.4255328351187704, 0.287119569725198, 0.7151182240335352]], [[150.0, 200.00000000000003], [0.3840614991150443, 0.21501221883185845, 0.6568252350442478]]], [[[100.0, 150.0], [0.4255328351187704, 0.287119569725198, 0.7151182240335352]], [[150.0, 200.00000000000003], [0.3840614991150443, 0.21501221883185845, 0.6568252350442478]], [[150.0, 150.0], [0.34895796786213323, 0.1539767449464369, 0.6074829673963671]]], [[[100.0, 150.0], [0.4255328351187704, 0.287119569725198, 0.7151182240335352]], [[100.0, 100.0], [0.4019695760257442, 0.24614948399034595, 0.6819972075623492]], [[150.0, 150.0], [0.34895796786213323, 0.1539767449464369, 0.6074829673963671]]], [[[100.0, 100.0], [0.4019695760257442, 0.24614948399034595, 0.6819972075623492]], [[150.0, 150.0], [0.34895796786213323, 0.1539767449464369, 0.6074829673963671]], [[150.0, 100.0], [0.32539470876910703, 0.1130066592115849, 0.574361950925181]]], [[[100.0, 100.0], [0.4019695760257442, 0.24614948399034595, 0.6819972075623492]], [[100.0, 50.00000000000006], [0.3840614991150443, 0.21501221883185845, 0.6568252350442478]], [[150.0, 100.0], [0.32539470876910703, 0.1130066592115849, 0.574361950925181]]], [[[100.0, 50.00000000000006], [0.3840614991150443, 0.21501221883185845, 0.6568252350442478]], [[150.0, 100.0], [0.32539470876910703, 0.1130066592115849, 0.574361950925181]], [[150.0, 50.00000000000006], [0.30748663185840713, 0.08186939405309741, 0.5491899784070796]]], [[[100.0, 50.00000000000006], [0.3840614991150443, 0.21501221883185845, 0.6568252350442478]], [[100.0, 0.0], [0.3699908672566372, 0.1905472247787611, 0.6370472566371681]], [[150.0, 50.00000000000006], [0.30748663185840713, 0.08186939405309741, 0.5491899784070796]]], [[[100.0, 0.0], [0.3699908672566372, 0.1905472247787611, 0.6370472566371681]], [[150.0, 50.00000000000006], [0.30748663185840713, 0.08186939405309741, 0.5491899784070796]], [[150.0, 0.0], [0.293416, 0.05740440000000004, 0.529412]]], [[[150.0, 350.0], [0.6236399380530974, 0.6236775840707964, 0.910862610619469]], [[150.0, 300.0], [0.5052854043567053, 0.42578755221238945, 0.8272201259360109]], [[200.0, 350.0], [0.6236399380530974, 0.6236775840707964, 0.910862610619469]]], [[[150.0, 300.0], [0.5052854043567053, 0.42578755221238945, 0.8272201259360109]], [[200.0, 350.0], [0.6236399380530974, 0.6236775840707964, 0.910862610619469]], [[200.0, 300.0], [0.5052854043567053, 0.42578755221238945, 0.8272201259360109]]], [[[150.0, 300.0], [0.5052854043567053, 0.42578755221238945, 0.8272201259360109]], [[150.0, 250.0], [0.4287105371000681, 0.29264472743362835, 0.7195848692988427]], [[200.0, 300.0], [0.5052854043567053, 0.42578755221238945, 0.8272201259360109]]], [[[150.0, 250.0], [0.4287105371000681, 0.29264472743362835, 0.7195848692988427]], [[200.0, 300.0], [0.5052854043567053, 0.42578755221238945, 0.8272201259360109]], [[200.0, 250.0], [0.4287105371000681, 0.29264472743362835, 0.7195848692988427]]], [[[150.0, 250.0], [0.4287105371000681, 0.29264472743362835, 0.7195848692988427]], [[150.0, 200.00000000000003], [0.3840614991150443, 0.21501221883185845, 0.6568252350442478]], [[200.0, 250.0], [0.4287105371000681, 0.29264472743362835, 0.7195848692988427]]], [[[150.0, 200.00000000000003], [0.3840614991150443, 0.21501221883185845, 0.6568252350442478]], [[200.0, 250.0], [0.4287105371000681, 0.29264472743362835, 0.7195848692988427]], [[200.0, 200.00000000000003], [0.3840614991150443, 0.21501221883185845, 0.6568252350442478]]], [[[150.0, 200.00000000000003], [0.3840614991150443, 0.21501221883185845, 0.6568252350442478]], [[150.0, 150.0], [0.34895796786213323, 0.1539767449464369, 0.6074829673963671]], [[200.0, 200.00000000000003], [0.3840614991150443, 0.21501221883185845, 0.6568252350442478]]], [[[150.0, 150.0], [0.34895796786213323, 0.1539767449464369, 0.6074829673963671]], [[200.0, 200.00000000000003], [0.3840614991150443, 0.21501221883185845, 0.6568252350442478]], [[200.0, 150.0], [0.34895796786213323, 0.1539767449464369, 0.6074829673963671]]], [[[150.0, 150.0], [0.34895796786213323, 0.1539767449464369, 0.6074829673963671]], [[150.0, 100.0], [0.32539470876910703, 0.1130066592115849, 0.574361950925181]], [[200.0, 150.0], [0.34895796786213323, 0.1539767449464369, 0.6074829673963671]]], [[[150.0, 100.0], [0.32539470876910703, 0.1130066592115849, 0.574361950925181]], [[200.0, 150.0], [0.34895796786213323, 0.1539767449464369, 0.6074829673963671]], [[200.0, 100.0], [0.32539470876910703, 0.1130066592115849, 0.574361950925181]]], [[[150.0, 100.0], [0.32539470876910703, 0.1130066592115849, 0.574361950925181]], [[150.0, 50.00000000000006], [0.30748663185840713, 0.08186939405309741, 0.5491899784070796]], [[200.0, 100.0], [0.32539470876910703, 0.1130066592115849, 0.574361950925181]]], [[[150.0, 50.00000000000006], [0.30748663185840713, 0.08186939405309741, 0.5491899784070796]], [[200.0, 100.0], [0.32539470876910703, 0.1130066592115849, 0.574361950925181]], [[200.0, 50.00000000000006], [0.30748663185840713, 0.08186939405309741, 0.5491899784070796]]], [[[150.0, 50.00000000000006], [0.30748663185840713, 0.08186939405309741, 0.5491899784070796]], [[150.0, 0.0], [0.293416, 0.05740440000000004, 0.529412]], [[200.0, 50.00000000000006], [0.30748663185840713, 0.08186939405309741, 0.5491899784070796]]], [[[150.0, 0.0], [0.293416, 0.05740440000000004, 0.529412]], [[200.0, 50.00000000000006], [0.30748663185840713, 0.08186939405309741, 0.5491899784070796]], [[200.0, 0.0], [0.293416, 0.05740440000000004, 0.529412]]], [[[200.0, 350.0], [0.6236399380530974, 0.6236775840707964, 0.910862610619469]], [[250.0, 350.0], [0.6799401150442478, 0.7141364867256637, 0.9121460088495574]], [[250.0, 300.0], [0.5747476790870982, 0.5451211686073589, 0.90974808057755]]], [[[200.0, 350.0], [0.6236399380530974, 0.6236775840707964, 0.910862610619469]], [[200.0, 300.0], [0.5052854043567053, 0.42578755221238945, 0.8272201259360109]], [[250.0, 300.0], [0.5747476790870982, 0.5451211686073589, 0.90974808057755]]], [[[200.0, 300.0], [0.5052854043567053, 0.42578755221238945, 0.8272201259360109]], [[250.0, 300.0], [0.5747476790870982, 0.5451211686073589, 0.90974808057755]], [[250.0, 250.0], [0.5052854043567053, 0.42578755221238945, 0.8272201259360109]]], [[[200.0, 300.0], [0.5052854043567053, 0.42578755221238945, 0.8272201259360109]], [[200.0, 250.0], [0.4287105371000681, 0.29264472743362835, 0.7195848692988427]], [[250.0, 250.0], [0.5052854043567053, 0.42578755221238945, 0.8272201259360109]]], [[[200.0, 250.0], [0.4287105371000681, 0.29264472743362835, 0.7195848692988427]], [[250.0, 250.0], [0.5052854043567053, 0.42578755221238945, 0.8272201259360109]], [[250.0, 200.00000000000003], [0.4579323163716814, 0.34345343761061947, 0.7606596216814159]]], [[[200.0, 250.0], [0.4287105371000681, 0.29264472743362835, 0.7195848692988427]], [[200.0, 200.00000000000003], [0.3840614991150443, 0.21501221883185845, 0.6568252350442478]], [[250.0, 200.00000000000003], [0.4579323163716814, 0.34345343761061947, 0.7606596216814159]]], [[[200.0, 200.00000000000003], [0.3840614991150443, 0.21501221883185845, 0.6568252350442478]], [[250.0, 200.00000000000003], [0.4579323163716814, 0.34345343761061947, 0.7606596216814159]], [[250.0, 150.0], [0.4255328351187704, 0.287119569725198, 0.7151182240335352]]], [[[200.0, 200.00000000000003], [0.3840614991150443, 0.21501221883185845, 0.6568252350442478]], [[200.0, 150.0], [0.34895796786213323, 0.1539767449464369, 0.6074829673963671]], [[250.0, 150.0], [0.4255328351187704, 0.287119569725198, 0.7151182240335352]]], [[[200.0, 150.0], [0.34895796786213323, 0.1539767449464369, 0.6074829673963671]], [[250.0, 150.0], [0.4255328351187704, 0.287119569725198, 0.7151182240335352]], [[250.0, 100.0], [0.4019695760257442, 0.24614948399034595, 0.6819972075623492]]], [[[200.0, 150.0], [0.34895796786213323, 0.1539767449464369, 0.6074829673963671]], [[200.0, 100.0], [0.32539470876910703, 0.1130066592115849, 0.574361950925181]], [[250.0, 100.0], [0.4019695760257442, 0.24614948399034595, 0.6819972075623492]]], [[[200.0, 100.0], [0.32539470876910703, 0.1130066592115849, 0.574361950925181]], [[250.0, 100.0], [0.4019695760257442, 0.24614948399034595, 0.6819972075623492]], [[250.0, 50.00000000000006], [0.3840614991150443, 0.21501221883185845, 0.6568252350442478]]], [[[200.0, 100.0], [0.32539470876910703, 0.1130066592115849, 0.574361950925181]], [[200.0, 50.00000000000006], [0.30748663185840713, 0.08186939405309741, 0.5491899784070796]], [[250.0, 50.00000000000006], [0.3840614991150443, 0.21501221883185845, 0.6568252350442478]]], [[[200.0, 50.00000000000006], [0.30748663185840713, 0.08186939405309741, 0.5491899784070796]], [[250.0, 50.00000000000006], [0.3840614991150443, 0.21501221883185845, 0.6568252350442478]], [[250.0, 0.0], [0.3699908672566372, 0.1905472247787611, 0.6370472566371681]]], [[[200.0, 50.00000000000006], [0.30748663185840713, 0.08186939405309741, 0.5491899784070796]], [[200.0, 0.0], [0.293416, 0.05740440000000004, 0.529412]], [[250.0, 0.0], [0.3699908672566372, 0.1905472247787611, 0.6370472566371681]]], [[[250.0, 350.0], [0.6799401150442478, 0.7141364867256637, 0.9121460088495574]], [[300.0, 350.0], [0.7894917522123893, 0.8559553451327434, 0.901997407079646]], [[300.0, 300.0], [0.6890888938053097, 0.7288360584070797, 0.9123545610619469]]], [[[250.0, 350.0], [0.6799401150442478, 0.7141364867256637, 0.9121460088495574]], [[250.0, 300.0], [0.5747476790870982, 0.5451211686073589, 0.90974808057755]], [[300.0, 300.0], [0.6890888938053097, 0.7288360584070797, 0.9123545610619469]]], [[[250.0, 300.0], [0.5747476790870982, 0.5451211686073589, 0.90974808057755]], [[300.0, 300.0], [0.6890888938053097, 0.7288360584070797, 0.9123545610619469]], [[300.0, 250.0], [0.6333841994554119, 0.6393339326072158, 0.9110847372362152]]], [[[250.0, 300.0], [0.5747476790870982, 0.5451211686073589, 0.90974808057755]], [[250.0, 250.0], [0.5052854043567053, 0.42578755221238945, 0.8272201259360109]], [[300.0, 250.0], [0.6333841994554119, 0.6393339326072158, 0.9110847372362152]]], [[[250.0, 250.0], [0.5052854043567053, 0.42578755221238945, 0.8272201259360109]], [[300.0, 250.0], [0.6333841994554119, 0.6393339326072158, 0.9110847372362152]], [[300.0, 200.00000000000003], [0.5985687654867258, 0.5833951039823009, 0.9102910973451327]]], [[[250.0, 250.0], [0.5052854043567053, 0.42578755221238945, 0.8272201259360109]], [[250.0, 200.00000000000003], [0.4579323163716814, 0.34345343761061947, 0.7606596216814159]], [[300.0, 200.00000000000003], [0.5985687654867258, 0.5833951039823009, 0.9102910973451327]]], [[[250.0, 200.00000000000003], [0.4579323163716814, 0.34345343761061947, 0.7606596216814159]], [[300.0, 200.00000000000003], [0.5985687654867258, 0.5833951039823009, 0.9102910973451327]], [[300.0, 150.0], [0.5747476790870982, 0.5451211686073589, 0.90974808057755]]], [[[250.0, 200.00000000000003], [0.4579323163716814, 0.34345343761061947, 0.7606596216814159]], [[250.0, 150.0], [0.4255328351187704, 0.287119569725198, 0.7151182240335352]], [[300.0, 150.0], [0.5747476790870982, 0.5451211686073589, 0.90974808057755]]], [[[250.0, 150.0], [0.4255328351187704, 0.287119569725198, 0.7151182240335352]], [[300.0, 150.0], [0.5747476790870982, 0.5451211686073589, 0.90974808057755]], [[300.0, 100.0], [0.5551193105390185, 0.5124351335478681, 0.8972677208366854]]], [[[250.0, 150.0], [0.4255328351187704, 0.287119569725198, 0.7151182240335352]], [[250.0, 100.0], [0.4019695760257442, 0.24614948399034595, 0.6819972075623492]], [[300.0, 100.0], [0.5551193105390185, 0.5124351335478681, 0.8972677208366854]]], [[[250.0, 100.0], [0.4019695760257442, 0.24614948399034595, 0.6819972075623492]], [[300.0, 100.0], [0.5551193105390185, 0.5124351335478681, 0.8972677208366854]], [[300.0, 50.00000000000006], [0.5372112336283187, 0.4812978683893806, 0.872095748318584]]], [[[250.0, 100.0], [0.4019695760257442, 0.24614948399034595, 0.6819972075623492]], [[250.0, 50.00000000000006], [0.3840614991150443, 0.21501221883185845, 0.6568252350442478]], [[300.0, 50.00000000000006], [0.5372112336283187, 0.4812978683893806, 0.872095748318584]]], [[[250.0, 50.00000000000006], [0.3840614991150443, 0.21501221883185845, 0.6568252350442478]], [[300.0, 50.00000000000006], [0.5372112336283187, 0.4812978683893806, 0.872095748318584]], [[300.0, 0.0], [0.5231406017699116, 0.4568328743362832, 0.8523177699115045]]], [[[250.0, 50.00000000000006], [0.3840614991150443, 0.21501221883185845, 0.6568252350442478]], [[250.0, 0.0], [0.3699908672566372, 0.1905472247787611, 0.6370472566371681]], [[300.0, 0.0], [0.5231406017699116, 0.4568328743362832, 0.8523177699115045]]], [[[300.0, 350.0], [0.7894917522123893, 0.8559553451327434, 0.901997407079646]], [[350.0, 350.0], [0.941176, 0.906538, 0.834043]], [[350.0, 300.0], [0.8482693982300884, 0.8755561238938052, 0.8756650743362833]]], [[[300.0, 350.0], [0.7894917522123893, 0.8559553451327434, 0.901997407079646]], [[300.0, 300.0], [0.6890888938053097, 0.7288360584070797, 0.9123545610619469]], [[350.0, 300.0], [0.8482693982300884, 0.8755561238938052, 0.8756650743362833]]], [[[300.0, 300.0], [0.6890888938053097, 0.7288360584070797, 0.9123545610619469]], [[350.0, 300.0], [0.8482693982300884, 0.8755561238938052, 0.8756650743362833]], [[350.0, 250.0], [0.7982427665078284, 0.858873575221239, 0.8980769605173589]]], [[[300.0, 300.0], [0.6890888938053097, 0.7288360584070797, 0.9123545610619469]], [[300.0, 250.0], [0.6333841994554119, 0.6393339326072158, 0.9110847372362152]], [[350.0, 250.0], [0.7982427665078284, 0.858873575221239, 0.8980769605173589]]], [[[300.0, 250.0], [0.6333841994554119, 0.6393339326072158, 0.9110847372362152]], [[350.0, 250.0], [0.7982427665078284, 0.858873575221239, 0.8980769605173589]], [[350.0, 200.00000000000003], [0.7669761216814159, 0.848446982300885, 0.912084389380531]]], [[[300.0, 250.0], [0.6333841994554119, 0.6393339326072158, 0.9110847372362152]], [[300.0, 200.00000000000003], [0.5985687654867258, 0.5833951039823009, 0.9102910973451327]], [[350.0, 200.00000000000003], [0.7669761216814159, 0.848446982300885, 0.912084389380531]]], [[[300.0, 200.00000000000003], [0.5985687654867258, 0.5833951039823009, 0.9102910973451327]], [[350.0, 200.00000000000003], [0.7669761216814159, 0.848446982300885, 0.912084389380531]], [[350.0, 150.0], [0.7436482100605496, 0.8164978765719609, 0.9135982752678156]]], [[[300.0, 200.00000000000003], [0.5985687654867258, 0.5833951039823009, 0.9102910973451327]], [[300.0, 150.0], [0.5747476790870982, 0.5451211686073589, 0.90974808057755]], [[350.0, 150.0], [0.7436482100605496, 0.8164978765719609, 0.9135982752678156]]], [[[300.0, 150.0], [0.5747476790870982, 0.5451211686073589, 0.90974808057755]], [[350.0, 150.0], [0.7436482100605496, 0.8164978765719609, 0.9135982752678156]], [[350.0, 100.0], [0.7263237835880934, 0.7886622872083668, 0.9132033539823009]]], [[[300.0, 150.0], [0.5747476790870982, 0.5451211686073589, 0.90974808057755]], [[300.0, 100.0], [0.5551193105390185, 0.5124351335478681, 0.8972677208366854]], [[350.0, 100.0], [0.7263237835880934, 0.7886622872083668, 0.9132033539823009]]], [[[300.0, 100.0], [0.5551193105390185, 0.5124351335478681, 0.8972677208366854]], [[350.0, 100.0], [0.7263237835880934, 0.7886622872083668, 0.9132033539823009]], [[350.0, 50.00000000000006], [0.7131572194690265, 0.7675072392920355, 0.9129032138053098]]], [[[300.0, 100.0], [0.5551193105390185, 0.5124351335478681, 0.8972677208366854]], [[300.0, 50.00000000000006], [0.5372112336283187, 0.4812978683893806, 0.872095748318584]], [[350.0, 50.00000000000006], [0.7131572194690265, 0.7675072392920355, 0.9129032138053098]]], [[[300.0, 50.00000000000006], [0.5372112336283187, 0.4812978683893806, 0.872095748318584]], [[350.0, 50.00000000000006], [0.7131572194690265, 0.7675072392920355, 0.9129032138053098]], [[350.0, 0.0], [0.7028120619469027, 0.7508854159292035, 0.9126673893805309]]], [[[300.0, 50.00000000000006], [0.5372112336283187, 0.4812978683893806, 0.872095748318584]], [[300.0, 0.0], [0.5231406017699116, 0.4568328743362832, 0.8523177699115045]], [[350.0, 0.0], [0.7028120619469027, 0.7508854159292035, 0.9126673893805309]]]]" /><polygon points="0.000000,350.000000 0.000000,300.000000 50.000000,350.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,300.000000 50.000000,350.000000 50.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,300.000000 0.000000,250.000000 50.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,250.000000 50.000000,300.000000 50.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,250.000000 0.000000,200.000000 50.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,200.000000 50.000000,250.000000 50.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,200.000000 0.000000,150.000000 50.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,150.000000 50.000000,200.000000 50.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,150.000000 0.000000,100.000000 50.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,100.000000 50.000000,150.000000 50.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,100.000000 0.000000,50.000000 50.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,50.000000 50.000000,100.000000 50.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,50.000000 0.000000,0.000000 50.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,0.000000 50.000000,50.000000 50.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,350.000000 50.000000,300.000000 100.000000,350.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,300.000000 100.000000,350.000000 100.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,300.000000 50.000000,250.000000 100.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,250.000000 100.000000,300.000000 100.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,250.000000 50.000000,200.000000 100.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,200.000000 100.000000,250.000000 100.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,200.000000 50.000000,150.000000 100.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,150.000000 100.000000,200.000000 100.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,150.000000 50.000000,100.000000 100.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,100.000000 100.000000,150.000000 100.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,100.000000 50.000000,50.000000 100.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,50.000000 100.000000,100.000000 100.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,50.000000 50.000000,0.000000 100.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,0.000000 100.000000,50.000000 100.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,350.000000 100.000000,300.000000 150.000000,350.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,300.000000 150.000000,350.000000 150.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,300.000000 100.000000,250.000000 150.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,250.000000 150.000000,300.000000 150.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,250.000000 100.000000,200.000000 150.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,200.000000 150.000000,250.000000 150.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,200.000000 100.000000,150.000000 150.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,150.000000 150.000000,200.000000 150.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,150.000000 100.000000,100.000000 150.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,100.000000 150.000000,150.000000 150.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,100.000000 100.000000,50.000000 150.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,50.000000 150.000000,100.000000 150.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,50.000000 100.000000,0.000000 150.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,0.000000 150.000000,50.000000 150.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,350.000000 150.000000,300.000000 200.000000,350.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,300.000000 200.000000,350.000000 200.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,300.000000 150.000000,250.000000 200.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,250.000000 200.000000,300.000000 200.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,250.000000 150.000000,200.000000 200.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,200.000000 200.000000,250.000000 200.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,200.000000 150.000000,150.000000 200.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,150.000000 200.000000,200.000000 200.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,150.000000 150.000000,100.000000 200.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,100.000000 200.000000,150.000000 200.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,100.000000 150.000000,50.000000 200.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,50.000000 200.000000,100.000000 200.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,50.000000 150.000000,0.000000 200.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,0.000000 200.000000,50.000000 200.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,350.000000 250.000000,350.000000 250.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,350.000000 200.000000,300.000000 250.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,300.000000 250.000000,300.000000 250.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,300.000000 200.000000,250.000000 250.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,250.000000 250.000000,250.000000 250.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,250.000000 200.000000,200.000000 250.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,200.000000 250.000000,200.000000 250.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,200.000000 200.000000,150.000000 250.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,150.000000 250.000000,150.000000 250.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,150.000000 200.000000,100.000000 250.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,100.000000 250.000000,100.000000 250.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,100.000000 200.000000,50.000000 250.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,50.000000 250.000000,50.000000 250.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,50.000000 200.000000,0.000000 250.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,350.000000 300.000000,350.000000 300.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,350.000000 250.000000,300.000000 300.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,300.000000 300.000000,300.000000 300.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,300.000000 250.000000,250.000000 300.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,250.000000 300.000000,250.000000 300.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,250.000000 250.000000,200.000000 300.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,200.000000 300.000000,200.000000 300.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,200.000000 250.000000,150.000000 300.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,150.000000 300.000000,150.000000 300.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,150.000000 250.000000,100.000000 300.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,100.000000 300.000000,100.000000 300.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,100.000000 250.000000,50.000000 300.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,50.000000 300.000000,50.000000 300.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,50.000000 250.000000,0.000000 300.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,350.000000 350.000000,350.000000 350.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,350.000000 300.000000,300.000000 350.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,300.000000 350.000000,300.000000 350.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,300.000000 300.000000,250.000000 350.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,250.000000 350.000000,250.000000 350.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,250.000000 300.000000,200.000000 350.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,200.000000 350.000000,200.000000 350.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,200.000000 300.000000,150.000000 350.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,150.000000 350.000000,150.000000 350.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,150.000000 300.000000,100.000000 350.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,100.000000 350.000000,100.000000 350.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,100.000000 300.000000,50.000000 350.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,50.000000 350.000000,50.000000 350.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,50.000000 300.000000,0.000000 350.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" />
            </svg>
        "/></mstyle></math>
p1407
sg15
I3
sass(g1
g2
g1386
I3
tp1408
(dp1409
g6
VDensityPlot[x ^ 2 + 1 / y, {x, -1, 1}, {y, 1, 4}, ColorFunction -> (Blend[{Red, Green, Blue}, #]&)]
p1410
sg8
(lp1411
(dp1412
g11
(lp1413
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="350px" height="350px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-1.666667 -1.666667 353.333333 353.333333">
                <meshgradient data="[[[[0.0, 350.0], [0.0, 0.0, 1.0]], [[0.0, 300.0], [0.0, 0.0, 1.0]], [[50.0, 350.0], [0.0, 0.0, 1.0]]], [[[0.0, 300.0], [0.0, 0.0, 1.0]], [[50.0, 350.0], [0.0, 0.0, 1.0]], [[50.0, 300.0], [0.0, 0.0, 1.0]]], [[[0.0, 300.0], [0.0, 0.0, 1.0]], [[0.0, 250.0], [0.0, 0.0, 1.0]], [[50.0, 300.0], [0.0, 0.0, 1.0]]], [[[0.0, 250.0], [0.0, 0.0, 1.0]], [[50.0, 300.0], [0.0, 0.0, 1.0]], [[50.0, 250.0], [0.0, 0.0, 1.0]]], [[[0.0, 250.0], [0.0, 0.0, 1.0]], [[0.0, 200.00000000000003], [0.0, 0.0, 1.0]], [[50.0, 250.0], [0.0, 0.0, 1.0]]], [[[0.0, 200.00000000000003], [0.0, 0.0, 1.0]], [[50.0, 250.0], [0.0, 0.0, 1.0]], [[50.0, 200.00000000000003], [0.0, 0.10459183673469385, 0.8954081632653061]]], [[[0.0, 200.00000000000003], [0.0, 0.0, 1.0]], [[0.0, 150.0], [0.0, 0.0, 1.0]], [[50.0, 200.00000000000003], [0.0, 0.10459183673469385, 0.8954081632653061]]], [[[0.0, 150.0], [0.0, 0.0, 1.0]], [[50.0, 200.00000000000003], [0.0, 0.10459183673469385, 0.8954081632653061]], [[50.0, 150.0], [0.0, 0.2427497314715361, 0.7572502685284639]]], [[[0.0, 150.0], [0.0, 0.0, 1.0]], [[0.0, 100.0], [0.0, 0.0, 1.0]], [[50.0, 150.0], [0.0, 0.2427497314715361, 0.7572502685284639]]], [[[0.0, 100.0], [0.0, 0.0, 1.0]], [[50.0, 150.0], [0.0, 0.2427497314715361, 0.7572502685284639]], [[50.0, 100.0], [0.0, 0.3432282003710574, 0.6567717996289426]]], [[[0.0, 100.0], [0.0, 0.0, 1.0]], [[0.0, 50.00000000000006], [0.0, 0.0, 1.0]], [[50.0, 100.0], [0.0, 0.3432282003710574, 0.6567717996289426]]], [[[0.0, 50.00000000000006], [0.0, 0.0, 1.0]], [[50.0, 100.0], [0.0, 0.3432282003710574, 0.6567717996289426]], [[50.0, 50.00000000000006], [0.0, 0.4195918367346938, 0.5804081632653062]]], [[[0.0, 50.00000000000006], [0.0, 0.0, 1.0]], [[0.0, 0.0], [0.0, 0.0, 1.0]], [[50.0, 50.00000000000006], [0.0, 0.4195918367346938, 0.5804081632653062]]], [[[0.0, 0.0], [0.0, 0.0, 1.0]], [[50.0, 50.00000000000006], [0.0, 0.4195918367346938, 0.5804081632653062]], [[50.0, 0.0], [0.0, 0.47959183673469385, 0.5204081632653061]]], [[[50.0, 350.0], [0.0, 0.0, 1.0]], [[50.0, 300.0], [0.0, 0.0, 1.0]], [[100.0, 350.0], [0.0, 0.0, 1.0]]], [[[50.0, 300.0], [0.0, 0.0, 1.0]], [[100.0, 350.0], [0.0, 0.0, 1.0]], [[100.0, 300.0], [0.0, 0.2427497314715361, 0.7572502685284639]]], [[[50.0, 300.0], [0.0, 0.0, 1.0]], [[50.0, 250.0], [0.0, 0.0, 1.0]], [[100.0, 300.0], [0.0, 0.2427497314715361, 0.7572502685284639]]], [[[50.0, 250.0], [0.0, 0.0, 1.0]], [[100.0, 300.0], [0.0, 0.2427497314715361, 0.7572502685284639]], [[100.0, 250.0], [0.0, 0.5557299843014127, 0.44427001569858726]]], [[[50.0, 250.0], [0.0, 0.0, 1.0]], [[50.0, 200.00000000000003], [0.0, 0.10459183673469385, 0.8954081632653061]], [[100.0, 250.0], [0.0, 0.5557299843014127, 0.44427001569858726]]], [[[50.0, 200.00000000000003], [0.0, 0.10459183673469385, 0.8954081632653061]], [[100.0, 250.0], [0.0, 0.5557299843014127, 0.44427001569858726]], [[100.0, 200.00000000000003], [0.0, 0.7576530612244898, 0.24234693877551017]]], [[[50.0, 200.00000000000003], [0.0, 0.10459183673469385, 0.8954081632653061]], [[50.0, 150.0], [0.0, 0.2427497314715361, 0.7572502685284639]], [[100.0, 200.00000000000003], [0.0, 0.7576530612244898, 0.24234693877551017]]], [[[50.0, 150.0], [0.0, 0.2427497314715361, 0.7572502685284639]], [[100.0, 200.00000000000003], [0.0, 0.7576530612244898, 0.24234693877551017]], [[100.0, 150.0], [0.0, 0.8958109559613319, 0.10418904403866813]]], [[[50.0, 150.0], [0.0, 0.2427497314715361, 0.7572502685284639]], [[50.0, 100.0], [0.0, 0.3432282003710574, 0.6567717996289426]], [[100.0, 150.0], [0.0, 0.8958109559613319, 0.10418904403866813]]], [[[50.0, 100.0], [0.0, 0.3432282003710574, 0.6567717996289426]], [[100.0, 150.0], [0.0, 0.8958109559613319, 0.10418904403866813]], [[100.0, 100.0], [0.0, 0.9962894248608534, 0.0037105751391466324]]], [[[50.0, 100.0], [0.0, 0.3432282003710574, 0.6567717996289426]], [[50.0, 50.00000000000006], [0.0, 0.4195918367346938, 0.5804081632653062]], [[100.0, 100.0], [0.0, 0.9962894248608534, 0.0037105751391466324]]], [[[50.0, 50.00000000000006], [0.0, 0.4195918367346938, 0.5804081632653062]], [[100.0, 100.0], [0.0, 0.9962894248608534, 0.0037105751391466324]], [[100.0, 50.00000000000006], [0.07265306122448967, 0.9273469387755103, 0.0]]], [[[50.0, 50.00000000000006], [0.0, 0.4195918367346938, 0.5804081632653062]], [[50.0, 0.0], [0.0, 0.47959183673469385, 0.5204081632653061]], [[100.0, 50.00000000000006], [0.07265306122448967, 0.9273469387755103, 0.0]]], [[[50.0, 0.0], [0.0, 0.47959183673469385, 0.5204081632653061]], [[100.0, 50.00000000000006], [0.07265306122448967, 0.9273469387755103, 0.0]], [[100.0, 0.0], [0.13265306122448972, 0.8673469387755103, 0.0]]], [[[100.0, 350.0], [0.0, 0.0, 1.0]], [[100.0, 300.0], [0.0, 0.2427497314715361, 0.7572502685284639]], [[150.0, 350.0], [0.0, 0.0, 1.0]]], [[[100.0, 300.0], [0.0, 0.2427497314715361, 0.7572502685284639]], [[150.0, 350.0], [0.0, 0.0, 1.0]], [[150.0, 300.0], [0.0, 0.5557299843014127, 0.44427001569858726]]], [[[100.0, 300.0], [0.0, 0.2427497314715361, 0.7572502685284639]], [[100.0, 250.0], [0.0, 0.5557299843014127, 0.44427001569858726]], [[150.0, 300.0], [0.0, 0.5557299843014127, 0.44427001569858726]]], [[[100.0, 250.0], [0.0, 0.5557299843014127, 0.44427001569858726]], [[150.0, 300.0], [0.0, 0.5557299843014127, 0.44427001569858726]], [[150.0, 250.0], [0.0, 0.8822605965463108, 0.11773940345368916]]], [[[100.0, 250.0], [0.0, 0.5557299843014127, 0.44427001569858726]], [[100.0, 200.00000000000003], [0.0, 0.7576530612244898, 0.24234693877551017]], [[150.0, 250.0], [0.0, 0.8822605965463108, 0.11773940345368916]]], [[[100.0, 200.00000000000003], [0.0, 0.7576530612244898, 0.24234693877551017]], [[150.0, 250.0], [0.0, 0.8822605965463108, 0.11773940345368916]], [[150.0, 200.00000000000003], [0.07265306122448967, 0.9273469387755103, 0.0]]], [[[100.0, 200.00000000000003], [0.0, 0.7576530612244898, 0.24234693877551017]], [[100.0, 150.0], [0.0, 0.8958109559613319, 0.10418904403866813]], [[150.0, 200.00000000000003], [0.07265306122448967, 0.9273469387755103, 0.0]]], [[[100.0, 150.0], [0.0, 0.8958109559613319, 0.10418904403866813]], [[150.0, 200.00000000000003], [0.07265306122448967, 0.9273469387755103, 0.0]], [[150.0, 150.0], [0.22234156820622986, 0.7776584317937701, 0.0]]], [[[100.0, 150.0], [0.0, 0.8958109559613319, 0.10418904403866813]], [[100.0, 100.0], [0.0, 0.9962894248608534, 0.0037105751391466324]], [[150.0, 150.0], [0.22234156820622986, 0.7776584317937701, 0.0]]], [[[100.0, 100.0], [0.0, 0.9962894248608534, 0.0037105751391466324]], [[150.0, 150.0], [0.22234156820622986, 0.7776584317937701, 0.0]], [[150.0, 100.0], [0.32282003710575136, 0.6771799628942486, 0.0]]], [[[100.0, 100.0], [0.0, 0.9962894248608534, 0.0037105751391466324]], [[100.0, 50.00000000000006], [0.07265306122448967, 0.9273469387755103, 0.0]], [[150.0, 100.0], [0.32282003710575136, 0.6771799628942486, 0.0]]], [[[100.0, 50.00000000000006], [0.07265306122448967, 0.9273469387755103, 0.0]], [[150.0, 100.0], [0.32282003710575136, 0.6771799628942486, 0.0]], [[150.0, 50.00000000000006], [0.39918367346938766, 0.6008163265306123, 0.0]]], [[[100.0, 50.00000000000006], [0.07265306122448967, 0.9273469387755103, 0.0]], [[100.0, 0.0], [0.13265306122448972, 0.8673469387755103, 0.0]], [[150.0, 50.00000000000006], [0.39918367346938766, 0.6008163265306123, 0.0]]], [[[100.0, 0.0], [0.13265306122448972, 0.8673469387755103, 0.0]], [[150.0, 50.00000000000006], [0.39918367346938766, 0.6008163265306123, 0.0]], [[150.0, 0.0], [0.4591836734693877, 0.5408163265306123, 0.0]]], [[[150.0, 350.0], [0.0, 0.0, 1.0]], [[150.0, 300.0], [0.0, 0.5557299843014127, 0.44427001569858726]], [[200.0, 350.0], [0.0, 0.0, 1.0]]], [[[150.0, 300.0], [0.0, 0.5557299843014127, 0.44427001569858726]], [[200.0, 350.0], [0.0, 0.0, 1.0]], [[200.0, 300.0], [0.0, 0.5557299843014127, 0.44427001569858726]]], [[[150.0, 300.0], [0.0, 0.5557299843014127, 0.44427001569858726]], [[150.0, 250.0], [0.0, 0.8822605965463108, 0.11773940345368916]], [[200.0, 300.0], [0.0, 0.5557299843014127, 0.44427001569858726]]], [[[150.0, 250.0], [0.0, 0.8822605965463108, 0.11773940345368916]], [[200.0, 300.0], [0.0, 0.5557299843014127, 0.44427001569858726]], [[200.0, 250.0], [0.0, 0.8822605965463108, 0.11773940345368916]]], [[[150.0, 250.0], [0.0, 0.8822605965463108, 0.11773940345368916]], [[150.0, 200.00000000000003], [0.07265306122448967, 0.9273469387755103, 0.0]], [[200.0, 250.0], [0.0, 0.8822605965463108, 0.11773940345368916]]], [[[150.0, 200.00000000000003], [0.07265306122448967, 0.9273469387755103, 0.0]], [[200.0, 250.0], [0.0, 0.8822605965463108, 0.11773940345368916]], [[200.0, 200.00000000000003], [0.07265306122448967, 0.9273469387755103, 0.0]]], [[[150.0, 200.00000000000003], [0.07265306122448967, 0.9273469387755103, 0.0]], [[150.0, 150.0], [0.22234156820622986, 0.7776584317937701, 0.0]], [[200.0, 200.00000000000003], [0.07265306122448967, 0.9273469387755103, 0.0]]], [[[150.0, 150.0], [0.22234156820622986, 0.7776584317937701, 0.0]], [[200.0, 200.00000000000003], [0.07265306122448967, 0.9273469387755103, 0.0]], [[200.0, 150.0], [0.22234156820622986, 0.7776584317937701, 0.0]]], [[[150.0, 150.0], [0.22234156820622986, 0.7776584317937701, 0.0]], [[150.0, 100.0], [0.32282003710575136, 0.6771799628942486, 0.0]], [[200.0, 150.0], [0.22234156820622986, 0.7776584317937701, 0.0]]], [[[150.0, 100.0], [0.32282003710575136, 0.6771799628942486, 0.0]], [[200.0, 150.0], [0.22234156820622986, 0.7776584317937701, 0.0]], [[200.0, 100.0], [0.32282003710575136, 0.6771799628942486, 0.0]]], [[[150.0, 100.0], [0.32282003710575136, 0.6771799628942486, 0.0]], [[150.0, 50.00000000000006], [0.39918367346938766, 0.6008163265306123, 0.0]], [[200.0, 100.0], [0.32282003710575136, 0.6771799628942486, 0.0]]], [[[150.0, 50.00000000000006], [0.39918367346938766, 0.6008163265306123, 0.0]], [[200.0, 100.0], [0.32282003710575136, 0.6771799628942486, 0.0]], [[200.0, 50.00000000000006], [0.39918367346938766, 0.6008163265306123, 0.0]]], [[[150.0, 50.00000000000006], [0.39918367346938766, 0.6008163265306123, 0.0]], [[150.0, 0.0], [0.4591836734693877, 0.5408163265306123, 0.0]], [[200.0, 50.00000000000006], [0.39918367346938766, 0.6008163265306123, 0.0]]], [[[150.0, 0.0], [0.4591836734693877, 0.5408163265306123, 0.0]], [[200.0, 50.00000000000006], [0.39918367346938766, 0.6008163265306123, 0.0]], [[200.0, 0.0], [0.4591836734693877, 0.5408163265306123, 0.0]]], [[[200.0, 350.0], [0.0, 0.0, 1.0]], [[250.0, 350.0], [0.0, 0.0, 1.0]], [[250.0, 300.0], [0.0, 0.2427497314715361, 0.7572502685284639]]], [[[200.0, 350.0], [0.0, 0.0, 1.0]], [[200.0, 300.0], [0.0, 0.5557299843014127, 0.44427001569858726]], [[250.0, 300.0], [0.0, 0.2427497314715361, 0.7572502685284639]]], [[[200.0, 300.0], [0.0, 0.5557299843014127, 0.44427001569858726]], [[250.0, 300.0], [0.0, 0.2427497314715361, 0.7572502685284639]], [[250.0, 250.0], [0.0, 0.5557299843014127, 0.44427001569858726]]], [[[200.0, 300.0], [0.0, 0.5557299843014127, 0.44427001569858726]], [[200.0, 250.0], [0.0, 0.8822605965463108, 0.11773940345368916]], [[250.0, 250.0], [0.0, 0.5557299843014127, 0.44427001569858726]]], [[[200.0, 250.0], [0.0, 0.8822605965463108, 0.11773940345368916]], [[250.0, 250.0], [0.0, 0.5557299843014127, 0.44427001569858726]], [[250.0, 200.00000000000003], [0.0, 0.7576530612244898, 0.24234693877551017]]], [[[200.0, 250.0], [0.0, 0.8822605965463108, 0.11773940345368916]], [[200.0, 200.00000000000003], [0.07265306122448967, 0.9273469387755103, 0.0]], [[250.0, 200.00000000000003], [0.0, 0.7576530612244898, 0.24234693877551017]]], [[[200.0, 200.00000000000003], [0.07265306122448967, 0.9273469387755103, 0.0]], [[250.0, 200.00000000000003], [0.0, 0.7576530612244898, 0.24234693877551017]], [[250.0, 150.0], [0.0, 0.8958109559613319, 0.10418904403866813]]], [[[200.0, 200.00000000000003], [0.07265306122448967, 0.9273469387755103, 0.0]], [[200.0, 150.0], [0.22234156820622986, 0.7776584317937701, 0.0]], [[250.0, 150.0], [0.0, 0.8958109559613319, 0.10418904403866813]]], [[[200.0, 150.0], [0.22234156820622986, 0.7776584317937701, 0.0]], [[250.0, 150.0], [0.0, 0.8958109559613319, 0.10418904403866813]], [[250.0, 100.0], [0.0, 0.9962894248608534, 0.0037105751391466324]]], [[[200.0, 150.0], [0.22234156820622986, 0.7776584317937701, 0.0]], [[200.0, 100.0], [0.32282003710575136, 0.6771799628942486, 0.0]], [[250.0, 100.0], [0.0, 0.9962894248608534, 0.0037105751391466324]]], [[[200.0, 100.0], [0.32282003710575136, 0.6771799628942486, 0.0]], [[250.0, 100.0], [0.0, 0.9962894248608534, 0.0037105751391466324]], [[250.0, 50.00000000000006], [0.07265306122448967, 0.9273469387755103, 0.0]]], [[[200.0, 100.0], [0.32282003710575136, 0.6771799628942486, 0.0]], [[200.0, 50.00000000000006], [0.39918367346938766, 0.6008163265306123, 0.0]], [[250.0, 50.00000000000006], [0.07265306122448967, 0.9273469387755103, 0.0]]], [[[200.0, 50.00000000000006], [0.39918367346938766, 0.6008163265306123, 0.0]], [[250.0, 50.00000000000006], [0.07265306122448967, 0.9273469387755103, 0.0]], [[250.0, 0.0], [0.13265306122448972, 0.8673469387755103, 0.0]]], [[[200.0, 50.00000000000006], [0.39918367346938766, 0.6008163265306123, 0.0]], [[200.0, 0.0], [0.4591836734693877, 0.5408163265306123, 0.0]], [[250.0, 0.0], [0.13265306122448972, 0.8673469387755103, 0.0]]], [[[250.0, 350.0], [0.0, 0.0, 1.0]], [[300.0, 350.0], [0.0, 0.0, 1.0]], [[300.0, 300.0], [0.0, 0.0, 1.0]]], [[[250.0, 350.0], [0.0, 0.0, 1.0]], [[250.0, 300.0], [0.0, 0.2427497314715361, 0.7572502685284639]], [[300.0, 300.0], [0.0, 0.0, 1.0]]], [[[250.0, 300.0], [0.0, 0.2427497314715361, 0.7572502685284639]], [[300.0, 300.0], [0.0, 0.0, 1.0]], [[300.0, 250.0], [0.0, 0.0, 1.0]]], [[[250.0, 300.0], [0.0, 0.2427497314715361, 0.7572502685284639]], [[250.0, 250.0], [0.0, 0.5557299843014127, 0.44427001569858726]], [[300.0, 250.0], [0.0, 0.0, 1.0]]], [[[250.0, 250.0], [0.0, 0.5557299843014127, 0.44427001569858726]], [[300.0, 250.0], [0.0, 0.0, 1.0]], [[300.0, 200.00000000000003], [0.0, 0.10459183673469385, 0.8954081632653061]]], [[[250.0, 250.0], [0.0, 0.5557299843014127, 0.44427001569858726]], [[250.0, 200.00000000000003], [0.0, 0.7576530612244898, 0.24234693877551017]], [[300.0, 200.00000000000003], [0.0, 0.10459183673469385, 0.8954081632653061]]], [[[250.0, 200.00000000000003], [0.0, 0.7576530612244898, 0.24234693877551017]], [[300.0, 200.00000000000003], [0.0, 0.10459183673469385, 0.8954081632653061]], [[300.0, 150.0], [0.0, 0.2427497314715361, 0.7572502685284639]]], [[[250.0, 200.00000000000003], [0.0, 0.7576530612244898, 0.24234693877551017]], [[250.0, 150.0], [0.0, 0.8958109559613319, 0.10418904403866813]], [[300.0, 150.0], [0.0, 0.2427497314715361, 0.7572502685284639]]], [[[250.0, 150.0], [0.0, 0.8958109559613319, 0.10418904403866813]], [[300.0, 150.0], [0.0, 0.2427497314715361, 0.7572502685284639]], [[300.0, 100.0], [0.0, 0.3432282003710574, 0.6567717996289426]]], [[[250.0, 150.0], [0.0, 0.8958109559613319, 0.10418904403866813]], [[250.0, 100.0], [0.0, 0.9962894248608534, 0.0037105751391466324]], [[300.0, 100.0], [0.0, 0.3432282003710574, 0.6567717996289426]]], [[[250.0, 100.0], [0.0, 0.9962894248608534, 0.0037105751391466324]], [[300.0, 100.0], [0.0, 0.3432282003710574, 0.6567717996289426]], [[300.0, 50.00000000000006], [0.0, 0.4195918367346938, 0.5804081632653062]]], [[[250.0, 100.0], [0.0, 0.9962894248608534, 0.0037105751391466324]], [[250.0, 50.00000000000006], [0.07265306122448967, 0.9273469387755103, 0.0]], [[300.0, 50.00000000000006], [0.0, 0.4195918367346938, 0.5804081632653062]]], [[[250.0, 50.00000000000006], [0.07265306122448967, 0.9273469387755103, 0.0]], [[300.0, 50.00000000000006], [0.0, 0.4195918367346938, 0.5804081632653062]], [[300.0, 0.0], [0.0, 0.47959183673469385, 0.5204081632653061]]], [[[250.0, 50.00000000000006], [0.07265306122448967, 0.9273469387755103, 0.0]], [[250.0, 0.0], [0.13265306122448972, 0.8673469387755103, 0.0]], [[300.0, 0.0], [0.0, 0.47959183673469385, 0.5204081632653061]]], [[[300.0, 350.0], [0.0, 0.0, 1.0]], [[350.0, 350.0], [0.0, 0.0, 1.0]], [[350.0, 300.0], [0.0, 0.0, 1.0]]], [[[300.0, 350.0], [0.0, 0.0, 1.0]], [[300.0, 300.0], [0.0, 0.0, 1.0]], [[350.0, 300.0], [0.0, 0.0, 1.0]]], [[[300.0, 300.0], [0.0, 0.0, 1.0]], [[350.0, 300.0], [0.0, 0.0, 1.0]], [[350.0, 250.0], [0.0, 0.0, 1.0]]], [[[300.0, 300.0], [0.0, 0.0, 1.0]], [[300.0, 250.0], [0.0, 0.0, 1.0]], [[350.0, 250.0], [0.0, 0.0, 1.0]]], [[[300.0, 250.0], [0.0, 0.0, 1.0]], [[350.0, 250.0], [0.0, 0.0, 1.0]], [[350.0, 200.00000000000003], [0.0, 0.0, 1.0]]], [[[300.0, 250.0], [0.0, 0.0, 1.0]], [[300.0, 200.00000000000003], [0.0, 0.10459183673469385, 0.8954081632653061]], [[350.0, 200.00000000000003], [0.0, 0.0, 1.0]]], [[[300.0, 200.00000000000003], [0.0, 0.10459183673469385, 0.8954081632653061]], [[350.0, 200.00000000000003], [0.0, 0.0, 1.0]], [[350.0, 150.0], [0.0, 0.0, 1.0]]], [[[300.0, 200.00000000000003], [0.0, 0.10459183673469385, 0.8954081632653061]], [[300.0, 150.0], [0.0, 0.2427497314715361, 0.7572502685284639]], [[350.0, 150.0], [0.0, 0.0, 1.0]]], [[[300.0, 150.0], [0.0, 0.2427497314715361, 0.7572502685284639]], [[350.0, 150.0], [0.0, 0.0, 1.0]], [[350.0, 100.0], [0.0, 0.0, 1.0]]], [[[300.0, 150.0], [0.0, 0.2427497314715361, 0.7572502685284639]], [[300.0, 100.0], [0.0, 0.3432282003710574, 0.6567717996289426]], [[350.0, 100.0], [0.0, 0.0, 1.0]]], [[[300.0, 100.0], [0.0, 0.3432282003710574, 0.6567717996289426]], [[350.0, 100.0], [0.0, 0.0, 1.0]], [[350.0, 50.00000000000006], [0.0, 0.0, 1.0]]], [[[300.0, 100.0], [0.0, 0.3432282003710574, 0.6567717996289426]], [[300.0, 50.00000000000006], [0.0, 0.4195918367346938, 0.5804081632653062]], [[350.0, 50.00000000000006], [0.0, 0.0, 1.0]]], [[[300.0, 50.00000000000006], [0.0, 0.4195918367346938, 0.5804081632653062]], [[350.0, 50.00000000000006], [0.0, 0.0, 1.0]], [[350.0, 0.0], [0.0, 0.0, 1.0]]], [[[300.0, 50.00000000000006], [0.0, 0.4195918367346938, 0.5804081632653062]], [[300.0, 0.0], [0.0, 0.47959183673469385, 0.5204081632653061]], [[350.0, 0.0], [0.0, 0.0, 1.0]]]]" /><polygon points="0.000000,350.000000 0.000000,300.000000 50.000000,350.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,300.000000 50.000000,350.000000 50.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,300.000000 0.000000,250.000000 50.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,250.000000 50.000000,300.000000 50.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,250.000000 0.000000,200.000000 50.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,200.000000 50.000000,250.000000 50.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,200.000000 0.000000,150.000000 50.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,150.000000 50.000000,200.000000 50.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,150.000000 0.000000,100.000000 50.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,100.000000 50.000000,150.000000 50.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,100.000000 0.000000,50.000000 50.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,50.000000 50.000000,100.000000 50.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,50.000000 0.000000,0.000000 50.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,0.000000 50.000000,50.000000 50.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,350.000000 50.000000,300.000000 100.000000,350.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,300.000000 100.000000,350.000000 100.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,300.000000 50.000000,250.000000 100.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,250.000000 100.000000,300.000000 100.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,250.000000 50.000000,200.000000 100.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,200.000000 100.000000,250.000000 100.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,200.000000 50.000000,150.000000 100.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,150.000000 100.000000,200.000000 100.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,150.000000 50.000000,100.000000 100.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,100.000000 100.000000,150.000000 100.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,100.000000 50.000000,50.000000 100.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,50.000000 100.000000,100.000000 100.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,50.000000 50.000000,0.000000 100.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,0.000000 100.000000,50.000000 100.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,350.000000 100.000000,300.000000 150.000000,350.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,300.000000 150.000000,350.000000 150.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,300.000000 100.000000,250.000000 150.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,250.000000 150.000000,300.000000 150.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,250.000000 100.000000,200.000000 150.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,200.000000 150.000000,250.000000 150.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,200.000000 100.000000,150.000000 150.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,150.000000 150.000000,200.000000 150.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,150.000000 100.000000,100.000000 150.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,100.000000 150.000000,150.000000 150.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,100.000000 100.000000,50.000000 150.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,50.000000 150.000000,100.000000 150.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,50.000000 100.000000,0.000000 150.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,0.000000 150.000000,50.000000 150.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,350.000000 150.000000,300.000000 200.000000,350.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,300.000000 200.000000,350.000000 200.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,300.000000 150.000000,250.000000 200.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,250.000000 200.000000,300.000000 200.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,250.000000 150.000000,200.000000 200.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,200.000000 200.000000,250.000000 200.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,200.000000 150.000000,150.000000 200.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,150.000000 200.000000,200.000000 200.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,150.000000 150.000000,100.000000 200.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,100.000000 200.000000,150.000000 200.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,100.000000 150.000000,50.000000 200.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,50.000000 200.000000,100.000000 200.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,50.000000 150.000000,0.000000 200.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,0.000000 200.000000,50.000000 200.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,350.000000 250.000000,350.000000 250.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,350.000000 200.000000,300.000000 250.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,300.000000 250.000000,300.000000 250.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,300.000000 200.000000,250.000000 250.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,250.000000 250.000000,250.000000 250.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,250.000000 200.000000,200.000000 250.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,200.000000 250.000000,200.000000 250.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,200.000000 200.000000,150.000000 250.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,150.000000 250.000000,150.000000 250.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,150.000000 200.000000,100.000000 250.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,100.000000 250.000000,100.000000 250.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,100.000000 200.000000,50.000000 250.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,50.000000 250.000000,50.000000 250.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,50.000000 200.000000,0.000000 250.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,350.000000 300.000000,350.000000 300.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,350.000000 250.000000,300.000000 300.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,300.000000 300.000000,300.000000 300.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,300.000000 250.000000,250.000000 300.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,250.000000 300.000000,250.000000 300.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,250.000000 250.000000,200.000000 300.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,200.000000 300.000000,200.000000 300.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,200.000000 250.000000,150.000000 300.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,150.000000 300.000000,150.000000 300.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,150.000000 250.000000,100.000000 300.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,100.000000 300.000000,100.000000 300.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,100.000000 250.000000,50.000000 300.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,50.000000 300.000000,50.000000 300.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,50.000000 250.000000,0.000000 300.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,350.000000 350.000000,350.000000 350.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,350.000000 300.000000,300.000000 350.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,300.000000 350.000000,300.000000 350.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,300.000000 300.000000,250.000000 350.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,250.000000 350.000000,250.000000 350.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,250.000000 300.000000,200.000000 350.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,200.000000 350.000000,200.000000 350.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,200.000000 300.000000,150.000000 350.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,150.000000 350.000000,150.000000 350.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,150.000000 300.000000,100.000000 350.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,100.000000 350.000000,100.000000 350.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,100.000000 300.000000,50.000000 350.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,50.000000 350.000000,50.000000 350.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,50.000000 300.000000,0.000000 350.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" />
            </svg>
        "/></mstyle></math>
p1414
sg15
I4
sass(g1
g2
g1386
I4
tp1415
(dp1416
g6
VPlot3D[Exp[x] Cos[y], {x, -2, 1}, {y, -Pi, 2 Pi}]
p1417
sg8
(lp1418
(dp1419
g11
(lp1420
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtable><mtr><mtd><graphics3d data="{&quot;elements&quot;: [{&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.6666666666666666, -0.3333333333333333, -0.00995741367357279], null], [[-0.5238095238095237, -0.3333333333333333, -0.015285257398153621], null], [[-0.5238095238095237, -0.1904761904761905, -0.003401289751999807], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.6666666666666666, -0.3333333333333333, -0.00995741367357279], null], [[-0.6666666666666666, -0.1904761904761905, -0.002215732990432792], null], [[-0.5238095238095237, -0.1904761904761905, -0.003401289751999807], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.6666666666666666, -0.1904761904761905, -0.002215732990432792], null], [[-0.6666666666666666, -0.04761904761904762, 0.008971319724714944], null], [[-0.5238095238095237, -0.1904761904761905, -0.003401289751999807], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.6666666666666666, -0.04761904761904762, 0.008971319724714944], null], [[-0.5238095238095237, -0.1904761904761905, -0.003401289751999807], null], [[-0.5238095238095237, -0.04761904761904762, 0.013771541053611544], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.6666666666666666, -0.04761904761904762, 0.008971319724714944], null], [[-0.5238095238095237, -0.04761904761904762, 0.013771541053611544], null], [[-0.5238095238095237, 0.09523809523809525, 0.009530202106534543], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.6666666666666666, -0.04761904761904762, 0.008971319724714944], null], [[-0.6666666666666666, 0.09523809523809525, 0.006208345878361343], null], [[-0.5238095238095237, 0.09523809523809525, 0.009530202106534543], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.6666666666666666, 0.09523809523809525, 0.006208345878361343], null], [[-0.5238095238095237, 0.09523809523809525, 0.009530202106534543], null], [[-0.5238095238095237, 0.2380952380952381, -0.009530202106534541], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.6666666666666666, 0.09523809523809525, 0.006208345878361343], null], [[-0.6666666666666666, 0.2380952380952381, -0.0062083458783613425], null], [[-0.5238095238095237, 0.2380952380952381, -0.009530202106534541], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.6666666666666666, 0.2380952380952381, -0.0062083458783613425], null], [[-0.6666666666666666, 0.380952380952381, -0.008971319724714944], null], [[-0.5238095238095237, 0.2380952380952381, -0.009530202106534541], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.6666666666666666, 0.380952380952381, -0.008971319724714944], null], [[-0.5238095238095237, 0.2380952380952381, -0.009530202106534541], null], [[-0.5238095238095237, 0.380952380952381, -0.013771541053611544], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.6666666666666666, 0.380952380952381, -0.008971319724714944], null], [[-0.5238095238095237, 0.380952380952381, -0.013771541053611544], null], [[-0.5238095238095237, 0.5238095238095238, 0.0034012897519998054], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.6666666666666666, 0.380952380952381, -0.008971319724714944], null], [[-0.6666666666666666, 0.5238095238095238, 0.002215732990432791], null], [[-0.5238095238095237, 0.5238095238095238, 0.0034012897519998054], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.6666666666666666, 0.5238095238095238, 0.002215732990432791], null], [[-0.6666666666666666, 0.6666666666666666, 0.00995741367357279], null], [[-0.5238095238095237, 0.5238095238095238, 0.0034012897519998054], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.6666666666666666, 0.6666666666666666, 0.00995741367357279], null], [[-0.5238095238095237, 0.5238095238095238, 0.0034012897519998054], null], [[-0.5238095238095237, 0.6666666666666666, 0.015285257398153621], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5238095238095237, -0.3333333333333333, -0.015285257398153621], null], [[-0.38095238095238093, -0.3333333333333333, -0.023463833218850157], null], [[-0.38095238095238093, -0.1904761904761905, -0.00522119408205373], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5238095238095237, -0.3333333333333333, -0.015285257398153621], null], [[-0.5238095238095237, -0.1904761904761905, -0.003401289751999807], null], [[-0.38095238095238093, -0.1904761904761905, -0.00522119408205373], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5238095238095237, -0.1904761904761905, -0.003401289751999807], null], [[-0.5238095238095237, -0.04761904761904762, 0.013771541053611544], null], [[-0.38095238095238093, -0.1904761904761905, -0.00522119408205373], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5238095238095237, -0.04761904761904762, 0.013771541053611544], null], [[-0.38095238095238093, -0.04761904761904762, 0.021140183251838602], null], [[-0.38095238095238093, 0.09523809523809525, 0.014629460724467256], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5238095238095237, -0.04761904761904762, 0.013771541053611544], null], [[-0.5238095238095237, 0.09523809523809525, 0.009530202106534543], null], [[-0.38095238095238093, 0.09523809523809525, 0.014629460724467256], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5238095238095237, 0.380952380952381, -0.013771541053611544], null], [[-0.5238095238095237, 0.5238095238095238, 0.0034012897519998054], null], [[-0.38095238095238093, 0.5238095238095238, 0.005221194082053728], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5238095238095237, 0.5238095238095238, 0.0034012897519998054], null], [[-0.5238095238095237, 0.6666666666666666, 0.015285257398153621], null], [[-0.38095238095238093, 0.5238095238095238, 0.005221194082053728], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5238095238095237, 0.6666666666666666, 0.015285257398153621], null], [[-0.38095238095238093, 0.5238095238095238, 0.005221194082053728], null], [[-0.38095238095238093, 0.6666666666666666, 0.023463833218850157], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5238095238095237, 0.2380952380952381, -0.009530202106534541], null], [[-0.4523809523809524, 0.16666666666666666, 1.1596227202440167e-18], null], [[-0.4523809523809524, 0.2380952380952381, -0.011807697379835839], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4523809523809524, 0.16666666666666666, 1.1596227202440167e-18], null], [[-0.38095238095238093, 0.09523809523809525, 0.014629460724467256], null], [[-0.38095238095238093, 0.16666666666666666, 1.4367454123596091e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4523809523809524, 0.2380952380952381, -0.011807697379835839], null], [[-0.38095238095238093, 0.16666666666666666, 1.4367454123596091e-18], null], [[-0.38095238095238093, 0.2380952380952381, -0.014629460724467254], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4523809523809524, 0.16666666666666666, 1.1596227202440167e-18], null], [[-0.4523809523809524, 0.2380952380952381, -0.011807697379835839], null], [[-0.38095238095238093, 0.16666666666666666, 1.4367454123596091e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.38095238095238093, 0.09523809523809525, 0.014629460724467256], null], [[-0.38095238095238093, 0.16666666666666666, 1.4367454123596091e-18], null], [[-0.30952380952380953, 0.09523809523809525, 0.018125559472265663], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.38095238095238093, 0.16666666666666666, 1.4367454123596091e-18], null], [[-0.38095238095238093, 0.2380952380952381, -0.014629460724467254], null], [[-0.30952380952380953, 0.16666666666666666, 1.7800939425384928e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, 0.09523809523809525, 0.018125559472265663], null], [[-0.30952380952380953, 0.16666666666666666, 1.7800939425384928e-18], null], [[-0.23809523809523814, 0.09523809523809525, 0.022457144003481606], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.38095238095238093, 0.16666666666666666, 1.4367454123596091e-18], null], [[-0.30952380952380953, 0.09523809523809525, 0.018125559472265663], null], [[-0.30952380952380953, 0.16666666666666666, 1.7800939425384928e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.38095238095238093, -0.1904761904761905, -0.00522119408205373], null], [[-0.38095238095238093, -0.11904761904761905, 0.010180575691025477], null], [[-0.30952380952380953, -0.1904761904761905, -0.006468937278886109], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.38095238095238093, -0.11904761904761905, 0.010180575691025477], null], [[-0.38095238095238093, -0.04761904761904762, 0.021140183251838602], null], [[-0.30952380952380953, -0.11904761904761905, 0.012613495030679208], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, -0.1904761904761905, -0.006468937278886109], null], [[-0.30952380952380953, -0.11904761904761905, 0.012613495030679208], null], [[-0.23809523809523814, -0.1904761904761905, -0.00801486189950289], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.38095238095238093, -0.11904761904761905, 0.010180575691025477], null], [[-0.30952380952380953, -0.1904761904761905, -0.006468937278886109], null], [[-0.30952380952380953, -0.11904761904761905, 0.012613495030679208], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.38095238095238093, -0.04761904761904762, 0.021140183251838602], null], [[-0.30952380952380953, -0.11904761904761905, 0.012613495030679208], null], [[-0.30952380952380953, -0.04761904761904762, 0.026192192316764215], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, -0.11904761904761905, 0.012613495030679208], null], [[-0.23809523809523814, -0.1904761904761905, -0.00801486189950289], null], [[-0.23809523809523814, -0.11904761904761905, 0.015627825156216003], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, -0.04761904761904762, 0.026192192316764215], null], [[-0.23809523809523814, -0.11904761904761905, 0.015627825156216003], null], [[-0.23809523809523814, -0.04761904761904762, 0.032451513318773946], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, -0.11904761904761905, 0.012613495030679208], null], [[-0.30952380952380953, -0.04761904761904762, 0.026192192316764215], null], [[-0.23809523809523814, -0.11904761904761905, 0.015627825156216003], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.38095238095238093, -0.04761904761904762, 0.021140183251838602], null], [[-0.30952380952380953, -0.11904761904761905, 0.012613495030679208], null], [[-0.30952380952380953, -0.04761904761904762, 0.026192192316764215], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, -0.11904761904761905, 0.012613495030679208], null], [[-0.23809523809523814, -0.1904761904761905, -0.00801486189950289], null], [[-0.23809523809523814, -0.11904761904761905, 0.015627825156216003], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, -0.04761904761904762, 0.026192192316764215], null], [[-0.23809523809523814, -0.11904761904761905, 0.015627825156216003], null], [[-0.23809523809523814, -0.04761904761904762, 0.032451513318773946], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, -0.11904761904761905, 0.012613495030679208], null], [[-0.30952380952380953, -0.04761904761904762, 0.026192192316764215], null], [[-0.23809523809523814, -0.11904761904761905, 0.015627825156216003], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.38095238095238093, -0.1904761904761905, -0.00522119408205373], null], [[-0.38095238095238093, -0.11904761904761905, 0.010180575691025477], null], [[-0.30952380952380953, -0.1904761904761905, -0.006468937278886109], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.38095238095238093, -0.11904761904761905, 0.010180575691025477], null], [[-0.38095238095238093, -0.04761904761904762, 0.021140183251838602], null], [[-0.30952380952380953, -0.11904761904761905, 0.012613495030679208], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, -0.1904761904761905, -0.006468937278886109], null], [[-0.30952380952380953, -0.11904761904761905, 0.012613495030679208], null], [[-0.23809523809523814, -0.1904761904761905, -0.00801486189950289], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.38095238095238093, -0.11904761904761905, 0.010180575691025477], null], [[-0.30952380952380953, -0.1904761904761905, -0.006468937278886109], null], [[-0.30952380952380953, -0.11904761904761905, 0.012613495030679208], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.38095238095238093, -0.04761904761904762, 0.021140183251838602], null], [[-0.30952380952380953, -0.11904761904761905, 0.012613495030679208], null], [[-0.30952380952380953, -0.04761904761904762, 0.026192192316764215], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, -0.11904761904761905, 0.012613495030679208], null], [[-0.23809523809523814, -0.1904761904761905, -0.00801486189950289], null], [[-0.23809523809523814, -0.11904761904761905, 0.015627825156216003], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, -0.04761904761904762, 0.026192192316764215], null], [[-0.23809523809523814, -0.11904761904761905, 0.015627825156216003], null], [[-0.23809523809523814, -0.04761904761904762, 0.032451513318773946], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, -0.11904761904761905, 0.012613495030679208], null], [[-0.30952380952380953, -0.04761904761904762, 0.026192192316764215], null], [[-0.23809523809523814, -0.11904761904761905, 0.015627825156216003], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.38095238095238093, -0.04761904761904762, 0.021140183251838602], null], [[-0.30952380952380953, -0.04761904761904762, 0.026192192316764215], null], [[-0.30952380952380953, 0.02380952380952381, 0.028342266065527803], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, -0.04761904761904762, 0.026192192316764215], null], [[-0.23809523809523814, -0.04761904761904762, 0.032451513318773946], null], [[-0.23809523809523814, 0.02380952380952381, 0.03511540437648009], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, 0.02380952380952381, 0.028342266065527803], null], [[-0.23809523809523814, 0.02380952380952381, 0.03511540437648009], null], [[-0.23809523809523814, 0.09523809523809525, 0.022457144003481606], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, -0.04761904761904762, 0.026192192316764215], null], [[-0.30952380952380953, 0.02380952380952381, 0.028342266065527803], null], [[-0.23809523809523814, 0.02380952380952381, 0.03511540437648009], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.38095238095238093, -0.04761904761904762, 0.021140183251838602], null], [[-0.30952380952380953, -0.11904761904761905, 0.012613495030679208], null], [[-0.30952380952380953, -0.04761904761904762, 0.026192192316764215], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, -0.11904761904761905, 0.012613495030679208], null], [[-0.23809523809523814, -0.1904761904761905, -0.00801486189950289], null], [[-0.23809523809523814, -0.11904761904761905, 0.015627825156216003], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, -0.04761904761904762, 0.026192192316764215], null], [[-0.23809523809523814, -0.11904761904761905, 0.015627825156216003], null], [[-0.23809523809523814, -0.04761904761904762, 0.032451513318773946], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, -0.11904761904761905, 0.012613495030679208], null], [[-0.30952380952380953, -0.04761904761904762, 0.026192192316764215], null], [[-0.23809523809523814, -0.11904761904761905, 0.015627825156216003], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.23809523809523814, -0.1904761904761905, -0.00801486189950289], null], [[-0.23809523809523814, -0.11904761904761905, 0.015627825156216003], null], [[-0.16666666666666669, -0.1904761904761905, -0.009930226326010119], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.23809523809523814, -0.11904761904761905, 0.015627825156216003], null], [[-0.23809523809523814, -0.04761904761904762, 0.032451513318773946], null], [[-0.16666666666666669, -0.11904761904761905, 0.01936250963902006], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, -0.1904761904761905, -0.009930226326010119], null], [[-0.16666666666666669, -0.11904761904761905, 0.01936250963902006], null], [[-0.09523809523809526, -0.1904761904761905, -0.012303318026215837], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.23809523809523814, -0.11904761904761905, 0.015627825156216003], null], [[-0.16666666666666669, -0.1904761904761905, -0.009930226326010119], null], [[-0.16666666666666669, -0.11904761904761905, 0.01936250963902006], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.38095238095238093, -0.04761904761904762, 0.021140183251838602], null], [[-0.30952380952380953, -0.04761904761904762, 0.026192192316764215], null], [[-0.30952380952380953, 0.02380952380952381, 0.028342266065527803], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, -0.04761904761904762, 0.026192192316764215], null], [[-0.23809523809523814, -0.04761904761904762, 0.032451513318773946], null], [[-0.23809523809523814, 0.02380952380952381, 0.03511540437648009], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, 0.02380952380952381, 0.028342266065527803], null], [[-0.23809523809523814, 0.02380952380952381, 0.03511540437648009], null], [[-0.23809523809523814, 0.09523809523809525, 0.022457144003481606], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, -0.04761904761904762, 0.026192192316764215], null], [[-0.30952380952380953, 0.02380952380952381, 0.028342266065527803], null], [[-0.23809523809523814, 0.02380952380952381, 0.03511540437648009], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.38095238095238093, -0.04761904761904762, 0.021140183251838602], null], [[-0.30952380952380953, -0.11904761904761905, 0.012613495030679208], null], [[-0.30952380952380953, -0.04761904761904762, 0.026192192316764215], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, -0.11904761904761905, 0.012613495030679208], null], [[-0.23809523809523814, -0.1904761904761905, -0.00801486189950289], null], [[-0.23809523809523814, -0.11904761904761905, 0.015627825156216003], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, -0.04761904761904762, 0.026192192316764215], null], [[-0.23809523809523814, -0.11904761904761905, 0.015627825156216003], null], [[-0.23809523809523814, -0.04761904761904762, 0.032451513318773946], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, -0.11904761904761905, 0.012613495030679208], null], [[-0.30952380952380953, -0.04761904761904762, 0.026192192316764215], null], [[-0.23809523809523814, -0.11904761904761905, 0.015627825156216003], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.38095238095238093, 0.09523809523809525, 0.014629460724467256], null], [[-0.38095238095238093, 0.16666666666666666, 1.4367454123596091e-18], null], [[-0.30952380952380953, 0.09523809523809525, 0.018125559472265663], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.38095238095238093, 0.16666666666666666, 1.4367454123596091e-18], null], [[-0.38095238095238093, 0.2380952380952381, -0.014629460724467254], null], [[-0.30952380952380953, 0.16666666666666666, 1.7800939425384928e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, 0.09523809523809525, 0.018125559472265663], null], [[-0.30952380952380953, 0.16666666666666666, 1.7800939425384928e-18], null], [[-0.23809523809523814, 0.09523809523809525, 0.022457144003481606], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.38095238095238093, 0.16666666666666666, 1.4367454123596091e-18], null], [[-0.30952380952380953, 0.09523809523809525, 0.018125559472265663], null], [[-0.30952380952380953, 0.16666666666666666, 1.7800939425384928e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5238095238095237, 0.2380952380952381, -0.009530202106534541], null], [[-0.4523809523809524, 0.16666666666666666, 1.1596227202440167e-18], null], [[-0.4523809523809524, 0.2380952380952381, -0.011807697379835839], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4523809523809524, 0.16666666666666666, 1.1596227202440167e-18], null], [[-0.38095238095238093, 0.09523809523809525, 0.014629460724467256], null], [[-0.38095238095238093, 0.16666666666666666, 1.4367454123596091e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4523809523809524, 0.2380952380952381, -0.011807697379835839], null], [[-0.38095238095238093, 0.16666666666666666, 1.4367454123596091e-18], null], [[-0.38095238095238093, 0.2380952380952381, -0.014629460724467254], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4523809523809524, 0.16666666666666666, 1.1596227202440167e-18], null], [[-0.4523809523809524, 0.2380952380952381, -0.011807697379835839], null], [[-0.38095238095238093, 0.16666666666666666, 1.4367454123596091e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.38095238095238093, 0.09523809523809525, 0.014629460724467256], null], [[-0.38095238095238093, 0.16666666666666666, 1.4367454123596091e-18], null], [[-0.30952380952380953, 0.09523809523809525, 0.018125559472265663], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.38095238095238093, 0.16666666666666666, 1.4367454123596091e-18], null], [[-0.38095238095238093, 0.2380952380952381, -0.014629460724467254], null], [[-0.30952380952380953, 0.16666666666666666, 1.7800939425384928e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, 0.09523809523809525, 0.018125559472265663], null], [[-0.30952380952380953, 0.16666666666666666, 1.7800939425384928e-18], null], [[-0.23809523809523814, 0.09523809523809525, 0.022457144003481606], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.38095238095238093, 0.16666666666666666, 1.4367454123596091e-18], null], [[-0.30952380952380953, 0.09523809523809525, 0.018125559472265663], null], [[-0.30952380952380953, 0.16666666666666666, 1.7800939425384928e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.38095238095238093, 0.2380952380952381, -0.014629460724467254], null], [[-0.30952380952380953, 0.16666666666666666, 1.7800939425384928e-18], null], [[-0.30952380952380953, 0.2380952380952381, -0.01812555947226566], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, 0.16666666666666666, 1.7800939425384928e-18], null], [[-0.23809523809523814, 0.09523809523809525, 0.022457144003481606], null], [[-0.23809523809523814, 0.16666666666666666, 2.2054947362303584e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, 0.2380952380952381, -0.01812555947226566], null], [[-0.23809523809523814, 0.16666666666666666, 2.2054947362303584e-18], null], [[-0.23809523809523814, 0.2380952380952381, -0.022457144003481602], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, 0.16666666666666666, 1.7800939425384928e-18], null], [[-0.30952380952380953, 0.2380952380952381, -0.01812555947226566], null], [[-0.23809523809523814, 0.16666666666666666, 2.2054947362303584e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.38095238095238093, 0.2380952380952381, -0.014629460724467254], null], [[-0.30952380952380953, 0.16666666666666666, 1.7800939425384928e-18], null], [[-0.30952380952380953, 0.2380952380952381, -0.01812555947226566], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, 0.16666666666666666, 1.7800939425384928e-18], null], [[-0.23809523809523814, 0.09523809523809525, 0.022457144003481606], null], [[-0.23809523809523814, 0.16666666666666666, 2.2054947362303584e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, 0.2380952380952381, -0.01812555947226566], null], [[-0.23809523809523814, 0.16666666666666666, 2.2054947362303584e-18], null], [[-0.23809523809523814, 0.2380952380952381, -0.022457144003481602], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, 0.16666666666666666, 1.7800939425384928e-18], null], [[-0.30952380952380953, 0.2380952380952381, -0.01812555947226566], null], [[-0.23809523809523814, 0.16666666666666666, 2.2054947362303584e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.38095238095238093, 0.09523809523809525, 0.014629460724467256], null], [[-0.38095238095238093, 0.16666666666666666, 1.4367454123596091e-18], null], [[-0.30952380952380953, 0.09523809523809525, 0.018125559472265663], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.38095238095238093, 0.16666666666666666, 1.4367454123596091e-18], null], [[-0.38095238095238093, 0.2380952380952381, -0.014629460724467254], null], [[-0.30952380952380953, 0.16666666666666666, 1.7800939425384928e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, 0.09523809523809525, 0.018125559472265663], null], [[-0.30952380952380953, 0.16666666666666666, 1.7800939425384928e-18], null], [[-0.23809523809523814, 0.09523809523809525, 0.022457144003481606], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.38095238095238093, 0.16666666666666666, 1.4367454123596091e-18], null], [[-0.30952380952380953, 0.09523809523809525, 0.018125559472265663], null], [[-0.30952380952380953, 0.16666666666666666, 1.7800939425384928e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.38095238095238093, 0.2380952380952381, -0.014629460724467254], null], [[-0.30952380952380953, 0.16666666666666666, 1.7800939425384928e-18], null], [[-0.30952380952380953, 0.2380952380952381, -0.01812555947226566], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, 0.16666666666666666, 1.7800939425384928e-18], null], [[-0.23809523809523814, 0.09523809523809525, 0.022457144003481606], null], [[-0.23809523809523814, 0.16666666666666666, 2.2054947362303584e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, 0.2380952380952381, -0.01812555947226566], null], [[-0.23809523809523814, 0.16666666666666666, 2.2054947362303584e-18], null], [[-0.23809523809523814, 0.2380952380952381, -0.022457144003481602], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, 0.16666666666666666, 1.7800939425384928e-18], null], [[-0.30952380952380953, 0.2380952380952381, -0.01812555947226566], null], [[-0.23809523809523814, 0.16666666666666666, 2.2054947362303584e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.38095238095238093, 0.2380952380952381, -0.014629460724467254], null], [[-0.38095238095238093, 0.30952380952380953, -0.022875545931836105], null], [[-0.30952380952380953, 0.2380952380952381, -0.01812555947226566], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.38095238095238093, 0.30952380952380953, -0.022875545931836105], null], [[-0.38095238095238093, 0.380952380952381, -0.021140183251838602], null], [[-0.30952380952380953, 0.30952380952380953, -0.028342266065527803], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, 0.2380952380952381, -0.01812555947226566], null], [[-0.30952380952380953, 0.30952380952380953, -0.028342266065527803], null], [[-0.23809523809523814, 0.2380952380952381, -0.022457144003481602], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.38095238095238093, 0.30952380952380953, -0.022875545931836105], null], [[-0.30952380952380953, 0.2380952380952381, -0.01812555947226566], null], [[-0.30952380952380953, 0.30952380952380953, -0.028342266065527803], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.38095238095238093, 0.2380952380952381, -0.014629460724467254], null], [[-0.38095238095238093, 0.30952380952380953, -0.022875545931836105], null], [[-0.30952380952380953, 0.2380952380952381, -0.01812555947226566], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.38095238095238093, 0.30952380952380953, -0.022875545931836105], null], [[-0.38095238095238093, 0.380952380952381, -0.021140183251838602], null], [[-0.30952380952380953, 0.30952380952380953, -0.028342266065527803], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, 0.2380952380952381, -0.01812555947226566], null], [[-0.30952380952380953, 0.30952380952380953, -0.028342266065527803], null], [[-0.23809523809523814, 0.2380952380952381, -0.022457144003481602], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.38095238095238093, 0.30952380952380953, -0.022875545931836105], null], [[-0.30952380952380953, 0.2380952380952381, -0.01812555947226566], null], [[-0.30952380952380953, 0.30952380952380953, -0.028342266065527803], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.38095238095238093, 0.2380952380952381, -0.014629460724467254], null], [[-0.30952380952380953, 0.16666666666666666, 1.7800939425384928e-18], null], [[-0.30952380952380953, 0.2380952380952381, -0.01812555947226566], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, 0.16666666666666666, 1.7800939425384928e-18], null], [[-0.23809523809523814, 0.09523809523809525, 0.022457144003481606], null], [[-0.23809523809523814, 0.16666666666666666, 2.2054947362303584e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, 0.2380952380952381, -0.01812555947226566], null], [[-0.23809523809523814, 0.16666666666666666, 2.2054947362303584e-18], null], [[-0.23809523809523814, 0.2380952380952381, -0.022457144003481602], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, 0.16666666666666666, 1.7800939425384928e-18], null], [[-0.30952380952380953, 0.2380952380952381, -0.01812555947226566], null], [[-0.23809523809523814, 0.16666666666666666, 2.2054947362303584e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.38095238095238093, 0.380952380952381, -0.021140183251838602], null], [[-0.30952380952380953, 0.30952380952380953, -0.028342266065527803], null], [[-0.30952380952380953, 0.380952380952381, -0.026192192316764215], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, 0.30952380952380953, -0.028342266065527803], null], [[-0.23809523809523814, 0.2380952380952381, -0.022457144003481602], null], [[-0.23809523809523814, 0.30952380952380953, -0.03511540437648009], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, 0.380952380952381, -0.026192192316764215], null], [[-0.23809523809523814, 0.30952380952380953, -0.03511540437648009], null], [[-0.23809523809523814, 0.380952380952381, -0.032451513318773946], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, 0.30952380952380953, -0.028342266065527803], null], [[-0.30952380952380953, 0.380952380952381, -0.026192192316764215], null], [[-0.23809523809523814, 0.30952380952380953, -0.03511540437648009], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.38095238095238093, 0.380952380952381, -0.021140183251838602], null], [[-0.30952380952380953, 0.380952380952381, -0.026192192316764215], null], [[-0.30952380952380953, 0.4523809523809524, -0.012613495030679213], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, 0.380952380952381, -0.026192192316764215], null], [[-0.23809523809523814, 0.380952380952381, -0.032451513318773946], null], [[-0.23809523809523814, 0.4523809523809524, -0.015627825156216007], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, 0.4523809523809524, -0.012613495030679213], null], [[-0.23809523809523814, 0.4523809523809524, -0.015627825156216007], null], [[-0.23809523809523814, 0.5238095238095238, 0.008014861899502887], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, 0.380952380952381, -0.026192192316764215], null], [[-0.30952380952380953, 0.4523809523809524, -0.012613495030679213], null], [[-0.23809523809523814, 0.4523809523809524, -0.015627825156216007], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.38095238095238093, 0.380952380952381, -0.021140183251838602], null], [[-0.30952380952380953, 0.380952380952381, -0.026192192316764215], null], [[-0.30952380952380953, 0.4523809523809524, -0.012613495030679213], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, 0.380952380952381, -0.026192192316764215], null], [[-0.23809523809523814, 0.380952380952381, -0.032451513318773946], null], [[-0.23809523809523814, 0.4523809523809524, -0.015627825156216007], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, 0.4523809523809524, -0.012613495030679213], null], [[-0.23809523809523814, 0.4523809523809524, -0.015627825156216007], null], [[-0.23809523809523814, 0.5238095238095238, 0.008014861899502887], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, 0.380952380952381, -0.026192192316764215], null], [[-0.30952380952380953, 0.4523809523809524, -0.012613495030679213], null], [[-0.23809523809523814, 0.4523809523809524, -0.015627825156216007], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.38095238095238093, 0.380952380952381, -0.021140183251838602], null], [[-0.30952380952380953, 0.30952380952380953, -0.028342266065527803], null], [[-0.30952380952380953, 0.380952380952381, -0.026192192316764215], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, 0.30952380952380953, -0.028342266065527803], null], [[-0.23809523809523814, 0.2380952380952381, -0.022457144003481602], null], [[-0.23809523809523814, 0.30952380952380953, -0.03511540437648009], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, 0.380952380952381, -0.026192192316764215], null], [[-0.23809523809523814, 0.30952380952380953, -0.03511540437648009], null], [[-0.23809523809523814, 0.380952380952381, -0.032451513318773946], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, 0.30952380952380953, -0.028342266065527803], null], [[-0.30952380952380953, 0.380952380952381, -0.026192192316764215], null], [[-0.23809523809523814, 0.30952380952380953, -0.03511540437648009], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.38095238095238093, 0.380952380952381, -0.021140183251838602], null], [[-0.30952380952380953, 0.380952380952381, -0.026192192316764215], null], [[-0.30952380952380953, 0.4523809523809524, -0.012613495030679213], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, 0.380952380952381, -0.026192192316764215], null], [[-0.23809523809523814, 0.380952380952381, -0.032451513318773946], null], [[-0.23809523809523814, 0.4523809523809524, -0.015627825156216007], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, 0.4523809523809524, -0.012613495030679213], null], [[-0.23809523809523814, 0.4523809523809524, -0.015627825156216007], null], [[-0.23809523809523814, 0.5238095238095238, 0.008014861899502887], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, 0.380952380952381, -0.026192192316764215], null], [[-0.30952380952380953, 0.4523809523809524, -0.012613495030679213], null], [[-0.23809523809523814, 0.4523809523809524, -0.015627825156216007], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.38095238095238093, 0.380952380952381, -0.021140183251838602], null], [[-0.38095238095238093, 0.4523809523809524, -0.010180575691025479], null], [[-0.30952380952380953, 0.4523809523809524, -0.012613495030679213], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.38095238095238093, 0.4523809523809524, -0.010180575691025479], null], [[-0.38095238095238093, 0.5238095238095238, 0.005221194082053728], null], [[-0.30952380952380953, 0.5238095238095238, 0.006468937278886106], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, 0.4523809523809524, -0.012613495030679213], null], [[-0.30952380952380953, 0.5238095238095238, 0.006468937278886106], null], [[-0.23809523809523814, 0.5238095238095238, 0.008014861899502887], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.38095238095238093, 0.4523809523809524, -0.010180575691025479], null], [[-0.30952380952380953, 0.4523809523809524, -0.012613495030679213], null], [[-0.30952380952380953, 0.5238095238095238, 0.006468937278886106], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.38095238095238093, 0.380952380952381, -0.021140183251838602], null], [[-0.30952380952380953, 0.380952380952381, -0.026192192316764215], null], [[-0.30952380952380953, 0.4523809523809524, -0.012613495030679213], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, 0.380952380952381, -0.026192192316764215], null], [[-0.23809523809523814, 0.380952380952381, -0.032451513318773946], null], [[-0.23809523809523814, 0.4523809523809524, -0.015627825156216007], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, 0.4523809523809524, -0.012613495030679213], null], [[-0.23809523809523814, 0.4523809523809524, -0.015627825156216007], null], [[-0.23809523809523814, 0.5238095238095238, 0.008014861899502887], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, 0.380952380952381, -0.026192192316764215], null], [[-0.30952380952380953, 0.4523809523809524, -0.012613495030679213], null], [[-0.23809523809523814, 0.4523809523809524, -0.015627825156216007], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.23809523809523814, 0.380952380952381, -0.032451513318773946], null], [[-0.23809523809523814, 0.4523809523809524, -0.015627825156216007], null], [[-0.16666666666666669, 0.4523809523809524, -0.019362509639020063], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.23809523809523814, 0.4523809523809524, -0.015627825156216007], null], [[-0.23809523809523814, 0.5238095238095238, 0.008014861899502887], null], [[-0.16666666666666669, 0.5238095238095238, 0.009930226326010113], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, 0.4523809523809524, -0.019362509639020063], null], [[-0.16666666666666669, 0.5238095238095238, 0.009930226326010113], null], [[-0.09523809523809526, 0.5238095238095238, 0.01230331802621583], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.23809523809523814, 0.4523809523809524, -0.015627825156216007], null], [[-0.16666666666666669, 0.4523809523809524, -0.019362509639020063], null], [[-0.16666666666666669, 0.5238095238095238, 0.009930226326010113], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.38095238095238093, 0.380952380952381, -0.021140183251838602], null], [[-0.38095238095238093, 0.4523809523809524, -0.010180575691025479], null], [[-0.30952380952380953, 0.4523809523809524, -0.012613495030679213], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.38095238095238093, 0.4523809523809524, -0.010180575691025479], null], [[-0.38095238095238093, 0.5238095238095238, 0.005221194082053728], null], [[-0.30952380952380953, 0.5238095238095238, 0.006468937278886106], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, 0.4523809523809524, -0.012613495030679213], null], [[-0.30952380952380953, 0.5238095238095238, 0.006468937278886106], null], [[-0.23809523809523814, 0.5238095238095238, 0.008014861899502887], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.38095238095238093, 0.4523809523809524, -0.010180575691025479], null], [[-0.30952380952380953, 0.4523809523809524, -0.012613495030679213], null], [[-0.30952380952380953, 0.5238095238095238, 0.006468937278886106], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.38095238095238093, 0.380952380952381, -0.021140183251838602], null], [[-0.30952380952380953, 0.380952380952381, -0.026192192316764215], null], [[-0.30952380952380953, 0.4523809523809524, -0.012613495030679213], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, 0.380952380952381, -0.026192192316764215], null], [[-0.23809523809523814, 0.380952380952381, -0.032451513318773946], null], [[-0.23809523809523814, 0.4523809523809524, -0.015627825156216007], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, 0.4523809523809524, -0.012613495030679213], null], [[-0.23809523809523814, 0.4523809523809524, -0.015627825156216007], null], [[-0.23809523809523814, 0.5238095238095238, 0.008014861899502887], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, 0.380952380952381, -0.026192192316764215], null], [[-0.30952380952380953, 0.4523809523809524, -0.012613495030679213], null], [[-0.23809523809523814, 0.4523809523809524, -0.015627825156216007], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.23809523809523814, -0.3333333333333333, -0.036018462429590475], null], [[-0.16666666666666669, -0.3333333333333333, -0.04462603202968596], null], [[-0.16666666666666669, -0.2619047619047619, -0.034890036778435156], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, -0.3333333333333333, -0.04462603202968596], null], [[-0.09523809523809526, -0.3333333333333333, -0.05529060932591288], null], [[-0.09523809523809526, -0.2619047619047619, -0.04322793905583914], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, -0.2619047619047619, -0.034890036778435156], null], [[-0.09523809523809526, -0.2619047619047619, -0.04322793905583914], null], [[-0.09523809523809526, -0.1904761904761905, -0.012303318026215837], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, -0.3333333333333333, -0.04462603202968596], null], [[-0.16666666666666669, -0.2619047619047619, -0.034890036778435156], null], [[-0.09523809523809526, -0.2619047619047619, -0.04322793905583914], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.23809523809523814, -0.3333333333333333, -0.036018462429590475], null], [[-0.23809523809523814, -0.2619047619047619, -0.028160367877545757], null], [[-0.16666666666666669, -0.2619047619047619, -0.034890036778435156], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.23809523809523814, -0.2619047619047619, -0.028160367877545757], null], [[-0.23809523809523814, -0.1904761904761905, -0.00801486189950289], null], [[-0.16666666666666669, -0.1904761904761905, -0.009930226326010119], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, -0.2619047619047619, -0.034890036778435156], null], [[-0.16666666666666669, -0.1904761904761905, -0.009930226326010119], null], [[-0.09523809523809526, -0.1904761904761905, -0.012303318026215837], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.23809523809523814, -0.2619047619047619, -0.028160367877545757], null], [[-0.16666666666666669, -0.2619047619047619, -0.034890036778435156], null], [[-0.16666666666666669, -0.1904761904761905, -0.009930226326010119], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.23809523809523814, -0.3333333333333333, -0.036018462429590475], null], [[-0.23809523809523814, -0.2619047619047619, -0.028160367877545757], null], [[-0.16666666666666669, -0.2619047619047619, -0.034890036778435156], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.23809523809523814, -0.2619047619047619, -0.028160367877545757], null], [[-0.23809523809523814, -0.1904761904761905, -0.00801486189950289], null], [[-0.16666666666666669, -0.1904761904761905, -0.009930226326010119], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, -0.2619047619047619, -0.034890036778435156], null], [[-0.16666666666666669, -0.1904761904761905, -0.009930226326010119], null], [[-0.09523809523809526, -0.1904761904761905, -0.012303318026215837], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.23809523809523814, -0.2619047619047619, -0.028160367877545757], null], [[-0.16666666666666669, -0.2619047619047619, -0.034890036778435156], null], [[-0.16666666666666669, -0.1904761904761905, -0.009930226326010119], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.23809523809523814, -0.3333333333333333, -0.036018462429590475], null], [[-0.16666666666666669, -0.3333333333333333, -0.04462603202968596], null], [[-0.16666666666666669, -0.2619047619047619, -0.034890036778435156], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, -0.3333333333333333, -0.04462603202968596], null], [[-0.09523809523809526, -0.3333333333333333, -0.05529060932591288], null], [[-0.09523809523809526, -0.2619047619047619, -0.04322793905583914], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, -0.2619047619047619, -0.034890036778435156], null], [[-0.09523809523809526, -0.2619047619047619, -0.04322793905583914], null], [[-0.09523809523809526, -0.1904761904761905, -0.012303318026215837], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, -0.3333333333333333, -0.04462603202968596], null], [[-0.16666666666666669, -0.2619047619047619, -0.034890036778435156], null], [[-0.09523809523809526, -0.2619047619047619, -0.04322793905583914], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.23809523809523814, -0.1904761904761905, -0.00801486189950289], null], [[-0.23809523809523814, -0.11904761904761905, 0.015627825156216003], null], [[-0.16666666666666669, -0.1904761904761905, -0.009930226326010119], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.23809523809523814, -0.11904761904761905, 0.015627825156216003], null], [[-0.23809523809523814, -0.04761904761904762, 0.032451513318773946], null], [[-0.16666666666666669, -0.11904761904761905, 0.01936250963902006], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, -0.1904761904761905, -0.009930226326010119], null], [[-0.16666666666666669, -0.11904761904761905, 0.01936250963902006], null], [[-0.09523809523809526, -0.1904761904761905, -0.012303318026215837], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.23809523809523814, -0.11904761904761905, 0.015627825156216003], null], [[-0.16666666666666669, -0.1904761904761905, -0.009930226326010119], null], [[-0.16666666666666669, -0.11904761904761905, 0.01936250963902006], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.38095238095238093, -0.04761904761904762, 0.021140183251838602], null], [[-0.30952380952380953, -0.11904761904761905, 0.012613495030679208], null], [[-0.30952380952380953, -0.04761904761904762, 0.026192192316764215], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, -0.11904761904761905, 0.012613495030679208], null], [[-0.23809523809523814, -0.1904761904761905, -0.00801486189950289], null], [[-0.23809523809523814, -0.11904761904761905, 0.015627825156216003], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, -0.04761904761904762, 0.026192192316764215], null], [[-0.23809523809523814, -0.11904761904761905, 0.015627825156216003], null], [[-0.23809523809523814, -0.04761904761904762, 0.032451513318773946], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, -0.11904761904761905, 0.012613495030679208], null], [[-0.30952380952380953, -0.04761904761904762, 0.026192192316764215], null], [[-0.23809523809523814, -0.11904761904761905, 0.015627825156216003], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.23809523809523814, -0.1904761904761905, -0.00801486189950289], null], [[-0.23809523809523814, -0.11904761904761905, 0.015627825156216003], null], [[-0.16666666666666669, -0.1904761904761905, -0.009930226326010119], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.23809523809523814, -0.11904761904761905, 0.015627825156216003], null], [[-0.23809523809523814, -0.04761904761904762, 0.032451513318773946], null], [[-0.16666666666666669, -0.11904761904761905, 0.01936250963902006], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, -0.1904761904761905, -0.009930226326010119], null], [[-0.16666666666666669, -0.11904761904761905, 0.01936250963902006], null], [[-0.09523809523809526, -0.1904761904761905, -0.012303318026215837], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.23809523809523814, -0.11904761904761905, 0.015627825156216003], null], [[-0.16666666666666669, -0.1904761904761905, -0.009930226326010119], null], [[-0.16666666666666669, -0.11904761904761905, 0.01936250963902006], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.23809523809523814, -0.04761904761904762, 0.032451513318773946], null], [[-0.16666666666666669, -0.11904761904761905, 0.01936250963902006], null], [[-0.16666666666666669, -0.04761904761904762, 0.040206665556763256], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, -0.11904761904761905, 0.01936250963902006], null], [[-0.09523809523809526, -0.1904761904761905, -0.012303318026215837], null], [[-0.09523809523809526, -0.11904761904761905, 0.02398969631241521], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, -0.04761904761904762, 0.040206665556763256], null], [[-0.09523809523809526, -0.11904761904761905, 0.02398969631241521], null], [[-0.09523809523809526, -0.04761904761904762, 0.04981511769000266], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, -0.11904761904761905, 0.01936250963902006], null], [[-0.16666666666666669, -0.04761904761904762, 0.040206665556763256], null], [[-0.09523809523809526, -0.11904761904761905, 0.02398969631241521], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.23809523809523814, -0.04761904761904762, 0.032451513318773946], null], [[-0.16666666666666669, -0.11904761904761905, 0.01936250963902006], null], [[-0.16666666666666669, -0.04761904761904762, 0.040206665556763256], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, -0.11904761904761905, 0.01936250963902006], null], [[-0.09523809523809526, -0.1904761904761905, -0.012303318026215837], null], [[-0.09523809523809526, -0.11904761904761905, 0.02398969631241521], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, -0.04761904761904762, 0.040206665556763256], null], [[-0.09523809523809526, -0.11904761904761905, 0.02398969631241521], null], [[-0.09523809523809526, -0.04761904761904762, 0.04981511769000266], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, -0.11904761904761905, 0.01936250963902006], null], [[-0.16666666666666669, -0.04761904761904762, 0.040206665556763256], null], [[-0.09523809523809526, -0.11904761904761905, 0.02398969631241521], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.23809523809523814, -0.1904761904761905, -0.00801486189950289], null], [[-0.23809523809523814, -0.11904761904761905, 0.015627825156216003], null], [[-0.16666666666666669, -0.1904761904761905, -0.009930226326010119], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.23809523809523814, -0.11904761904761905, 0.015627825156216003], null], [[-0.23809523809523814, -0.04761904761904762, 0.032451513318773946], null], [[-0.16666666666666669, -0.11904761904761905, 0.01936250963902006], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, -0.1904761904761905, -0.009930226326010119], null], [[-0.16666666666666669, -0.11904761904761905, 0.01936250963902006], null], [[-0.09523809523809526, -0.1904761904761905, -0.012303318026215837], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.23809523809523814, -0.11904761904761905, 0.015627825156216003], null], [[-0.16666666666666669, -0.1904761904761905, -0.009930226326010119], null], [[-0.16666666666666669, -0.11904761904761905, 0.01936250963902006], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.23809523809523814, -0.04761904761904762, 0.032451513318773946], null], [[-0.16666666666666669, -0.11904761904761905, 0.01936250963902006], null], [[-0.16666666666666669, -0.04761904761904762, 0.040206665556763256], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, -0.11904761904761905, 0.01936250963902006], null], [[-0.09523809523809526, -0.1904761904761905, -0.012303318026215837], null], [[-0.09523809523809526, -0.11904761904761905, 0.02398969631241521], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, -0.04761904761904762, 0.040206665556763256], null], [[-0.09523809523809526, -0.11904761904761905, 0.02398969631241521], null], [[-0.09523809523809526, -0.04761904761904762, 0.04981511769000266], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, -0.11904761904761905, 0.01936250963902006], null], [[-0.16666666666666669, -0.04761904761904762, 0.040206665556763256], null], [[-0.09523809523809526, -0.11904761904761905, 0.02398969631241521], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.23809523809523814, -0.04761904761904762, 0.032451513318773946], null], [[-0.16666666666666669, -0.04761904761904762, 0.040206665556763256], null], [[-0.16666666666666669, 0.02380952380952381, 0.04350716423566092], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, -0.04761904761904762, 0.040206665556763256], null], [[-0.09523809523809526, -0.04761904761904762, 0.04981511769000266], null], [[-0.09523809523809526, 0.02380952380952381, 0.053904358313373105], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, 0.02380952380952381, 0.04350716423566092], null], [[-0.09523809523809526, 0.02380952380952381, 0.053904358313373105], null], [[-0.09523809523809526, 0.09523809523809525, 0.034473131053262066], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, -0.04761904761904762, 0.040206665556763256], null], [[-0.16666666666666669, 0.02380952380952381, 0.04350716423566092], null], [[-0.09523809523809526, 0.02380952380952381, 0.053904358313373105], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.23809523809523814, -0.04761904761904762, 0.032451513318773946], null], [[-0.16666666666666669, -0.11904761904761905, 0.01936250963902006], null], [[-0.16666666666666669, -0.04761904761904762, 0.040206665556763256], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, -0.11904761904761905, 0.01936250963902006], null], [[-0.09523809523809526, -0.1904761904761905, -0.012303318026215837], null], [[-0.09523809523809526, -0.11904761904761905, 0.02398969631241521], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, -0.04761904761904762, 0.040206665556763256], null], [[-0.09523809523809526, -0.11904761904761905, 0.02398969631241521], null], [[-0.09523809523809526, -0.04761904761904762, 0.04981511769000266], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, -0.11904761904761905, 0.01936250963902006], null], [[-0.16666666666666669, -0.04761904761904762, 0.040206665556763256], null], [[-0.09523809523809526, -0.11904761904761905, 0.02398969631241521], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, -0.1904761904761905, -0.012303318026215837], null], [[-0.09523809523809526, -0.11904761904761905, 0.02398969631241521], null], [[-0.023809523809523836, -0.1904761904761905, -0.015243523106590402], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, -0.11904761904761905, 0.02398969631241521], null], [[-0.09523809523809526, -0.04761904761904762, 0.04981511769000266], null], [[-0.023809523809523836, -0.11904761904761905, 0.029722672313207143], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, -0.1904761904761905, -0.015243523106590402], null], [[-0.023809523809523836, -0.11904761904761905, 0.029722672313207143], null], [[0.047619047619047596, -0.1904761904761905, -0.01888636839314675], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, -0.11904761904761905, 0.02398969631241521], null], [[-0.023809523809523836, -0.1904761904761905, -0.015243523106590402], null], [[-0.023809523809523836, -0.11904761904761905, 0.029722672313207143], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.23809523809523814, -0.04761904761904762, 0.032451513318773946], null], [[-0.16666666666666669, -0.04761904761904762, 0.040206665556763256], null], [[-0.16666666666666669, 0.02380952380952381, 0.04350716423566092], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, -0.04761904761904762, 0.040206665556763256], null], [[-0.09523809523809526, -0.04761904761904762, 0.04981511769000266], null], [[-0.09523809523809526, 0.02380952380952381, 0.053904358313373105], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, 0.02380952380952381, 0.04350716423566092], null], [[-0.09523809523809526, 0.02380952380952381, 0.053904358313373105], null], [[-0.09523809523809526, 0.09523809523809525, 0.034473131053262066], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, -0.04761904761904762, 0.040206665556763256], null], [[-0.16666666666666669, 0.02380952380952381, 0.04350716423566092], null], [[-0.09523809523809526, 0.02380952380952381, 0.053904358313373105], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.23809523809523814, -0.04761904761904762, 0.032451513318773946], null], [[-0.16666666666666669, -0.11904761904761905, 0.01936250963902006], null], [[-0.16666666666666669, -0.04761904761904762, 0.040206665556763256], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, -0.11904761904761905, 0.01936250963902006], null], [[-0.09523809523809526, -0.1904761904761905, -0.012303318026215837], null], [[-0.09523809523809526, -0.11904761904761905, 0.02398969631241521], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, -0.04761904761904762, 0.040206665556763256], null], [[-0.09523809523809526, -0.11904761904761905, 0.02398969631241521], null], [[-0.09523809523809526, -0.04761904761904762, 0.04981511769000266], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, -0.11904761904761905, 0.01936250963902006], null], [[-0.16666666666666669, -0.04761904761904762, 0.040206665556763256], null], [[-0.09523809523809526, -0.11904761904761905, 0.02398969631241521], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.23809523809523814, -0.04761904761904762, 0.032451513318773946], null], [[-0.23809523809523814, 0.02380952380952381, 0.03511540437648009], null], [[-0.16666666666666669, 0.02380952380952381, 0.04350716423566092], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.23809523809523814, 0.02380952380952381, 0.03511540437648009], null], [[-0.23809523809523814, 0.09523809523809525, 0.022457144003481606], null], [[-0.16666666666666669, 0.09523809523809525, 0.027823875867930396], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, 0.02380952380952381, 0.04350716423566092], null], [[-0.16666666666666669, 0.09523809523809525, 0.027823875867930396], null], [[-0.09523809523809526, 0.09523809523809525, 0.034473131053262066], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.23809523809523814, 0.02380952380952381, 0.03511540437648009], null], [[-0.16666666666666669, 0.02380952380952381, 0.04350716423566092], null], [[-0.16666666666666669, 0.09523809523809525, 0.027823875867930396], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.23809523809523814, 0.09523809523809525, 0.022457144003481606], null], [[-0.16666666666666669, 0.09523809523809525, 0.027823875867930396], null], [[-0.16666666666666669, 0.16666666666666666, 2.7325563641901087e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, 0.09523809523809525, 0.027823875867930396], null], [[-0.09523809523809526, 0.09523809523809525, 0.034473131053262066], null], [[-0.09523809523809526, 0.16666666666666666, 3.3855733866943e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, 0.16666666666666666, 2.7325563641901087e-18], null], [[-0.09523809523809526, 0.16666666666666666, 3.3855733866943e-18], null], [[-0.09523809523809526, 0.2380952380952381, -0.03447313105326206], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, 0.09523809523809525, 0.027823875867930396], null], [[-0.16666666666666669, 0.16666666666666666, 2.7325563641901087e-18], null], [[-0.09523809523809526, 0.16666666666666666, 3.3855733866943e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.23809523809523814, 0.09523809523809525, 0.022457144003481606], null], [[-0.16666666666666669, 0.09523809523809525, 0.027823875867930396], null], [[-0.16666666666666669, 0.16666666666666666, 2.7325563641901087e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, 0.09523809523809525, 0.027823875867930396], null], [[-0.09523809523809526, 0.09523809523809525, 0.034473131053262066], null], [[-0.09523809523809526, 0.16666666666666666, 3.3855733866943e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, 0.16666666666666666, 2.7325563641901087e-18], null], [[-0.09523809523809526, 0.16666666666666666, 3.3855733866943e-18], null], [[-0.09523809523809526, 0.2380952380952381, -0.03447313105326206], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, 0.09523809523809525, 0.027823875867930396], null], [[-0.16666666666666669, 0.16666666666666666, 2.7325563641901087e-18], null], [[-0.09523809523809526, 0.16666666666666666, 3.3855733866943e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.23809523809523814, -0.04761904761904762, 0.032451513318773946], null], [[-0.23809523809523814, 0.02380952380952381, 0.03511540437648009], null], [[-0.16666666666666669, 0.02380952380952381, 0.04350716423566092], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.23809523809523814, 0.02380952380952381, 0.03511540437648009], null], [[-0.23809523809523814, 0.09523809523809525, 0.022457144003481606], null], [[-0.16666666666666669, 0.09523809523809525, 0.027823875867930396], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, 0.02380952380952381, 0.04350716423566092], null], [[-0.16666666666666669, 0.09523809523809525, 0.027823875867930396], null], [[-0.09523809523809526, 0.09523809523809525, 0.034473131053262066], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.23809523809523814, 0.02380952380952381, 0.03511540437648009], null], [[-0.16666666666666669, 0.02380952380952381, 0.04350716423566092], null], [[-0.16666666666666669, 0.09523809523809525, 0.027823875867930396], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.23809523809523814, 0.09523809523809525, 0.022457144003481606], null], [[-0.16666666666666669, 0.09523809523809525, 0.027823875867930396], null], [[-0.16666666666666669, 0.16666666666666666, 2.7325563641901087e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, 0.09523809523809525, 0.027823875867930396], null], [[-0.09523809523809526, 0.09523809523809525, 0.034473131053262066], null], [[-0.09523809523809526, 0.16666666666666666, 3.3855733866943e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, 0.16666666666666666, 2.7325563641901087e-18], null], [[-0.09523809523809526, 0.16666666666666666, 3.3855733866943e-18], null], [[-0.09523809523809526, 0.2380952380952381, -0.03447313105326206], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, 0.09523809523809525, 0.027823875867930396], null], [[-0.16666666666666669, 0.16666666666666666, 2.7325563641901087e-18], null], [[-0.09523809523809526, 0.16666666666666666, 3.3855733866943e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.23809523809523814, 0.09523809523809525, 0.022457144003481606], null], [[-0.23809523809523814, 0.16666666666666666, 2.2054947362303584e-18], null], [[-0.16666666666666669, 0.16666666666666666, 2.7325563641901087e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.23809523809523814, 0.16666666666666666, 2.2054947362303584e-18], null], [[-0.23809523809523814, 0.2380952380952381, -0.022457144003481602], null], [[-0.16666666666666669, 0.2380952380952381, -0.027823875867930392], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, 0.16666666666666666, 2.7325563641901087e-18], null], [[-0.16666666666666669, 0.2380952380952381, -0.027823875867930392], null], [[-0.09523809523809526, 0.2380952380952381, -0.03447313105326206], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.23809523809523814, 0.16666666666666666, 2.2054947362303584e-18], null], [[-0.16666666666666669, 0.16666666666666666, 2.7325563641901087e-18], null], [[-0.16666666666666669, 0.2380952380952381, -0.027823875867930392], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.23809523809523814, 0.09523809523809525, 0.022457144003481606], null], [[-0.23809523809523814, 0.16666666666666666, 2.2054947362303584e-18], null], [[-0.16666666666666669, 0.16666666666666666, 2.7325563641901087e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.23809523809523814, 0.16666666666666666, 2.2054947362303584e-18], null], [[-0.23809523809523814, 0.2380952380952381, -0.022457144003481602], null], [[-0.16666666666666669, 0.2380952380952381, -0.027823875867930392], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, 0.16666666666666666, 2.7325563641901087e-18], null], [[-0.16666666666666669, 0.2380952380952381, -0.027823875867930392], null], [[-0.09523809523809526, 0.2380952380952381, -0.03447313105326206], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.23809523809523814, 0.16666666666666666, 2.2054947362303584e-18], null], [[-0.16666666666666669, 0.16666666666666666, 2.7325563641901087e-18], null], [[-0.16666666666666669, 0.2380952380952381, -0.027823875867930392], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.23809523809523814, 0.09523809523809525, 0.022457144003481606], null], [[-0.16666666666666669, 0.09523809523809525, 0.027823875867930396], null], [[-0.16666666666666669, 0.16666666666666666, 2.7325563641901087e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, 0.09523809523809525, 0.027823875867930396], null], [[-0.09523809523809526, 0.09523809523809525, 0.034473131053262066], null], [[-0.09523809523809526, 0.16666666666666666, 3.3855733866943e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, 0.16666666666666666, 2.7325563641901087e-18], null], [[-0.09523809523809526, 0.16666666666666666, 3.3855733866943e-18], null], [[-0.09523809523809526, 0.2380952380952381, -0.03447313105326206], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, 0.09523809523809525, 0.027823875867930396], null], [[-0.16666666666666669, 0.16666666666666666, 2.7325563641901087e-18], null], [[-0.09523809523809526, 0.16666666666666666, 3.3855733866943e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.23809523809523814, 0.380952380952381, -0.032451513318773946], null], [[-0.16666666666666669, 0.30952380952380953, -0.04350716423566092], null], [[-0.16666666666666669, 0.380952380952381, -0.040206665556763256], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, 0.30952380952380953, -0.04350716423566092], null], [[-0.09523809523809526, 0.2380952380952381, -0.03447313105326206], null], [[-0.09523809523809526, 0.30952380952380953, -0.053904358313373105], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, 0.380952380952381, -0.040206665556763256], null], [[-0.09523809523809526, 0.30952380952380953, -0.053904358313373105], null], [[-0.09523809523809526, 0.380952380952381, -0.04981511769000266], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, 0.30952380952380953, -0.04350716423566092], null], [[-0.16666666666666669, 0.380952380952381, -0.040206665556763256], null], [[-0.09523809523809526, 0.30952380952380953, -0.053904358313373105], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.23809523809523814, 0.380952380952381, -0.032451513318773946], null], [[-0.16666666666666669, 0.380952380952381, -0.040206665556763256], null], [[-0.16666666666666669, 0.4523809523809524, -0.019362509639020063], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, 0.380952380952381, -0.040206665556763256], null], [[-0.09523809523809526, 0.380952380952381, -0.04981511769000266], null], [[-0.09523809523809526, 0.4523809523809524, -0.023989696312415217], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, 0.4523809523809524, -0.019362509639020063], null], [[-0.09523809523809526, 0.4523809523809524, -0.023989696312415217], null], [[-0.09523809523809526, 0.5238095238095238, 0.01230331802621583], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, 0.380952380952381, -0.040206665556763256], null], [[-0.16666666666666669, 0.4523809523809524, -0.019362509639020063], null], [[-0.09523809523809526, 0.4523809523809524, -0.023989696312415217], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.23809523809523814, 0.380952380952381, -0.032451513318773946], null], [[-0.16666666666666669, 0.380952380952381, -0.040206665556763256], null], [[-0.16666666666666669, 0.4523809523809524, -0.019362509639020063], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, 0.380952380952381, -0.040206665556763256], null], [[-0.09523809523809526, 0.380952380952381, -0.04981511769000266], null], [[-0.09523809523809526, 0.4523809523809524, -0.023989696312415217], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, 0.4523809523809524, -0.019362509639020063], null], [[-0.09523809523809526, 0.4523809523809524, -0.023989696312415217], null], [[-0.09523809523809526, 0.5238095238095238, 0.01230331802621583], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, 0.380952380952381, -0.040206665556763256], null], [[-0.16666666666666669, 0.4523809523809524, -0.019362509639020063], null], [[-0.09523809523809526, 0.4523809523809524, -0.023989696312415217], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.23809523809523814, 0.380952380952381, -0.032451513318773946], null], [[-0.16666666666666669, 0.30952380952380953, -0.04350716423566092], null], [[-0.16666666666666669, 0.380952380952381, -0.040206665556763256], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, 0.30952380952380953, -0.04350716423566092], null], [[-0.09523809523809526, 0.2380952380952381, -0.03447313105326206], null], [[-0.09523809523809526, 0.30952380952380953, -0.053904358313373105], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, 0.380952380952381, -0.040206665556763256], null], [[-0.09523809523809526, 0.30952380952380953, -0.053904358313373105], null], [[-0.09523809523809526, 0.380952380952381, -0.04981511769000266], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, 0.30952380952380953, -0.04350716423566092], null], [[-0.16666666666666669, 0.380952380952381, -0.040206665556763256], null], [[-0.09523809523809526, 0.30952380952380953, -0.053904358313373105], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.23809523809523814, 0.380952380952381, -0.032451513318773946], null], [[-0.16666666666666669, 0.380952380952381, -0.040206665556763256], null], [[-0.16666666666666669, 0.4523809523809524, -0.019362509639020063], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, 0.380952380952381, -0.040206665556763256], null], [[-0.09523809523809526, 0.380952380952381, -0.04981511769000266], null], [[-0.09523809523809526, 0.4523809523809524, -0.023989696312415217], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, 0.4523809523809524, -0.019362509639020063], null], [[-0.09523809523809526, 0.4523809523809524, -0.023989696312415217], null], [[-0.09523809523809526, 0.5238095238095238, 0.01230331802621583], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, 0.380952380952381, -0.040206665556763256], null], [[-0.16666666666666669, 0.4523809523809524, -0.019362509639020063], null], [[-0.09523809523809526, 0.4523809523809524, -0.023989696312415217], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.23809523809523814, 0.380952380952381, -0.032451513318773946], null], [[-0.23809523809523814, 0.4523809523809524, -0.015627825156216007], null], [[-0.16666666666666669, 0.4523809523809524, -0.019362509639020063], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.23809523809523814, 0.4523809523809524, -0.015627825156216007], null], [[-0.23809523809523814, 0.5238095238095238, 0.008014861899502887], null], [[-0.16666666666666669, 0.5238095238095238, 0.009930226326010113], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, 0.4523809523809524, -0.019362509639020063], null], [[-0.16666666666666669, 0.5238095238095238, 0.009930226326010113], null], [[-0.09523809523809526, 0.5238095238095238, 0.01230331802621583], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.23809523809523814, 0.4523809523809524, -0.015627825156216007], null], [[-0.16666666666666669, 0.4523809523809524, -0.019362509639020063], null], [[-0.16666666666666669, 0.5238095238095238, 0.009930226326010113], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.23809523809523814, 0.380952380952381, -0.032451513318773946], null], [[-0.16666666666666669, 0.380952380952381, -0.040206665556763256], null], [[-0.16666666666666669, 0.4523809523809524, -0.019362509639020063], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, 0.380952380952381, -0.040206665556763256], null], [[-0.09523809523809526, 0.380952380952381, -0.04981511769000266], null], [[-0.09523809523809526, 0.4523809523809524, -0.023989696312415217], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, 0.4523809523809524, -0.019362509639020063], null], [[-0.09523809523809526, 0.4523809523809524, -0.023989696312415217], null], [[-0.09523809523809526, 0.5238095238095238, 0.01230331802621583], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, 0.380952380952381, -0.040206665556763256], null], [[-0.16666666666666669, 0.4523809523809524, -0.019362509639020063], null], [[-0.09523809523809526, 0.4523809523809524, -0.023989696312415217], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, 0.380952380952381, -0.04981511769000266], null], [[-0.09523809523809526, 0.4523809523809524, -0.023989696312415217], null], [[-0.023809523809523836, 0.4523809523809524, -0.02972267231320715], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, 0.4523809523809524, -0.023989696312415217], null], [[-0.09523809523809526, 0.5238095238095238, 0.01230331802621583], null], [[-0.023809523809523836, 0.5238095238095238, 0.015243523106590393], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, 0.4523809523809524, -0.02972267231320715], null], [[-0.023809523809523836, 0.5238095238095238, 0.015243523106590393], null], [[0.047619047619047596, 0.5238095238095238, 0.01888636839314674], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, 0.4523809523809524, -0.023989696312415217], null], [[-0.023809523809523836, 0.4523809523809524, -0.02972267231320715], null], [[-0.023809523809523836, 0.5238095238095238, 0.015243523106590393], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.23809523809523814, 0.380952380952381, -0.032451513318773946], null], [[-0.23809523809523814, 0.4523809523809524, -0.015627825156216007], null], [[-0.16666666666666669, 0.4523809523809524, -0.019362509639020063], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.23809523809523814, 0.4523809523809524, -0.015627825156216007], null], [[-0.23809523809523814, 0.5238095238095238, 0.008014861899502887], null], [[-0.16666666666666669, 0.5238095238095238, 0.009930226326010113], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, 0.4523809523809524, -0.019362509639020063], null], [[-0.16666666666666669, 0.5238095238095238, 0.009930226326010113], null], [[-0.09523809523809526, 0.5238095238095238, 0.01230331802621583], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.23809523809523814, 0.4523809523809524, -0.015627825156216007], null], [[-0.16666666666666669, 0.4523809523809524, -0.019362509639020063], null], [[-0.16666666666666669, 0.5238095238095238, 0.009930226326010113], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.38095238095238093, 0.380952380952381, -0.021140183251838602], null], [[-0.30952380952380953, 0.380952380952381, -0.026192192316764215], null], [[-0.30952380952380953, 0.4523809523809524, -0.012613495030679213], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, 0.380952380952381, -0.026192192316764215], null], [[-0.23809523809523814, 0.380952380952381, -0.032451513318773946], null], [[-0.23809523809523814, 0.4523809523809524, -0.015627825156216007], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, 0.4523809523809524, -0.012613495030679213], null], [[-0.23809523809523814, 0.4523809523809524, -0.015627825156216007], null], [[-0.23809523809523814, 0.5238095238095238, 0.008014861899502887], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, 0.380952380952381, -0.026192192316764215], null], [[-0.30952380952380953, 0.4523809523809524, -0.012613495030679213], null], [[-0.23809523809523814, 0.4523809523809524, -0.015627825156216007], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.23809523809523814, 0.380952380952381, -0.032451513318773946], null], [[-0.23809523809523814, 0.4523809523809524, -0.015627825156216007], null], [[-0.16666666666666669, 0.4523809523809524, -0.019362509639020063], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.23809523809523814, 0.4523809523809524, -0.015627825156216007], null], [[-0.23809523809523814, 0.5238095238095238, 0.008014861899502887], null], [[-0.16666666666666669, 0.5238095238095238, 0.009930226326010113], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, 0.4523809523809524, -0.019362509639020063], null], [[-0.16666666666666669, 0.5238095238095238, 0.009930226326010113], null], [[-0.09523809523809526, 0.5238095238095238, 0.01230331802621583], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.23809523809523814, 0.4523809523809524, -0.015627825156216007], null], [[-0.16666666666666669, 0.4523809523809524, -0.019362509639020063], null], [[-0.16666666666666669, 0.5238095238095238, 0.009930226326010113], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.23809523809523814, 0.380952380952381, -0.032451513318773946], null], [[-0.16666666666666669, 0.380952380952381, -0.040206665556763256], null], [[-0.16666666666666669, 0.4523809523809524, -0.019362509639020063], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, 0.380952380952381, -0.040206665556763256], null], [[-0.09523809523809526, 0.380952380952381, -0.04981511769000266], null], [[-0.09523809523809526, 0.4523809523809524, -0.023989696312415217], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, 0.4523809523809524, -0.019362509639020063], null], [[-0.09523809523809526, 0.4523809523809524, -0.023989696312415217], null], [[-0.09523809523809526, 0.5238095238095238, 0.01230331802621583], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, 0.380952380952381, -0.040206665556763256], null], [[-0.16666666666666669, 0.4523809523809524, -0.019362509639020063], null], [[-0.09523809523809526, 0.4523809523809524, -0.023989696312415217], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.23809523809523814, 0.5238095238095238, 0.008014861899502887], null], [[-0.23809523809523814, 0.5952380952380952, 0.02816036787754575], null], [[-0.16666666666666669, 0.5238095238095238, 0.009930226326010113], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.23809523809523814, 0.5952380952380952, 0.02816036787754575], null], [[-0.23809523809523814, 0.6666666666666666, 0.036018462429590475], null], [[-0.16666666666666669, 0.5952380952380952, 0.03489003677843515], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, 0.5238095238095238, 0.009930226326010113], null], [[-0.16666666666666669, 0.5952380952380952, 0.03489003677843515], null], [[-0.09523809523809526, 0.5238095238095238, 0.01230331802621583], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.23809523809523814, 0.5952380952380952, 0.02816036787754575], null], [[-0.16666666666666669, 0.5238095238095238, 0.009930226326010113], null], [[-0.16666666666666669, 0.5952380952380952, 0.03489003677843515], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.23809523809523814, 0.6666666666666666, 0.036018462429590475], null], [[-0.16666666666666669, 0.5952380952380952, 0.03489003677843515], null], [[-0.16666666666666669, 0.6666666666666666, 0.04462603202968596], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, 0.5952380952380952, 0.03489003677843515], null], [[-0.09523809523809526, 0.5238095238095238, 0.01230331802621583], null], [[-0.09523809523809526, 0.5952380952380952, 0.04322793905583913], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, 0.6666666666666666, 0.04462603202968596], null], [[-0.09523809523809526, 0.5952380952380952, 0.04322793905583913], null], [[-0.09523809523809526, 0.6666666666666666, 0.05529060932591288], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, 0.5952380952380952, 0.03489003677843515], null], [[-0.16666666666666669, 0.6666666666666666, 0.04462603202968596], null], [[-0.09523809523809526, 0.5952380952380952, 0.04322793905583913], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.23809523809523814, 0.6666666666666666, 0.036018462429590475], null], [[-0.16666666666666669, 0.5952380952380952, 0.03489003677843515], null], [[-0.16666666666666669, 0.6666666666666666, 0.04462603202968596], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, 0.5952380952380952, 0.03489003677843515], null], [[-0.09523809523809526, 0.5238095238095238, 0.01230331802621583], null], [[-0.09523809523809526, 0.5952380952380952, 0.04322793905583913], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, 0.6666666666666666, 0.04462603202968596], null], [[-0.09523809523809526, 0.5952380952380952, 0.04322793905583913], null], [[-0.09523809523809526, 0.6666666666666666, 0.05529060932591288], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, 0.5952380952380952, 0.03489003677843515], null], [[-0.16666666666666669, 0.6666666666666666, 0.04462603202968596], null], [[-0.09523809523809526, 0.5952380952380952, 0.04322793905583913], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.23809523809523814, 0.5238095238095238, 0.008014861899502887], null], [[-0.23809523809523814, 0.5952380952380952, 0.02816036787754575], null], [[-0.16666666666666669, 0.5238095238095238, 0.009930226326010113], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.23809523809523814, 0.5952380952380952, 0.02816036787754575], null], [[-0.23809523809523814, 0.6666666666666666, 0.036018462429590475], null], [[-0.16666666666666669, 0.5952380952380952, 0.03489003677843515], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, 0.5238095238095238, 0.009930226326010113], null], [[-0.16666666666666669, 0.5952380952380952, 0.03489003677843515], null], [[-0.09523809523809526, 0.5238095238095238, 0.01230331802621583], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.23809523809523814, 0.5952380952380952, 0.02816036787754575], null], [[-0.16666666666666669, 0.5238095238095238, 0.009930226326010113], null], [[-0.16666666666666669, 0.5952380952380952, 0.03489003677843515], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, -0.3333333333333333, -0.05529060932591288], null], [[-0.023809523809523836, -0.3333333333333333, -0.06850377101860912], null], [[-0.023809523809523836, -0.2619047619047619, -0.05355840485012963], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, -0.3333333333333333, -0.06850377101860912], null], [[0.047619047619047596, -0.3333333333333333, -0.08487456913538999], null], [[0.047619047619047596, -0.2619047619047619, -0.06635761021095724], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, -0.2619047619047619, -0.05355840485012963], null], [[0.047619047619047596, -0.2619047619047619, -0.06635761021095724], null], [[0.047619047619047596, -0.1904761904761905, -0.01888636839314675], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, -0.3333333333333333, -0.06850377101860912], null], [[-0.023809523809523836, -0.2619047619047619, -0.05355840485012963], null], [[0.047619047619047596, -0.2619047619047619, -0.06635761021095724], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, -0.3333333333333333, -0.05529060932591288], null], [[-0.09523809523809526, -0.2619047619047619, -0.04322793905583914], null], [[-0.023809523809523836, -0.2619047619047619, -0.05355840485012963], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, -0.2619047619047619, -0.04322793905583914], null], [[-0.09523809523809526, -0.1904761904761905, -0.012303318026215837], null], [[-0.023809523809523836, -0.1904761904761905, -0.015243523106590402], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, -0.2619047619047619, -0.05355840485012963], null], [[-0.023809523809523836, -0.1904761904761905, -0.015243523106590402], null], [[0.047619047619047596, -0.1904761904761905, -0.01888636839314675], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, -0.2619047619047619, -0.04322793905583914], null], [[-0.023809523809523836, -0.2619047619047619, -0.05355840485012963], null], [[-0.023809523809523836, -0.1904761904761905, -0.015243523106590402], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, -0.3333333333333333, -0.05529060932591288], null], [[-0.023809523809523836, -0.3333333333333333, -0.06850377101860912], null], [[-0.023809523809523836, -0.2619047619047619, -0.05355840485012963], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, -0.3333333333333333, -0.06850377101860912], null], [[0.047619047619047596, -0.3333333333333333, -0.08487456913538999], null], [[0.047619047619047596, -0.2619047619047619, -0.06635761021095724], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, -0.2619047619047619, -0.05355840485012963], null], [[0.047619047619047596, -0.2619047619047619, -0.06635761021095724], null], [[0.047619047619047596, -0.1904761904761905, -0.01888636839314675], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, -0.3333333333333333, -0.06850377101860912], null], [[-0.023809523809523836, -0.2619047619047619, -0.05355840485012963], null], [[0.047619047619047596, -0.2619047619047619, -0.06635761021095724], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, -0.3333333333333333, -0.08487456913538999], null], [[0.047619047619047596, -0.2619047619047619, -0.06635761021095724], null], [[0.11904761904761899, -0.2619047619047619, -0.08221552612014879], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, -0.2619047619047619, -0.06635761021095724], null], [[0.047619047619047596, -0.1904761904761905, -0.01888636839314675], null], [[0.11904761904761899, -0.1904761904761905, -0.02339976845165398], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, -0.2619047619047619, -0.08221552612014879], null], [[0.11904761904761899, -0.1904761904761905, -0.02339976845165398], null], [[0.19047619047619038, -0.1904761904761905, -0.02899176549948633], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, -0.2619047619047619, -0.06635761021095724], null], [[0.11904761904761899, -0.2619047619047619, -0.08221552612014879], null], [[0.11904761904761899, -0.1904761904761905, -0.02339976845165398], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, -0.3333333333333333, -0.05529060932591288], null], [[-0.09523809523809526, -0.2619047619047619, -0.04322793905583914], null], [[-0.023809523809523836, -0.2619047619047619, -0.05355840485012963], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, -0.2619047619047619, -0.04322793905583914], null], [[-0.09523809523809526, -0.1904761904761905, -0.012303318026215837], null], [[-0.023809523809523836, -0.1904761904761905, -0.015243523106590402], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, -0.2619047619047619, -0.05355840485012963], null], [[-0.023809523809523836, -0.1904761904761905, -0.015243523106590402], null], [[0.047619047619047596, -0.1904761904761905, -0.01888636839314675], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, -0.2619047619047619, -0.04322793905583914], null], [[-0.023809523809523836, -0.2619047619047619, -0.05355840485012963], null], [[-0.023809523809523836, -0.1904761904761905, -0.015243523106590402], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, -0.3333333333333333, -0.05529060932591288], null], [[-0.023809523809523836, -0.3333333333333333, -0.06850377101860912], null], [[-0.023809523809523836, -0.2619047619047619, -0.05355840485012963], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, -0.3333333333333333, -0.06850377101860912], null], [[0.047619047619047596, -0.3333333333333333, -0.08487456913538999], null], [[0.047619047619047596, -0.2619047619047619, -0.06635761021095724], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, -0.2619047619047619, -0.05355840485012963], null], [[0.047619047619047596, -0.2619047619047619, -0.06635761021095724], null], [[0.047619047619047596, -0.1904761904761905, -0.01888636839314675], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, -0.3333333333333333, -0.06850377101860912], null], [[-0.023809523809523836, -0.2619047619047619, -0.05355840485012963], null], [[0.047619047619047596, -0.2619047619047619, -0.06635761021095724], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, -0.1904761904761905, -0.012303318026215837], null], [[-0.09523809523809526, -0.11904761904761905, 0.02398969631241521], null], [[-0.023809523809523836, -0.1904761904761905, -0.015243523106590402], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, -0.11904761904761905, 0.02398969631241521], null], [[-0.09523809523809526, -0.04761904761904762, 0.04981511769000266], null], [[-0.023809523809523836, -0.11904761904761905, 0.029722672313207143], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, -0.1904761904761905, -0.015243523106590402], null], [[-0.023809523809523836, -0.11904761904761905, 0.029722672313207143], null], [[0.047619047619047596, -0.1904761904761905, -0.01888636839314675], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, -0.11904761904761905, 0.02398969631241521], null], [[-0.023809523809523836, -0.1904761904761905, -0.015243523106590402], null], [[-0.023809523809523836, -0.11904761904761905, 0.029722672313207143], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.23809523809523814, -0.04761904761904762, 0.032451513318773946], null], [[-0.16666666666666669, -0.11904761904761905, 0.01936250963902006], null], [[-0.16666666666666669, -0.04761904761904762, 0.040206665556763256], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, -0.11904761904761905, 0.01936250963902006], null], [[-0.09523809523809526, -0.1904761904761905, -0.012303318026215837], null], [[-0.09523809523809526, -0.11904761904761905, 0.02398969631241521], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, -0.04761904761904762, 0.040206665556763256], null], [[-0.09523809523809526, -0.11904761904761905, 0.02398969631241521], null], [[-0.09523809523809526, -0.04761904761904762, 0.04981511769000266], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, -0.11904761904761905, 0.01936250963902006], null], [[-0.16666666666666669, -0.04761904761904762, 0.040206665556763256], null], [[-0.09523809523809526, -0.11904761904761905, 0.02398969631241521], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, -0.1904761904761905, -0.012303318026215837], null], [[-0.09523809523809526, -0.11904761904761905, 0.02398969631241521], null], [[-0.023809523809523836, -0.1904761904761905, -0.015243523106590402], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, -0.11904761904761905, 0.02398969631241521], null], [[-0.09523809523809526, -0.04761904761904762, 0.04981511769000266], null], [[-0.023809523809523836, -0.11904761904761905, 0.029722672313207143], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, -0.1904761904761905, -0.015243523106590402], null], [[-0.023809523809523836, -0.11904761904761905, 0.029722672313207143], null], [[0.047619047619047596, -0.1904761904761905, -0.01888636839314675], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, -0.11904761904761905, 0.02398969631241521], null], [[-0.023809523809523836, -0.1904761904761905, -0.015243523106590402], null], [[-0.023809523809523836, -0.11904761904761905, 0.029722672313207143], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, -0.04761904761904762, 0.04981511769000266], null], [[-0.023809523809523836, -0.11904761904761905, 0.029722672313207143], null], [[-0.023809523809523836, -0.04761904761904762, 0.06171976502168282], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, -0.11904761904761905, 0.029722672313207143], null], [[0.047619047619047596, -0.1904761904761905, -0.01888636839314675], null], [[0.047619047619047596, -0.11904761904761905, 0.03682569541245471], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, -0.04761904761904762, 0.06171976502168282], null], [[0.047619047619047596, -0.11904761904761905, 0.03682569541245471], null], [[0.047619047619047596, -0.04761904761904762, 0.07646934446761793], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, -0.11904761904761905, 0.029722672313207143], null], [[-0.023809523809523836, -0.04761904761904762, 0.06171976502168282], null], [[0.047619047619047596, -0.11904761904761905, 0.03682569541245471], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, -0.04761904761904762, 0.04981511769000266], null], [[-0.023809523809523836, -0.11904761904761905, 0.029722672313207143], null], [[-0.023809523809523836, -0.04761904761904762, 0.06171976502168282], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, -0.11904761904761905, 0.029722672313207143], null], [[0.047619047619047596, -0.1904761904761905, -0.01888636839314675], null], [[0.047619047619047596, -0.11904761904761905, 0.03682569541245471], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, -0.04761904761904762, 0.06171976502168282], null], [[0.047619047619047596, -0.11904761904761905, 0.03682569541245471], null], [[0.047619047619047596, -0.04761904761904762, 0.07646934446761793], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, -0.11904761904761905, 0.029722672313207143], null], [[-0.023809523809523836, -0.04761904761904762, 0.06171976502168282], null], [[0.047619047619047596, -0.11904761904761905, 0.03682569541245471], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, -0.1904761904761905, -0.012303318026215837], null], [[-0.09523809523809526, -0.11904761904761905, 0.02398969631241521], null], [[-0.023809523809523836, -0.1904761904761905, -0.015243523106590402], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, -0.11904761904761905, 0.02398969631241521], null], [[-0.09523809523809526, -0.04761904761904762, 0.04981511769000266], null], [[-0.023809523809523836, -0.11904761904761905, 0.029722672313207143], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, -0.1904761904761905, -0.015243523106590402], null], [[-0.023809523809523836, -0.11904761904761905, 0.029722672313207143], null], [[0.047619047619047596, -0.1904761904761905, -0.01888636839314675], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, -0.11904761904761905, 0.02398969631241521], null], [[-0.023809523809523836, -0.1904761904761905, -0.015243523106590402], null], [[-0.023809523809523836, -0.11904761904761905, 0.029722672313207143], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, -0.04761904761904762, 0.04981511769000266], null], [[-0.023809523809523836, -0.11904761904761905, 0.029722672313207143], null], [[-0.023809523809523836, -0.04761904761904762, 0.06171976502168282], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, -0.11904761904761905, 0.029722672313207143], null], [[0.047619047619047596, -0.1904761904761905, -0.01888636839314675], null], [[0.047619047619047596, -0.11904761904761905, 0.03682569541245471], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, -0.04761904761904762, 0.06171976502168282], null], [[0.047619047619047596, -0.11904761904761905, 0.03682569541245471], null], [[0.047619047619047596, -0.04761904761904762, 0.07646934446761793], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, -0.11904761904761905, 0.029722672313207143], null], [[-0.023809523809523836, -0.04761904761904762, 0.06171976502168282], null], [[0.047619047619047596, -0.11904761904761905, 0.03682569541245471], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, -0.04761904761904762, 0.04981511769000266], null], [[-0.023809523809523836, -0.04761904761904762, 0.06171976502168282], null], [[-0.023809523809523836, 0.02380952380952381, 0.06678623845575431], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, -0.04761904761904762, 0.06171976502168282], null], [[0.047619047619047596, -0.04761904761904762, 0.07646934446761793], null], [[0.047619047619047596, 0.02380952380952381, 0.0827465864844976], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, 0.02380952380952381, 0.06678623845575431], null], [[0.047619047619047596, 0.02380952380952381, 0.0827465864844976], null], [[0.047619047619047596, 0.09523809523809525, 0.05291842829306969], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, -0.04761904761904762, 0.06171976502168282], null], [[-0.023809523809523836, 0.02380952380952381, 0.06678623845575431], null], [[0.047619047619047596, 0.02380952380952381, 0.0827465864844976], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, -0.04761904761904762, 0.04981511769000266], null], [[-0.023809523809523836, -0.11904761904761905, 0.029722672313207143], null], [[-0.023809523809523836, -0.04761904761904762, 0.06171976502168282], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, -0.11904761904761905, 0.029722672313207143], null], [[0.047619047619047596, -0.1904761904761905, -0.01888636839314675], null], [[0.047619047619047596, -0.11904761904761905, 0.03682569541245471], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, -0.04761904761904762, 0.06171976502168282], null], [[0.047619047619047596, -0.11904761904761905, 0.03682569541245471], null], [[0.047619047619047596, -0.04761904761904762, 0.07646934446761793], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, -0.11904761904761905, 0.029722672313207143], null], [[-0.023809523809523836, -0.04761904761904762, 0.06171976502168282], null], [[0.047619047619047596, -0.11904761904761905, 0.03682569541245471], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, -0.1904761904761905, -0.01888636839314675], null], [[0.047619047619047596, -0.11904761904761905, 0.03682569541245471], null], [[0.11904761904761899, -0.1904761904761905, -0.02339976845165398], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, -0.11904761904761905, 0.03682569541245471], null], [[0.047619047619047596, -0.04761904761904762, 0.07646934446761793], null], [[0.11904761904761899, -0.11904761904761905, 0.04562617480421827], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, -0.1904761904761905, -0.02339976845165398], null], [[0.11904761904761899, -0.11904761904761905, 0.04562617480421827], null], [[0.19047619047619038, -0.1904761904761905, -0.02899176549948633], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, -0.11904761904761905, 0.03682569541245471], null], [[0.11904761904761899, -0.1904761904761905, -0.02339976845165398], null], [[0.11904761904761899, -0.11904761904761905, 0.04562617480421827], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, -0.04761904761904762, 0.04981511769000266], null], [[-0.023809523809523836, -0.04761904761904762, 0.06171976502168282], null], [[-0.023809523809523836, 0.02380952380952381, 0.06678623845575431], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, -0.04761904761904762, 0.06171976502168282], null], [[0.047619047619047596, -0.04761904761904762, 0.07646934446761793], null], [[0.047619047619047596, 0.02380952380952381, 0.0827465864844976], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, 0.02380952380952381, 0.06678623845575431], null], [[0.047619047619047596, 0.02380952380952381, 0.0827465864844976], null], [[0.047619047619047596, 0.09523809523809525, 0.05291842829306969], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, -0.04761904761904762, 0.06171976502168282], null], [[-0.023809523809523836, 0.02380952380952381, 0.06678623845575431], null], [[0.047619047619047596, 0.02380952380952381, 0.0827465864844976], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, -0.04761904761904762, 0.04981511769000266], null], [[-0.023809523809523836, -0.11904761904761905, 0.029722672313207143], null], [[-0.023809523809523836, -0.04761904761904762, 0.06171976502168282], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, -0.11904761904761905, 0.029722672313207143], null], [[0.047619047619047596, -0.1904761904761905, -0.01888636839314675], null], [[0.047619047619047596, -0.11904761904761905, 0.03682569541245471], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, -0.04761904761904762, 0.06171976502168282], null], [[0.047619047619047596, -0.11904761904761905, 0.03682569541245471], null], [[0.047619047619047596, -0.04761904761904762, 0.07646934446761793], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, -0.11904761904761905, 0.029722672313207143], null], [[-0.023809523809523836, -0.04761904761904762, 0.06171976502168282], null], [[0.047619047619047596, -0.11904761904761905, 0.03682569541245471], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, -0.04761904761904762, 0.04981511769000266], null], [[-0.09523809523809526, 0.02380952380952381, 0.053904358313373105], null], [[-0.023809523809523836, 0.02380952380952381, 0.06678623845575431], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, 0.02380952380952381, 0.053904358313373105], null], [[-0.09523809523809526, 0.09523809523809525, 0.034473131053262066], null], [[-0.023809523809523836, 0.09523809523809525, 0.04271140261896866], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, 0.02380952380952381, 0.06678623845575431], null], [[-0.023809523809523836, 0.09523809523809525, 0.04271140261896866], null], [[0.047619047619047596, 0.09523809523809525, 0.05291842829306969], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, 0.02380952380952381, 0.053904358313373105], null], [[-0.023809523809523836, 0.02380952380952381, 0.06678623845575431], null], [[-0.023809523809523836, 0.09523809523809525, 0.04271140261896866], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, 0.09523809523809525, 0.034473131053262066], null], [[-0.09523809523809526, 0.16666666666666666, 3.3855733866943e-18], null], [[-0.023809523809523836, 0.09523809523809525, 0.04271140261896866], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, 0.16666666666666666, 3.3855733866943e-18], null], [[-0.09523809523809526, 0.2380952380952381, -0.03447313105326206], null], [[-0.023809523809523836, 0.16666666666666666, 4.194646195373144e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, 0.09523809523809525, 0.04271140261896866], null], [[-0.023809523809523836, 0.16666666666666666, 4.194646195373144e-18], null], [[0.047619047619047596, 0.09523809523809525, 0.05291842829306969], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, 0.16666666666666666, 3.3855733866943e-18], null], [[-0.023809523809523836, 0.09523809523809525, 0.04271140261896866], null], [[-0.023809523809523836, 0.16666666666666666, 4.194646195373144e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, 0.09523809523809525, 0.034473131053262066], null], [[-0.09523809523809526, 0.16666666666666666, 3.3855733866943e-18], null], [[-0.023809523809523836, 0.09523809523809525, 0.04271140261896866], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, 0.16666666666666666, 3.3855733866943e-18], null], [[-0.09523809523809526, 0.2380952380952381, -0.03447313105326206], null], [[-0.023809523809523836, 0.16666666666666666, 4.194646195373144e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, 0.09523809523809525, 0.04271140261896866], null], [[-0.023809523809523836, 0.16666666666666666, 4.194646195373144e-18], null], [[0.047619047619047596, 0.09523809523809525, 0.05291842829306969], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, 0.16666666666666666, 3.3855733866943e-18], null], [[-0.023809523809523836, 0.09523809523809525, 0.04271140261896866], null], [[-0.023809523809523836, 0.16666666666666666, 4.194646195373144e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, -0.04761904761904762, 0.04981511769000266], null], [[-0.09523809523809526, 0.02380952380952381, 0.053904358313373105], null], [[-0.023809523809523836, 0.02380952380952381, 0.06678623845575431], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, 0.02380952380952381, 0.053904358313373105], null], [[-0.09523809523809526, 0.09523809523809525, 0.034473131053262066], null], [[-0.023809523809523836, 0.09523809523809525, 0.04271140261896866], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, 0.02380952380952381, 0.06678623845575431], null], [[-0.023809523809523836, 0.09523809523809525, 0.04271140261896866], null], [[0.047619047619047596, 0.09523809523809525, 0.05291842829306969], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, 0.02380952380952381, 0.053904358313373105], null], [[-0.023809523809523836, 0.02380952380952381, 0.06678623845575431], null], [[-0.023809523809523836, 0.09523809523809525, 0.04271140261896866], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, 0.09523809523809525, 0.034473131053262066], null], [[-0.09523809523809526, 0.16666666666666666, 3.3855733866943e-18], null], [[-0.023809523809523836, 0.09523809523809525, 0.04271140261896866], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, 0.16666666666666666, 3.3855733866943e-18], null], [[-0.09523809523809526, 0.2380952380952381, -0.03447313105326206], null], [[-0.023809523809523836, 0.16666666666666666, 4.194646195373144e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, 0.09523809523809525, 0.04271140261896866], null], [[-0.023809523809523836, 0.16666666666666666, 4.194646195373144e-18], null], [[0.047619047619047596, 0.09523809523809525, 0.05291842829306969], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, 0.16666666666666666, 3.3855733866943e-18], null], [[-0.023809523809523836, 0.09523809523809525, 0.04271140261896866], null], [[-0.023809523809523836, 0.16666666666666666, 4.194646195373144e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, 0.2380952380952381, -0.03447313105326206], null], [[-0.023809523809523836, 0.16666666666666666, 4.194646195373144e-18], null], [[-0.023809523809523836, 0.2380952380952381, -0.04271140261896865], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, 0.16666666666666666, 4.194646195373144e-18], null], [[0.047619047619047596, 0.09523809523809525, 0.05291842829306969], null], [[0.047619047619047596, 0.16666666666666666, 5.197068471033305e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, 0.2380952380952381, -0.04271140261896865], null], [[0.047619047619047596, 0.16666666666666666, 5.197068471033305e-18], null], [[0.047619047619047596, 0.2380952380952381, -0.05291842829306968], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, 0.16666666666666666, 4.194646195373144e-18], null], [[-0.023809523809523836, 0.2380952380952381, -0.04271140261896865], null], [[0.047619047619047596, 0.16666666666666666, 5.197068471033305e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, 0.2380952380952381, -0.03447313105326206], null], [[-0.023809523809523836, 0.16666666666666666, 4.194646195373144e-18], null], [[-0.023809523809523836, 0.2380952380952381, -0.04271140261896865], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, 0.16666666666666666, 4.194646195373144e-18], null], [[0.047619047619047596, 0.09523809523809525, 0.05291842829306969], null], [[0.047619047619047596, 0.16666666666666666, 5.197068471033305e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, 0.2380952380952381, -0.04271140261896865], null], [[0.047619047619047596, 0.16666666666666666, 5.197068471033305e-18], null], [[0.047619047619047596, 0.2380952380952381, -0.05291842829306968], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, 0.16666666666666666, 4.194646195373144e-18], null], [[-0.023809523809523836, 0.2380952380952381, -0.04271140261896865], null], [[0.047619047619047596, 0.16666666666666666, 5.197068471033305e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, 0.09523809523809525, 0.034473131053262066], null], [[-0.09523809523809526, 0.16666666666666666, 3.3855733866943e-18], null], [[-0.023809523809523836, 0.09523809523809525, 0.04271140261896866], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, 0.16666666666666666, 3.3855733866943e-18], null], [[-0.09523809523809526, 0.2380952380952381, -0.03447313105326206], null], [[-0.023809523809523836, 0.16666666666666666, 4.194646195373144e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, 0.09523809523809525, 0.04271140261896866], null], [[-0.023809523809523836, 0.16666666666666666, 4.194646195373144e-18], null], [[0.047619047619047596, 0.09523809523809525, 0.05291842829306969], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, 0.16666666666666666, 3.3855733866943e-18], null], [[-0.023809523809523836, 0.09523809523809525, 0.04271140261896866], null], [[-0.023809523809523836, 0.16666666666666666, 4.194646195373144e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, 0.2380952380952381, -0.03447313105326206], null], [[-0.023809523809523836, 0.16666666666666666, 4.194646195373144e-18], null], [[-0.023809523809523836, 0.2380952380952381, -0.04271140261896865], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, 0.16666666666666666, 4.194646195373144e-18], null], [[0.047619047619047596, 0.09523809523809525, 0.05291842829306969], null], [[0.047619047619047596, 0.16666666666666666, 5.197068471033305e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, 0.2380952380952381, -0.04271140261896865], null], [[0.047619047619047596, 0.16666666666666666, 5.197068471033305e-18], null], [[0.047619047619047596, 0.2380952380952381, -0.05291842829306968], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, 0.16666666666666666, 4.194646195373144e-18], null], [[-0.023809523809523836, 0.2380952380952381, -0.04271140261896865], null], [[0.047619047619047596, 0.16666666666666666, 5.197068471033305e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, 0.2380952380952381, -0.03447313105326206], null], [[-0.09523809523809526, 0.30952380952380953, -0.053904358313373105], null], [[-0.023809523809523836, 0.2380952380952381, -0.04271140261896865], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, 0.30952380952380953, -0.053904358313373105], null], [[-0.09523809523809526, 0.380952380952381, -0.04981511769000266], null], [[-0.023809523809523836, 0.30952380952380953, -0.06678623845575431], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, 0.2380952380952381, -0.04271140261896865], null], [[-0.023809523809523836, 0.30952380952380953, -0.06678623845575431], null], [[0.047619047619047596, 0.2380952380952381, -0.05291842829306968], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, 0.30952380952380953, -0.053904358313373105], null], [[-0.023809523809523836, 0.2380952380952381, -0.04271140261896865], null], [[-0.023809523809523836, 0.30952380952380953, -0.06678623845575431], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, 0.2380952380952381, -0.03447313105326206], null], [[-0.09523809523809526, 0.30952380952380953, -0.053904358313373105], null], [[-0.023809523809523836, 0.2380952380952381, -0.04271140261896865], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, 0.30952380952380953, -0.053904358313373105], null], [[-0.09523809523809526, 0.380952380952381, -0.04981511769000266], null], [[-0.023809523809523836, 0.30952380952380953, -0.06678623845575431], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, 0.2380952380952381, -0.04271140261896865], null], [[-0.023809523809523836, 0.30952380952380953, -0.06678623845575431], null], [[0.047619047619047596, 0.2380952380952381, -0.05291842829306968], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, 0.30952380952380953, -0.053904358313373105], null], [[-0.023809523809523836, 0.2380952380952381, -0.04271140261896865], null], [[-0.023809523809523836, 0.30952380952380953, -0.06678623845575431], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, 0.2380952380952381, -0.03447313105326206], null], [[-0.023809523809523836, 0.16666666666666666, 4.194646195373144e-18], null], [[-0.023809523809523836, 0.2380952380952381, -0.04271140261896865], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, 0.16666666666666666, 4.194646195373144e-18], null], [[0.047619047619047596, 0.09523809523809525, 0.05291842829306969], null], [[0.047619047619047596, 0.16666666666666666, 5.197068471033305e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, 0.2380952380952381, -0.04271140261896865], null], [[0.047619047619047596, 0.16666666666666666, 5.197068471033305e-18], null], [[0.047619047619047596, 0.2380952380952381, -0.05291842829306968], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, 0.16666666666666666, 4.194646195373144e-18], null], [[-0.023809523809523836, 0.2380952380952381, -0.04271140261896865], null], [[0.047619047619047596, 0.16666666666666666, 5.197068471033305e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, 0.380952380952381, -0.04981511769000266], null], [[-0.023809523809523836, 0.30952380952380953, -0.06678623845575431], null], [[-0.023809523809523836, 0.380952380952381, -0.06171976502168282], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, 0.30952380952380953, -0.06678623845575431], null], [[0.047619047619047596, 0.2380952380952381, -0.05291842829306968], null], [[0.047619047619047596, 0.30952380952380953, -0.0827465864844976], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, 0.380952380952381, -0.06171976502168282], null], [[0.047619047619047596, 0.30952380952380953, -0.0827465864844976], null], [[0.047619047619047596, 0.380952380952381, -0.07646934446761793], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, 0.30952380952380953, -0.06678623845575431], null], [[-0.023809523809523836, 0.380952380952381, -0.06171976502168282], null], [[0.047619047619047596, 0.30952380952380953, -0.0827465864844976], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, 0.380952380952381, -0.04981511769000266], null], [[-0.023809523809523836, 0.380952380952381, -0.06171976502168282], null], [[-0.023809523809523836, 0.4523809523809524, -0.02972267231320715], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, 0.380952380952381, -0.06171976502168282], null], [[0.047619047619047596, 0.380952380952381, -0.07646934446761793], null], [[0.047619047619047596, 0.4523809523809524, -0.036825695412454715], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, 0.4523809523809524, -0.02972267231320715], null], [[0.047619047619047596, 0.4523809523809524, -0.036825695412454715], null], [[0.047619047619047596, 0.5238095238095238, 0.01888636839314674], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, 0.380952380952381, -0.06171976502168282], null], [[-0.023809523809523836, 0.4523809523809524, -0.02972267231320715], null], [[0.047619047619047596, 0.4523809523809524, -0.036825695412454715], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, 0.380952380952381, -0.04981511769000266], null], [[-0.023809523809523836, 0.380952380952381, -0.06171976502168282], null], [[-0.023809523809523836, 0.4523809523809524, -0.02972267231320715], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, 0.380952380952381, -0.06171976502168282], null], [[0.047619047619047596, 0.380952380952381, -0.07646934446761793], null], [[0.047619047619047596, 0.4523809523809524, -0.036825695412454715], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, 0.4523809523809524, -0.02972267231320715], null], [[0.047619047619047596, 0.4523809523809524, -0.036825695412454715], null], [[0.047619047619047596, 0.5238095238095238, 0.01888636839314674], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, 0.380952380952381, -0.06171976502168282], null], [[-0.023809523809523836, 0.4523809523809524, -0.02972267231320715], null], [[0.047619047619047596, 0.4523809523809524, -0.036825695412454715], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, 0.380952380952381, -0.04981511769000266], null], [[-0.023809523809523836, 0.30952380952380953, -0.06678623845575431], null], [[-0.023809523809523836, 0.380952380952381, -0.06171976502168282], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, 0.30952380952380953, -0.06678623845575431], null], [[0.047619047619047596, 0.2380952380952381, -0.05291842829306968], null], [[0.047619047619047596, 0.30952380952380953, -0.0827465864844976], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, 0.380952380952381, -0.06171976502168282], null], [[0.047619047619047596, 0.30952380952380953, -0.0827465864844976], null], [[0.047619047619047596, 0.380952380952381, -0.07646934446761793], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, 0.30952380952380953, -0.06678623845575431], null], [[-0.023809523809523836, 0.380952380952381, -0.06171976502168282], null], [[0.047619047619047596, 0.30952380952380953, -0.0827465864844976], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, 0.380952380952381, -0.04981511769000266], null], [[-0.023809523809523836, 0.380952380952381, -0.06171976502168282], null], [[-0.023809523809523836, 0.4523809523809524, -0.02972267231320715], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, 0.380952380952381, -0.06171976502168282], null], [[0.047619047619047596, 0.380952380952381, -0.07646934446761793], null], [[0.047619047619047596, 0.4523809523809524, -0.036825695412454715], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, 0.4523809523809524, -0.02972267231320715], null], [[0.047619047619047596, 0.4523809523809524, -0.036825695412454715], null], [[0.047619047619047596, 0.5238095238095238, 0.01888636839314674], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, 0.380952380952381, -0.06171976502168282], null], [[-0.023809523809523836, 0.4523809523809524, -0.02972267231320715], null], [[0.047619047619047596, 0.4523809523809524, -0.036825695412454715], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, 0.380952380952381, -0.04981511769000266], null], [[-0.09523809523809526, 0.4523809523809524, -0.023989696312415217], null], [[-0.023809523809523836, 0.4523809523809524, -0.02972267231320715], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, 0.4523809523809524, -0.023989696312415217], null], [[-0.09523809523809526, 0.5238095238095238, 0.01230331802621583], null], [[-0.023809523809523836, 0.5238095238095238, 0.015243523106590393], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, 0.4523809523809524, -0.02972267231320715], null], [[-0.023809523809523836, 0.5238095238095238, 0.015243523106590393], null], [[0.047619047619047596, 0.5238095238095238, 0.01888636839314674], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, 0.4523809523809524, -0.023989696312415217], null], [[-0.023809523809523836, 0.4523809523809524, -0.02972267231320715], null], [[-0.023809523809523836, 0.5238095238095238, 0.015243523106590393], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, 0.380952380952381, -0.04981511769000266], null], [[-0.023809523809523836, 0.380952380952381, -0.06171976502168282], null], [[-0.023809523809523836, 0.4523809523809524, -0.02972267231320715], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, 0.380952380952381, -0.06171976502168282], null], [[0.047619047619047596, 0.380952380952381, -0.07646934446761793], null], [[0.047619047619047596, 0.4523809523809524, -0.036825695412454715], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, 0.4523809523809524, -0.02972267231320715], null], [[0.047619047619047596, 0.4523809523809524, -0.036825695412454715], null], [[0.047619047619047596, 0.5238095238095238, 0.01888636839314674], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, 0.380952380952381, -0.06171976502168282], null], [[-0.023809523809523836, 0.4523809523809524, -0.02972267231320715], null], [[0.047619047619047596, 0.4523809523809524, -0.036825695412454715], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, 0.380952380952381, -0.07646934446761793], null], [[0.047619047619047596, 0.4523809523809524, -0.036825695412454715], null], [[0.11904761904761899, 0.4523809523809524, -0.045626174804218274], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, 0.4523809523809524, -0.036825695412454715], null], [[0.047619047619047596, 0.5238095238095238, 0.01888636839314674], null], [[0.11904761904761899, 0.5238095238095238, 0.023399768451653973], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, 0.4523809523809524, -0.045626174804218274], null], [[0.11904761904761899, 0.5238095238095238, 0.023399768451653973], null], [[0.19047619047619038, 0.5238095238095238, 0.028991765499486316], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, 0.4523809523809524, -0.036825695412454715], null], [[0.11904761904761899, 0.4523809523809524, -0.045626174804218274], null], [[0.11904761904761899, 0.5238095238095238, 0.023399768451653973], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, 0.380952380952381, -0.04981511769000266], null], [[-0.09523809523809526, 0.4523809523809524, -0.023989696312415217], null], [[-0.023809523809523836, 0.4523809523809524, -0.02972267231320715], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, 0.4523809523809524, -0.023989696312415217], null], [[-0.09523809523809526, 0.5238095238095238, 0.01230331802621583], null], [[-0.023809523809523836, 0.5238095238095238, 0.015243523106590393], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, 0.4523809523809524, -0.02972267231320715], null], [[-0.023809523809523836, 0.5238095238095238, 0.015243523106590393], null], [[0.047619047619047596, 0.5238095238095238, 0.01888636839314674], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, 0.4523809523809524, -0.023989696312415217], null], [[-0.023809523809523836, 0.4523809523809524, -0.02972267231320715], null], [[-0.023809523809523836, 0.5238095238095238, 0.015243523106590393], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.23809523809523814, 0.380952380952381, -0.032451513318773946], null], [[-0.16666666666666669, 0.380952380952381, -0.040206665556763256], null], [[-0.16666666666666669, 0.4523809523809524, -0.019362509639020063], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, 0.380952380952381, -0.040206665556763256], null], [[-0.09523809523809526, 0.380952380952381, -0.04981511769000266], null], [[-0.09523809523809526, 0.4523809523809524, -0.023989696312415217], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, 0.4523809523809524, -0.019362509639020063], null], [[-0.09523809523809526, 0.4523809523809524, -0.023989696312415217], null], [[-0.09523809523809526, 0.5238095238095238, 0.01230331802621583], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, 0.380952380952381, -0.040206665556763256], null], [[-0.16666666666666669, 0.4523809523809524, -0.019362509639020063], null], [[-0.09523809523809526, 0.4523809523809524, -0.023989696312415217], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, 0.380952380952381, -0.04981511769000266], null], [[-0.09523809523809526, 0.4523809523809524, -0.023989696312415217], null], [[-0.023809523809523836, 0.4523809523809524, -0.02972267231320715], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, 0.4523809523809524, -0.023989696312415217], null], [[-0.09523809523809526, 0.5238095238095238, 0.01230331802621583], null], [[-0.023809523809523836, 0.5238095238095238, 0.015243523106590393], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, 0.4523809523809524, -0.02972267231320715], null], [[-0.023809523809523836, 0.5238095238095238, 0.015243523106590393], null], [[0.047619047619047596, 0.5238095238095238, 0.01888636839314674], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, 0.4523809523809524, -0.023989696312415217], null], [[-0.023809523809523836, 0.4523809523809524, -0.02972267231320715], null], [[-0.023809523809523836, 0.5238095238095238, 0.015243523106590393], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, 0.380952380952381, -0.04981511769000266], null], [[-0.023809523809523836, 0.380952380952381, -0.06171976502168282], null], [[-0.023809523809523836, 0.4523809523809524, -0.02972267231320715], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, 0.380952380952381, -0.06171976502168282], null], [[0.047619047619047596, 0.380952380952381, -0.07646934446761793], null], [[0.047619047619047596, 0.4523809523809524, -0.036825695412454715], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, 0.4523809523809524, -0.02972267231320715], null], [[0.047619047619047596, 0.4523809523809524, -0.036825695412454715], null], [[0.047619047619047596, 0.5238095238095238, 0.01888636839314674], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, 0.380952380952381, -0.06171976502168282], null], [[-0.023809523809523836, 0.4523809523809524, -0.02972267231320715], null], [[0.047619047619047596, 0.4523809523809524, -0.036825695412454715], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, 0.5238095238095238, 0.01230331802621583], null], [[-0.09523809523809526, 0.5952380952380952, 0.04322793905583913], null], [[-0.023809523809523836, 0.5238095238095238, 0.015243523106590393], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, 0.5952380952380952, 0.04322793905583913], null], [[-0.09523809523809526, 0.6666666666666666, 0.05529060932591288], null], [[-0.023809523809523836, 0.5952380952380952, 0.05355840485012962], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, 0.5238095238095238, 0.015243523106590393], null], [[-0.023809523809523836, 0.5952380952380952, 0.05355840485012962], null], [[0.047619047619047596, 0.5238095238095238, 0.01888636839314674], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, 0.5952380952380952, 0.04322793905583913], null], [[-0.023809523809523836, 0.5238095238095238, 0.015243523106590393], null], [[-0.023809523809523836, 0.5952380952380952, 0.05355840485012962], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, 0.6666666666666666, 0.05529060932591288], null], [[-0.023809523809523836, 0.5952380952380952, 0.05355840485012962], null], [[-0.023809523809523836, 0.6666666666666666, 0.06850377101860912], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, 0.5952380952380952, 0.05355840485012962], null], [[0.047619047619047596, 0.5238095238095238, 0.01888636839314674], null], [[0.047619047619047596, 0.5952380952380952, 0.06635761021095724], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, 0.6666666666666666, 0.06850377101860912], null], [[0.047619047619047596, 0.5952380952380952, 0.06635761021095724], null], [[0.047619047619047596, 0.6666666666666666, 0.08487456913538999], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, 0.5952380952380952, 0.05355840485012962], null], [[-0.023809523809523836, 0.6666666666666666, 0.06850377101860912], null], [[0.047619047619047596, 0.5952380952380952, 0.06635761021095724], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, 0.6666666666666666, 0.05529060932591288], null], [[-0.023809523809523836, 0.5952380952380952, 0.05355840485012962], null], [[-0.023809523809523836, 0.6666666666666666, 0.06850377101860912], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, 0.5952380952380952, 0.05355840485012962], null], [[0.047619047619047596, 0.5238095238095238, 0.01888636839314674], null], [[0.047619047619047596, 0.5952380952380952, 0.06635761021095724], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, 0.6666666666666666, 0.06850377101860912], null], [[0.047619047619047596, 0.5952380952380952, 0.06635761021095724], null], [[0.047619047619047596, 0.6666666666666666, 0.08487456913538999], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, 0.5952380952380952, 0.05355840485012962], null], [[-0.023809523809523836, 0.6666666666666666, 0.06850377101860912], null], [[0.047619047619047596, 0.5952380952380952, 0.06635761021095724], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, 0.5238095238095238, 0.01230331802621583], null], [[-0.09523809523809526, 0.5952380952380952, 0.04322793905583913], null], [[-0.023809523809523836, 0.5238095238095238, 0.015243523106590393], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, 0.5952380952380952, 0.04322793905583913], null], [[-0.09523809523809526, 0.6666666666666666, 0.05529060932591288], null], [[-0.023809523809523836, 0.5952380952380952, 0.05355840485012962], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, 0.5238095238095238, 0.015243523106590393], null], [[-0.023809523809523836, 0.5952380952380952, 0.05355840485012962], null], [[0.047619047619047596, 0.5238095238095238, 0.01888636839314674], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, 0.5952380952380952, 0.04322793905583913], null], [[-0.023809523809523836, 0.5238095238095238, 0.015243523106590393], null], [[-0.023809523809523836, 0.5952380952380952, 0.05355840485012962], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, 0.6666666666666666, 0.05529060932591288], null], [[-0.023809523809523836, 0.5952380952380952, 0.05355840485012962], null], [[-0.023809523809523836, 0.6666666666666666, 0.06850377101860912], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, 0.5952380952380952, 0.05355840485012962], null], [[0.047619047619047596, 0.5238095238095238, 0.01888636839314674], null], [[0.047619047619047596, 0.5952380952380952, 0.06635761021095724], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, 0.6666666666666666, 0.06850377101860912], null], [[0.047619047619047596, 0.5952380952380952, 0.06635761021095724], null], [[0.047619047619047596, 0.6666666666666666, 0.08487456913538999], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, 0.5952380952380952, 0.05355840485012962], null], [[-0.023809523809523836, 0.6666666666666666, 0.06850377101860912], null], [[0.047619047619047596, 0.5952380952380952, 0.06635761021095724], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, 0.5238095238095238, 0.01888636839314674], null], [[0.047619047619047596, 0.5952380952380952, 0.06635761021095724], null], [[0.11904761904761899, 0.5238095238095238, 0.023399768451653973], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, 0.5952380952380952, 0.06635761021095724], null], [[0.047619047619047596, 0.6666666666666666, 0.08487456913538999], null], [[0.11904761904761899, 0.5952380952380952, 0.08221552612014879], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, 0.5238095238095238, 0.023399768451653973], null], [[0.11904761904761899, 0.5952380952380952, 0.08221552612014879], null], [[0.19047619047619038, 0.5238095238095238, 0.028991765499486316], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, 0.5952380952380952, 0.06635761021095724], null], [[0.11904761904761899, 0.5238095238095238, 0.023399768451653973], null], [[0.11904761904761899, 0.5952380952380952, 0.08221552612014879], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, -0.3333333333333333, -0.08487456913538999], null], [[0.11904761904761899, -0.3333333333333333, -0.10515760488515594], null], [[0.11904761904761899, -0.2619047619047619, -0.08221552612014879], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, -0.3333333333333333, -0.10515760488515594], null], [[0.19047619047619038, -0.3333333333333333, -0.1302878115062111], null], [[0.19047619047619038, -0.2619047619047619, -0.10186311281741625], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, -0.2619047619047619, -0.08221552612014879], null], [[0.19047619047619038, -0.2619047619047619, -0.10186311281741625], null], [[0.19047619047619038, -0.1904761904761905, -0.02899176549948633], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, -0.3333333333333333, -0.10515760488515594], null], [[0.11904761904761899, -0.2619047619047619, -0.08221552612014879], null], [[0.19047619047619038, -0.2619047619047619, -0.10186311281741625], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, -0.3333333333333333, -0.08487456913538999], null], [[0.047619047619047596, -0.2619047619047619, -0.06635761021095724], null], [[0.11904761904761899, -0.2619047619047619, -0.08221552612014879], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, -0.2619047619047619, -0.06635761021095724], null], [[0.047619047619047596, -0.1904761904761905, -0.01888636839314675], null], [[0.11904761904761899, -0.1904761904761905, -0.02339976845165398], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, -0.2619047619047619, -0.08221552612014879], null], [[0.11904761904761899, -0.1904761904761905, -0.02339976845165398], null], [[0.19047619047619038, -0.1904761904761905, -0.02899176549948633], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, -0.2619047619047619, -0.06635761021095724], null], [[0.11904761904761899, -0.2619047619047619, -0.08221552612014879], null], [[0.11904761904761899, -0.1904761904761905, -0.02339976845165398], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, -0.3333333333333333, -0.08487456913538999], null], [[0.11904761904761899, -0.3333333333333333, -0.10515760488515594], null], [[0.11904761904761899, -0.2619047619047619, -0.08221552612014879], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, -0.3333333333333333, -0.10515760488515594], null], [[0.19047619047619038, -0.3333333333333333, -0.1302878115062111], null], [[0.19047619047619038, -0.2619047619047619, -0.10186311281741625], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, -0.2619047619047619, -0.08221552612014879], null], [[0.19047619047619038, -0.2619047619047619, -0.10186311281741625], null], [[0.19047619047619038, -0.1904761904761905, -0.02899176549948633], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, -0.3333333333333333, -0.10515760488515594], null], [[0.11904761904761899, -0.2619047619047619, -0.08221552612014879], null], [[0.19047619047619038, -0.2619047619047619, -0.10186311281741625], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, -0.3333333333333333, -0.1302878115062111], null], [[0.19047619047619038, -0.2619047619047619, -0.10186311281741625], null], [[0.26190476190476186, -0.2619047619047619, -0.12620601293349595], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, -0.2619047619047619, -0.10186311281741625], null], [[0.19047619047619038, -0.1904761904761905, -0.02899176549948633], null], [[0.26190476190476186, -0.1904761904761905, -0.035920118975271094], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, -0.2619047619047619, -0.12620601293349595], null], [[0.26190476190476186, -0.1904761904761905, -0.035920118975271094], null], [[0.3333333333333333, -0.1904761904761905, -0.04450418679126287], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, -0.2619047619047619, -0.10186311281741625], null], [[0.26190476190476186, -0.2619047619047619, -0.12620601293349595], null], [[0.26190476190476186, -0.1904761904761905, -0.035920118975271094], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, -0.3333333333333333, -0.08487456913538999], null], [[0.047619047619047596, -0.2619047619047619, -0.06635761021095724], null], [[0.11904761904761899, -0.2619047619047619, -0.08221552612014879], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, -0.2619047619047619, -0.06635761021095724], null], [[0.047619047619047596, -0.1904761904761905, -0.01888636839314675], null], [[0.11904761904761899, -0.1904761904761905, -0.02339976845165398], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, -0.2619047619047619, -0.08221552612014879], null], [[0.11904761904761899, -0.1904761904761905, -0.02339976845165398], null], [[0.19047619047619038, -0.1904761904761905, -0.02899176549948633], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, -0.2619047619047619, -0.06635761021095724], null], [[0.11904761904761899, -0.2619047619047619, -0.08221552612014879], null], [[0.11904761904761899, -0.1904761904761905, -0.02339976845165398], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, -0.3333333333333333, -0.05529060932591288], null], [[-0.023809523809523836, -0.3333333333333333, -0.06850377101860912], null], [[-0.023809523809523836, -0.2619047619047619, -0.05355840485012963], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, -0.3333333333333333, -0.06850377101860912], null], [[0.047619047619047596, -0.3333333333333333, -0.08487456913538999], null], [[0.047619047619047596, -0.2619047619047619, -0.06635761021095724], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, -0.2619047619047619, -0.05355840485012963], null], [[0.047619047619047596, -0.2619047619047619, -0.06635761021095724], null], [[0.047619047619047596, -0.1904761904761905, -0.01888636839314675], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, -0.3333333333333333, -0.06850377101860912], null], [[-0.023809523809523836, -0.2619047619047619, -0.05355840485012963], null], [[0.047619047619047596, -0.2619047619047619, -0.06635761021095724], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, -0.3333333333333333, -0.08487456913538999], null], [[0.047619047619047596, -0.2619047619047619, -0.06635761021095724], null], [[0.11904761904761899, -0.2619047619047619, -0.08221552612014879], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, -0.2619047619047619, -0.06635761021095724], null], [[0.047619047619047596, -0.1904761904761905, -0.01888636839314675], null], [[0.11904761904761899, -0.1904761904761905, -0.02339976845165398], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, -0.2619047619047619, -0.08221552612014879], null], [[0.11904761904761899, -0.1904761904761905, -0.02339976845165398], null], [[0.19047619047619038, -0.1904761904761905, -0.02899176549948633], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, -0.2619047619047619, -0.06635761021095724], null], [[0.11904761904761899, -0.2619047619047619, -0.08221552612014879], null], [[0.11904761904761899, -0.1904761904761905, -0.02339976845165398], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, -0.3333333333333333, -0.08487456913538999], null], [[0.11904761904761899, -0.3333333333333333, -0.10515760488515594], null], [[0.11904761904761899, -0.2619047619047619, -0.08221552612014879], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, -0.3333333333333333, -0.10515760488515594], null], [[0.19047619047619038, -0.3333333333333333, -0.1302878115062111], null], [[0.19047619047619038, -0.2619047619047619, -0.10186311281741625], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, -0.2619047619047619, -0.08221552612014879], null], [[0.19047619047619038, -0.2619047619047619, -0.10186311281741625], null], [[0.19047619047619038, -0.1904761904761905, -0.02899176549948633], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, -0.3333333333333333, -0.10515760488515594], null], [[0.11904761904761899, -0.2619047619047619, -0.08221552612014879], null], [[0.19047619047619038, -0.2619047619047619, -0.10186311281741625], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, -0.1904761904761905, -0.01888636839314675], null], [[0.047619047619047596, -0.11904761904761905, 0.03682569541245471], null], [[0.11904761904761899, -0.1904761904761905, -0.02339976845165398], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, -0.11904761904761905, 0.03682569541245471], null], [[0.047619047619047596, -0.04761904761904762, 0.07646934446761793], null], [[0.11904761904761899, -0.11904761904761905, 0.04562617480421827], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, -0.1904761904761905, -0.02339976845165398], null], [[0.11904761904761899, -0.11904761904761905, 0.04562617480421827], null], [[0.19047619047619038, -0.1904761904761905, -0.02899176549948633], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, -0.11904761904761905, 0.03682569541245471], null], [[0.11904761904761899, -0.1904761904761905, -0.02339976845165398], null], [[0.11904761904761899, -0.11904761904761905, 0.04562617480421827], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, -0.04761904761904762, 0.04981511769000266], null], [[-0.023809523809523836, -0.11904761904761905, 0.029722672313207143], null], [[-0.023809523809523836, -0.04761904761904762, 0.06171976502168282], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, -0.11904761904761905, 0.029722672313207143], null], [[0.047619047619047596, -0.1904761904761905, -0.01888636839314675], null], [[0.047619047619047596, -0.11904761904761905, 0.03682569541245471], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, -0.04761904761904762, 0.06171976502168282], null], [[0.047619047619047596, -0.11904761904761905, 0.03682569541245471], null], [[0.047619047619047596, -0.04761904761904762, 0.07646934446761793], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, -0.11904761904761905, 0.029722672313207143], null], [[-0.023809523809523836, -0.04761904761904762, 0.06171976502168282], null], [[0.047619047619047596, -0.11904761904761905, 0.03682569541245471], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, -0.1904761904761905, -0.01888636839314675], null], [[0.047619047619047596, -0.11904761904761905, 0.03682569541245471], null], [[0.11904761904761899, -0.1904761904761905, -0.02339976845165398], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, -0.11904761904761905, 0.03682569541245471], null], [[0.047619047619047596, -0.04761904761904762, 0.07646934446761793], null], [[0.11904761904761899, -0.11904761904761905, 0.04562617480421827], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, -0.1904761904761905, -0.02339976845165398], null], [[0.11904761904761899, -0.11904761904761905, 0.04562617480421827], null], [[0.19047619047619038, -0.1904761904761905, -0.02899176549948633], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, -0.11904761904761905, 0.03682569541245471], null], [[0.11904761904761899, -0.1904761904761905, -0.02339976845165398], null], [[0.11904761904761899, -0.11904761904761905, 0.04562617480421827], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, -0.04761904761904762, 0.07646934446761793], null], [[0.11904761904761899, -0.11904761904761905, 0.04562617480421827], null], [[0.11904761904761899, -0.04761904761904762, 0.09474372822470885], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, -0.11904761904761905, 0.04562617480421827], null], [[0.19047619047619038, -0.1904761904761905, -0.02899176549948633], null], [[0.19047619047619038, -0.11904761904761905, 0.05652976281775848], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, -0.04761904761904762, 0.09474372822470885], null], [[0.19047619047619038, -0.11904761904761905, 0.05652976281775848], null], [[0.19047619047619038, -0.04761904761904762, 0.11738526203423479], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, -0.11904761904761905, 0.04562617480421827], null], [[0.11904761904761899, -0.04761904761904762, 0.09474372822470885], null], [[0.19047619047619038, -0.11904761904761905, 0.05652976281775848], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, -0.04761904761904762, 0.07646934446761793], null], [[0.11904761904761899, -0.11904761904761905, 0.04562617480421827], null], [[0.11904761904761899, -0.04761904761904762, 0.09474372822470885], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, -0.11904761904761905, 0.04562617480421827], null], [[0.19047619047619038, -0.1904761904761905, -0.02899176549948633], null], [[0.19047619047619038, -0.11904761904761905, 0.05652976281775848], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, -0.04761904761904762, 0.09474372822470885], null], [[0.19047619047619038, -0.11904761904761905, 0.05652976281775848], null], [[0.19047619047619038, -0.04761904761904762, 0.11738526203423479], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, -0.11904761904761905, 0.04562617480421827], null], [[0.11904761904761899, -0.04761904761904762, 0.09474372822470885], null], [[0.19047619047619038, -0.11904761904761905, 0.05652976281775848], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, -0.1904761904761905, -0.01888636839314675], null], [[0.047619047619047596, -0.11904761904761905, 0.03682569541245471], null], [[0.11904761904761899, -0.1904761904761905, -0.02339976845165398], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, -0.11904761904761905, 0.03682569541245471], null], [[0.047619047619047596, -0.04761904761904762, 0.07646934446761793], null], [[0.11904761904761899, -0.11904761904761905, 0.04562617480421827], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, -0.1904761904761905, -0.02339976845165398], null], [[0.11904761904761899, -0.11904761904761905, 0.04562617480421827], null], [[0.19047619047619038, -0.1904761904761905, -0.02899176549948633], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, -0.11904761904761905, 0.03682569541245471], null], [[0.11904761904761899, -0.1904761904761905, -0.02339976845165398], null], [[0.11904761904761899, -0.11904761904761905, 0.04562617480421827], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, -0.04761904761904762, 0.07646934446761793], null], [[0.11904761904761899, -0.11904761904761905, 0.04562617480421827], null], [[0.11904761904761899, -0.04761904761904762, 0.09474372822470885], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, -0.11904761904761905, 0.04562617480421827], null], [[0.19047619047619038, -0.1904761904761905, -0.02899176549948633], null], [[0.19047619047619038, -0.11904761904761905, 0.05652976281775848], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, -0.04761904761904762, 0.09474372822470885], null], [[0.19047619047619038, -0.11904761904761905, 0.05652976281775848], null], [[0.19047619047619038, -0.04761904761904762, 0.11738526203423479], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, -0.11904761904761905, 0.04562617480421827], null], [[0.11904761904761899, -0.04761904761904762, 0.09474372822470885], null], [[0.19047619047619038, -0.11904761904761905, 0.05652976281775848], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, -0.04761904761904762, 0.07646934446761793], null], [[0.11904761904761899, -0.04761904761904762, 0.09474372822470885], null], [[0.11904761904761899, 0.02380952380952381, 0.10252108418072621], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, -0.04761904761904762, 0.09474372822470885], null], [[0.19047619047619038, -0.04761904761904762, 0.11738526203423479], null], [[0.19047619047619038, 0.02380952380952381, 0.12702122405448935], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, 0.02380952380952381, 0.10252108418072621], null], [[0.19047619047619038, 0.02380952380952381, 0.12702122405448935], null], [[0.19047619047619038, 0.09523809523809525, 0.08123312178061559], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, -0.04761904761904762, 0.09474372822470885], null], [[0.11904761904761899, 0.02380952380952381, 0.10252108418072621], null], [[0.19047619047619038, 0.02380952380952381, 0.12702122405448935], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, -0.04761904761904762, 0.07646934446761793], null], [[0.11904761904761899, -0.11904761904761905, 0.04562617480421827], null], [[0.11904761904761899, -0.04761904761904762, 0.09474372822470885], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, -0.11904761904761905, 0.04562617480421827], null], [[0.19047619047619038, -0.1904761904761905, -0.02899176549948633], null], [[0.19047619047619038, -0.11904761904761905, 0.05652976281775848], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, -0.04761904761904762, 0.09474372822470885], null], [[0.19047619047619038, -0.11904761904761905, 0.05652976281775848], null], [[0.19047619047619038, -0.04761904761904762, 0.11738526203423479], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, -0.11904761904761905, 0.04562617480421827], null], [[0.11904761904761899, -0.04761904761904762, 0.09474372822470885], null], [[0.19047619047619038, -0.11904761904761905, 0.05652976281775848], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, -0.1904761904761905, -0.02899176549948633], null], [[0.19047619047619038, -0.11904761904761905, 0.05652976281775848], null], [[0.26190476190476186, -0.1904761904761905, -0.035920118975271094], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, -0.11904761904761905, 0.05652976281775848], null], [[0.19047619047619038, -0.04761904761904762, 0.11738526203423479], null], [[0.26190476190476186, -0.11904761904761905, 0.07003905319576753], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, -0.1904761904761905, -0.035920118975271094], null], [[0.26190476190476186, -0.11904761904761905, 0.07003905319576753], null], [[0.3333333333333333, -0.1904761904761905, -0.04450418679126287], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, -0.11904761904761905, 0.05652976281775848], null], [[0.26190476190476186, -0.1904761904761905, -0.035920118975271094], null], [[0.26190476190476186, -0.11904761904761905, 0.07003905319576753], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, -0.04761904761904762, 0.07646934446761793], null], [[0.11904761904761899, -0.04761904761904762, 0.09474372822470885], null], [[0.11904761904761899, 0.02380952380952381, 0.10252108418072621], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, -0.04761904761904762, 0.09474372822470885], null], [[0.19047619047619038, -0.04761904761904762, 0.11738526203423479], null], [[0.19047619047619038, 0.02380952380952381, 0.12702122405448935], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, 0.02380952380952381, 0.10252108418072621], null], [[0.19047619047619038, 0.02380952380952381, 0.12702122405448935], null], [[0.19047619047619038, 0.09523809523809525, 0.08123312178061559], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, -0.04761904761904762, 0.09474372822470885], null], [[0.11904761904761899, 0.02380952380952381, 0.10252108418072621], null], [[0.19047619047619038, 0.02380952380952381, 0.12702122405448935], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, -0.04761904761904762, 0.07646934446761793], null], [[0.11904761904761899, -0.11904761904761905, 0.04562617480421827], null], [[0.11904761904761899, -0.04761904761904762, 0.09474372822470885], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, -0.11904761904761905, 0.04562617480421827], null], [[0.19047619047619038, -0.1904761904761905, -0.02899176549948633], null], [[0.19047619047619038, -0.11904761904761905, 0.05652976281775848], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, -0.04761904761904762, 0.09474372822470885], null], [[0.19047619047619038, -0.11904761904761905, 0.05652976281775848], null], [[0.19047619047619038, -0.04761904761904762, 0.11738526203423479], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, -0.11904761904761905, 0.04562617480421827], null], [[0.11904761904761899, -0.04761904761904762, 0.09474372822470885], null], [[0.19047619047619038, -0.11904761904761905, 0.05652976281775848], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, -0.04761904761904762, 0.07646934446761793], null], [[0.047619047619047596, 0.02380952380952381, 0.0827465864844976], null], [[0.11904761904761899, 0.02380952380952381, 0.10252108418072621], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, 0.02380952380952381, 0.0827465864844976], null], [[0.047619047619047596, 0.09523809523809525, 0.05291842829306969], null], [[0.11904761904761899, 0.09523809523809525, 0.06556469423378487], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, 0.02380952380952381, 0.10252108418072621], null], [[0.11904761904761899, 0.09523809523809525, 0.06556469423378487], null], [[0.19047619047619038, 0.09523809523809525, 0.08123312178061559], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, 0.02380952380952381, 0.0827465864844976], null], [[0.11904761904761899, 0.02380952380952381, 0.10252108418072621], null], [[0.11904761904761899, 0.09523809523809525, 0.06556469423378487], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, 0.09523809523809525, 0.05291842829306969], null], [[0.11904761904761899, 0.09523809523809525, 0.06556469423378487], null], [[0.11904761904761899, 0.16666666666666666, 6.439046211430414e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, 0.09523809523809525, 0.06556469423378487], null], [[0.19047619047619038, 0.09523809523809525, 0.08123312178061559], null], [[0.19047619047619038, 0.16666666666666666, 7.977827566449756e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, 0.16666666666666666, 6.439046211430414e-18], null], [[0.19047619047619038, 0.16666666666666666, 7.977827566449756e-18], null], [[0.19047619047619038, 0.2380952380952381, -0.08123312178061558], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, 0.09523809523809525, 0.06556469423378487], null], [[0.11904761904761899, 0.16666666666666666, 6.439046211430414e-18], null], [[0.19047619047619038, 0.16666666666666666, 7.977827566449756e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, 0.09523809523809525, 0.05291842829306969], null], [[0.11904761904761899, 0.09523809523809525, 0.06556469423378487], null], [[0.11904761904761899, 0.16666666666666666, 6.439046211430414e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, 0.09523809523809525, 0.06556469423378487], null], [[0.19047619047619038, 0.09523809523809525, 0.08123312178061559], null], [[0.19047619047619038, 0.16666666666666666, 7.977827566449756e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, 0.16666666666666666, 6.439046211430414e-18], null], [[0.19047619047619038, 0.16666666666666666, 7.977827566449756e-18], null], [[0.19047619047619038, 0.2380952380952381, -0.08123312178061558], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, 0.09523809523809525, 0.06556469423378487], null], [[0.11904761904761899, 0.16666666666666666, 6.439046211430414e-18], null], [[0.19047619047619038, 0.16666666666666666, 7.977827566449756e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, -0.04761904761904762, 0.07646934446761793], null], [[0.047619047619047596, 0.02380952380952381, 0.0827465864844976], null], [[0.11904761904761899, 0.02380952380952381, 0.10252108418072621], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, 0.02380952380952381, 0.0827465864844976], null], [[0.047619047619047596, 0.09523809523809525, 0.05291842829306969], null], [[0.11904761904761899, 0.09523809523809525, 0.06556469423378487], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, 0.02380952380952381, 0.10252108418072621], null], [[0.11904761904761899, 0.09523809523809525, 0.06556469423378487], null], [[0.19047619047619038, 0.09523809523809525, 0.08123312178061559], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, 0.02380952380952381, 0.0827465864844976], null], [[0.11904761904761899, 0.02380952380952381, 0.10252108418072621], null], [[0.11904761904761899, 0.09523809523809525, 0.06556469423378487], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, 0.09523809523809525, 0.05291842829306969], null], [[0.11904761904761899, 0.09523809523809525, 0.06556469423378487], null], [[0.11904761904761899, 0.16666666666666666, 6.439046211430414e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, 0.09523809523809525, 0.06556469423378487], null], [[0.19047619047619038, 0.09523809523809525, 0.08123312178061559], null], [[0.19047619047619038, 0.16666666666666666, 7.977827566449756e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, 0.16666666666666666, 6.439046211430414e-18], null], [[0.19047619047619038, 0.16666666666666666, 7.977827566449756e-18], null], [[0.19047619047619038, 0.2380952380952381, -0.08123312178061558], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, 0.09523809523809525, 0.06556469423378487], null], [[0.11904761904761899, 0.16666666666666666, 6.439046211430414e-18], null], [[0.19047619047619038, 0.16666666666666666, 7.977827566449756e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, 0.09523809523809525, 0.05291842829306969], null], [[0.047619047619047596, 0.16666666666666666, 5.197068471033305e-18], null], [[0.11904761904761899, 0.16666666666666666, 6.439046211430414e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, 0.16666666666666666, 5.197068471033305e-18], null], [[0.047619047619047596, 0.2380952380952381, -0.05291842829306968], null], [[0.11904761904761899, 0.2380952380952381, -0.06556469423378486], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, 0.16666666666666666, 6.439046211430414e-18], null], [[0.11904761904761899, 0.2380952380952381, -0.06556469423378486], null], [[0.19047619047619038, 0.2380952380952381, -0.08123312178061558], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, 0.16666666666666666, 5.197068471033305e-18], null], [[0.11904761904761899, 0.16666666666666666, 6.439046211430414e-18], null], [[0.11904761904761899, 0.2380952380952381, -0.06556469423378486], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, 0.09523809523809525, 0.05291842829306969], null], [[0.047619047619047596, 0.16666666666666666, 5.197068471033305e-18], null], [[0.11904761904761899, 0.16666666666666666, 6.439046211430414e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, 0.16666666666666666, 5.197068471033305e-18], null], [[0.047619047619047596, 0.2380952380952381, -0.05291842829306968], null], [[0.11904761904761899, 0.2380952380952381, -0.06556469423378486], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, 0.16666666666666666, 6.439046211430414e-18], null], [[0.11904761904761899, 0.2380952380952381, -0.06556469423378486], null], [[0.19047619047619038, 0.2380952380952381, -0.08123312178061558], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, 0.16666666666666666, 5.197068471033305e-18], null], [[0.11904761904761899, 0.16666666666666666, 6.439046211430414e-18], null], [[0.11904761904761899, 0.2380952380952381, -0.06556469423378486], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, 0.09523809523809525, 0.05291842829306969], null], [[0.11904761904761899, 0.09523809523809525, 0.06556469423378487], null], [[0.11904761904761899, 0.16666666666666666, 6.439046211430414e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, 0.09523809523809525, 0.06556469423378487], null], [[0.19047619047619038, 0.09523809523809525, 0.08123312178061559], null], [[0.19047619047619038, 0.16666666666666666, 7.977827566449756e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, 0.16666666666666666, 6.439046211430414e-18], null], [[0.19047619047619038, 0.16666666666666666, 7.977827566449756e-18], null], [[0.19047619047619038, 0.2380952380952381, -0.08123312178061558], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, 0.09523809523809525, 0.06556469423378487], null], [[0.11904761904761899, 0.16666666666666666, 6.439046211430414e-18], null], [[0.19047619047619038, 0.16666666666666666, 7.977827566449756e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, 0.09523809523809525, 0.05291842829306969], null], [[0.047619047619047596, 0.16666666666666666, 5.197068471033305e-18], null], [[0.11904761904761899, 0.16666666666666666, 6.439046211430414e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, 0.16666666666666666, 5.197068471033305e-18], null], [[0.047619047619047596, 0.2380952380952381, -0.05291842829306968], null], [[0.11904761904761899, 0.2380952380952381, -0.06556469423378486], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, 0.16666666666666666, 6.439046211430414e-18], null], [[0.11904761904761899, 0.2380952380952381, -0.06556469423378486], null], [[0.19047619047619038, 0.2380952380952381, -0.08123312178061558], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, 0.16666666666666666, 5.197068471033305e-18], null], [[0.11904761904761899, 0.16666666666666666, 6.439046211430414e-18], null], [[0.11904761904761899, 0.2380952380952381, -0.06556469423378486], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, 0.2380952380952381, -0.05291842829306968], null], [[0.047619047619047596, 0.30952380952380953, -0.0827465864844976], null], [[0.11904761904761899, 0.2380952380952381, -0.06556469423378486], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, 0.30952380952380953, -0.0827465864844976], null], [[0.047619047619047596, 0.380952380952381, -0.07646934446761793], null], [[0.11904761904761899, 0.30952380952380953, -0.10252108418072621], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, 0.2380952380952381, -0.06556469423378486], null], [[0.11904761904761899, 0.30952380952380953, -0.10252108418072621], null], [[0.19047619047619038, 0.2380952380952381, -0.08123312178061558], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, 0.30952380952380953, -0.0827465864844976], null], [[0.11904761904761899, 0.2380952380952381, -0.06556469423378486], null], [[0.11904761904761899, 0.30952380952380953, -0.10252108418072621], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, 0.2380952380952381, -0.05291842829306968], null], [[0.047619047619047596, 0.30952380952380953, -0.0827465864844976], null], [[0.11904761904761899, 0.2380952380952381, -0.06556469423378486], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, 0.30952380952380953, -0.0827465864844976], null], [[0.047619047619047596, 0.380952380952381, -0.07646934446761793], null], [[0.11904761904761899, 0.30952380952380953, -0.10252108418072621], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, 0.2380952380952381, -0.06556469423378486], null], [[0.11904761904761899, 0.30952380952380953, -0.10252108418072621], null], [[0.19047619047619038, 0.2380952380952381, -0.08123312178061558], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, 0.30952380952380953, -0.0827465864844976], null], [[0.11904761904761899, 0.2380952380952381, -0.06556469423378486], null], [[0.11904761904761899, 0.30952380952380953, -0.10252108418072621], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, 0.09523809523809525, 0.05291842829306969], null], [[0.047619047619047596, 0.16666666666666666, 5.197068471033305e-18], null], [[0.11904761904761899, 0.16666666666666666, 6.439046211430414e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, 0.16666666666666666, 5.197068471033305e-18], null], [[0.047619047619047596, 0.2380952380952381, -0.05291842829306968], null], [[0.11904761904761899, 0.2380952380952381, -0.06556469423378486], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, 0.16666666666666666, 6.439046211430414e-18], null], [[0.11904761904761899, 0.2380952380952381, -0.06556469423378486], null], [[0.19047619047619038, 0.2380952380952381, -0.08123312178061558], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, 0.16666666666666666, 5.197068471033305e-18], null], [[0.11904761904761899, 0.16666666666666666, 6.439046211430414e-18], null], [[0.11904761904761899, 0.2380952380952381, -0.06556469423378486], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, 0.380952380952381, -0.07646934446761793], null], [[0.11904761904761899, 0.30952380952380953, -0.10252108418072621], null], [[0.11904761904761899, 0.380952380952381, -0.09474372822470885], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, 0.30952380952380953, -0.10252108418072621], null], [[0.19047619047619038, 0.2380952380952381, -0.08123312178061558], null], [[0.19047619047619038, 0.30952380952380953, -0.12702122405448935], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, 0.380952380952381, -0.09474372822470885], null], [[0.19047619047619038, 0.30952380952380953, -0.12702122405448935], null], [[0.19047619047619038, 0.380952380952381, -0.11738526203423479], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, 0.30952380952380953, -0.10252108418072621], null], [[0.11904761904761899, 0.380952380952381, -0.09474372822470885], null], [[0.19047619047619038, 0.30952380952380953, -0.12702122405448935], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, 0.380952380952381, -0.07646934446761793], null], [[0.11904761904761899, 0.380952380952381, -0.09474372822470885], null], [[0.11904761904761899, 0.4523809523809524, -0.045626174804218274], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, 0.380952380952381, -0.09474372822470885], null], [[0.19047619047619038, 0.380952380952381, -0.11738526203423479], null], [[0.19047619047619038, 0.4523809523809524, -0.056529762817758504], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, 0.4523809523809524, -0.045626174804218274], null], [[0.19047619047619038, 0.4523809523809524, -0.056529762817758504], null], [[0.19047619047619038, 0.5238095238095238, 0.028991765499486316], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, 0.380952380952381, -0.09474372822470885], null], [[0.11904761904761899, 0.4523809523809524, -0.045626174804218274], null], [[0.19047619047619038, 0.4523809523809524, -0.056529762817758504], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, 0.380952380952381, -0.07646934446761793], null], [[0.11904761904761899, 0.380952380952381, -0.09474372822470885], null], [[0.11904761904761899, 0.4523809523809524, -0.045626174804218274], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, 0.380952380952381, -0.09474372822470885], null], [[0.19047619047619038, 0.380952380952381, -0.11738526203423479], null], [[0.19047619047619038, 0.4523809523809524, -0.056529762817758504], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, 0.4523809523809524, -0.045626174804218274], null], [[0.19047619047619038, 0.4523809523809524, -0.056529762817758504], null], [[0.19047619047619038, 0.5238095238095238, 0.028991765499486316], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, 0.380952380952381, -0.09474372822470885], null], [[0.11904761904761899, 0.4523809523809524, -0.045626174804218274], null], [[0.19047619047619038, 0.4523809523809524, -0.056529762817758504], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, 0.380952380952381, -0.07646934446761793], null], [[0.11904761904761899, 0.30952380952380953, -0.10252108418072621], null], [[0.11904761904761899, 0.380952380952381, -0.09474372822470885], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, 0.30952380952380953, -0.10252108418072621], null], [[0.19047619047619038, 0.2380952380952381, -0.08123312178061558], null], [[0.19047619047619038, 0.30952380952380953, -0.12702122405448935], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, 0.380952380952381, -0.09474372822470885], null], [[0.19047619047619038, 0.30952380952380953, -0.12702122405448935], null], [[0.19047619047619038, 0.380952380952381, -0.11738526203423479], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, 0.30952380952380953, -0.10252108418072621], null], [[0.11904761904761899, 0.380952380952381, -0.09474372822470885], null], [[0.19047619047619038, 0.30952380952380953, -0.12702122405448935], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, 0.380952380952381, -0.07646934446761793], null], [[0.11904761904761899, 0.380952380952381, -0.09474372822470885], null], [[0.11904761904761899, 0.4523809523809524, -0.045626174804218274], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, 0.380952380952381, -0.09474372822470885], null], [[0.19047619047619038, 0.380952380952381, -0.11738526203423479], null], [[0.19047619047619038, 0.4523809523809524, -0.056529762817758504], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, 0.4523809523809524, -0.045626174804218274], null], [[0.19047619047619038, 0.4523809523809524, -0.056529762817758504], null], [[0.19047619047619038, 0.5238095238095238, 0.028991765499486316], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, 0.380952380952381, -0.09474372822470885], null], [[0.11904761904761899, 0.4523809523809524, -0.045626174804218274], null], [[0.19047619047619038, 0.4523809523809524, -0.056529762817758504], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, 0.380952380952381, -0.07646934446761793], null], [[0.047619047619047596, 0.4523809523809524, -0.036825695412454715], null], [[0.11904761904761899, 0.4523809523809524, -0.045626174804218274], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, 0.4523809523809524, -0.036825695412454715], null], [[0.047619047619047596, 0.5238095238095238, 0.01888636839314674], null], [[0.11904761904761899, 0.5238095238095238, 0.023399768451653973], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, 0.4523809523809524, -0.045626174804218274], null], [[0.11904761904761899, 0.5238095238095238, 0.023399768451653973], null], [[0.19047619047619038, 0.5238095238095238, 0.028991765499486316], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, 0.4523809523809524, -0.036825695412454715], null], [[0.11904761904761899, 0.4523809523809524, -0.045626174804218274], null], [[0.11904761904761899, 0.5238095238095238, 0.023399768451653973], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, 0.380952380952381, -0.07646934446761793], null], [[0.11904761904761899, 0.380952380952381, -0.09474372822470885], null], [[0.11904761904761899, 0.4523809523809524, -0.045626174804218274], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, 0.380952380952381, -0.09474372822470885], null], [[0.19047619047619038, 0.380952380952381, -0.11738526203423479], null], [[0.19047619047619038, 0.4523809523809524, -0.056529762817758504], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, 0.4523809523809524, -0.045626174804218274], null], [[0.19047619047619038, 0.4523809523809524, -0.056529762817758504], null], [[0.19047619047619038, 0.5238095238095238, 0.028991765499486316], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, 0.380952380952381, -0.09474372822470885], null], [[0.11904761904761899, 0.4523809523809524, -0.045626174804218274], null], [[0.19047619047619038, 0.4523809523809524, -0.056529762817758504], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, 0.380952380952381, -0.11738526203423479], null], [[0.19047619047619038, 0.4523809523809524, -0.056529762817758504], null], [[0.26190476190476186, 0.4523809523809524, -0.07003905319576754], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, 0.4523809523809524, -0.056529762817758504], null], [[0.19047619047619038, 0.5238095238095238, 0.028991765499486316], null], [[0.26190476190476186, 0.5238095238095238, 0.03592011897527107], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, 0.4523809523809524, -0.07003905319576754], null], [[0.26190476190476186, 0.5238095238095238, 0.03592011897527107], null], [[0.3333333333333333, 0.5238095238095238, 0.04450418679126285], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, 0.4523809523809524, -0.056529762817758504], null], [[0.26190476190476186, 0.4523809523809524, -0.07003905319576754], null], [[0.26190476190476186, 0.5238095238095238, 0.03592011897527107], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, 0.380952380952381, -0.07646934446761793], null], [[0.047619047619047596, 0.4523809523809524, -0.036825695412454715], null], [[0.11904761904761899, 0.4523809523809524, -0.045626174804218274], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, 0.4523809523809524, -0.036825695412454715], null], [[0.047619047619047596, 0.5238095238095238, 0.01888636839314674], null], [[0.11904761904761899, 0.5238095238095238, 0.023399768451653973], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, 0.4523809523809524, -0.045626174804218274], null], [[0.11904761904761899, 0.5238095238095238, 0.023399768451653973], null], [[0.19047619047619038, 0.5238095238095238, 0.028991765499486316], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, 0.4523809523809524, -0.036825695412454715], null], [[0.11904761904761899, 0.4523809523809524, -0.045626174804218274], null], [[0.11904761904761899, 0.5238095238095238, 0.023399768451653973], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, 0.380952380952381, -0.04981511769000266], null], [[-0.023809523809523836, 0.380952380952381, -0.06171976502168282], null], [[-0.023809523809523836, 0.4523809523809524, -0.02972267231320715], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, 0.380952380952381, -0.06171976502168282], null], [[0.047619047619047596, 0.380952380952381, -0.07646934446761793], null], [[0.047619047619047596, 0.4523809523809524, -0.036825695412454715], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, 0.4523809523809524, -0.02972267231320715], null], [[0.047619047619047596, 0.4523809523809524, -0.036825695412454715], null], [[0.047619047619047596, 0.5238095238095238, 0.01888636839314674], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, 0.380952380952381, -0.06171976502168282], null], [[-0.023809523809523836, 0.4523809523809524, -0.02972267231320715], null], [[0.047619047619047596, 0.4523809523809524, -0.036825695412454715], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, 0.380952380952381, -0.07646934446761793], null], [[0.047619047619047596, 0.4523809523809524, -0.036825695412454715], null], [[0.11904761904761899, 0.4523809523809524, -0.045626174804218274], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, 0.4523809523809524, -0.036825695412454715], null], [[0.047619047619047596, 0.5238095238095238, 0.01888636839314674], null], [[0.11904761904761899, 0.5238095238095238, 0.023399768451653973], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, 0.4523809523809524, -0.045626174804218274], null], [[0.11904761904761899, 0.5238095238095238, 0.023399768451653973], null], [[0.19047619047619038, 0.5238095238095238, 0.028991765499486316], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, 0.4523809523809524, -0.036825695412454715], null], [[0.11904761904761899, 0.4523809523809524, -0.045626174804218274], null], [[0.11904761904761899, 0.5238095238095238, 0.023399768451653973], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, 0.380952380952381, -0.07646934446761793], null], [[0.11904761904761899, 0.380952380952381, -0.09474372822470885], null], [[0.11904761904761899, 0.4523809523809524, -0.045626174804218274], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, 0.380952380952381, -0.09474372822470885], null], [[0.19047619047619038, 0.380952380952381, -0.11738526203423479], null], [[0.19047619047619038, 0.4523809523809524, -0.056529762817758504], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, 0.4523809523809524, -0.045626174804218274], null], [[0.19047619047619038, 0.4523809523809524, -0.056529762817758504], null], [[0.19047619047619038, 0.5238095238095238, 0.028991765499486316], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, 0.380952380952381, -0.09474372822470885], null], [[0.11904761904761899, 0.4523809523809524, -0.045626174804218274], null], [[0.19047619047619038, 0.4523809523809524, -0.056529762817758504], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, 0.5238095238095238, 0.01888636839314674], null], [[0.047619047619047596, 0.5952380952380952, 0.06635761021095724], null], [[0.11904761904761899, 0.5238095238095238, 0.023399768451653973], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, 0.5952380952380952, 0.06635761021095724], null], [[0.047619047619047596, 0.6666666666666666, 0.08487456913538999], null], [[0.11904761904761899, 0.5952380952380952, 0.08221552612014879], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, 0.5238095238095238, 0.023399768451653973], null], [[0.11904761904761899, 0.5952380952380952, 0.08221552612014879], null], [[0.19047619047619038, 0.5238095238095238, 0.028991765499486316], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, 0.5952380952380952, 0.06635761021095724], null], [[0.11904761904761899, 0.5238095238095238, 0.023399768451653973], null], [[0.11904761904761899, 0.5952380952380952, 0.08221552612014879], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.09523809523809526, 0.6666666666666666, 0.05529060932591288], null], [[-0.023809523809523836, 0.5952380952380952, 0.05355840485012962], null], [[-0.023809523809523836, 0.6666666666666666, 0.06850377101860912], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, 0.5952380952380952, 0.05355840485012962], null], [[0.047619047619047596, 0.5238095238095238, 0.01888636839314674], null], [[0.047619047619047596, 0.5952380952380952, 0.06635761021095724], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, 0.6666666666666666, 0.06850377101860912], null], [[0.047619047619047596, 0.5952380952380952, 0.06635761021095724], null], [[0.047619047619047596, 0.6666666666666666, 0.08487456913538999], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.023809523809523836, 0.5952380952380952, 0.05355840485012962], null], [[-0.023809523809523836, 0.6666666666666666, 0.06850377101860912], null], [[0.047619047619047596, 0.5952380952380952, 0.06635761021095724], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, 0.5238095238095238, 0.01888636839314674], null], [[0.047619047619047596, 0.5952380952380952, 0.06635761021095724], null], [[0.11904761904761899, 0.5238095238095238, 0.023399768451653973], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, 0.5952380952380952, 0.06635761021095724], null], [[0.047619047619047596, 0.6666666666666666, 0.08487456913538999], null], [[0.11904761904761899, 0.5952380952380952, 0.08221552612014879], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, 0.5238095238095238, 0.023399768451653973], null], [[0.11904761904761899, 0.5952380952380952, 0.08221552612014879], null], [[0.19047619047619038, 0.5238095238095238, 0.028991765499486316], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, 0.5952380952380952, 0.06635761021095724], null], [[0.11904761904761899, 0.5238095238095238, 0.023399768451653973], null], [[0.11904761904761899, 0.5952380952380952, 0.08221552612014879], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, 0.6666666666666666, 0.08487456913538999], null], [[0.11904761904761899, 0.5952380952380952, 0.08221552612014879], null], [[0.11904761904761899, 0.6666666666666666, 0.10515760488515594], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, 0.5952380952380952, 0.08221552612014879], null], [[0.19047619047619038, 0.5238095238095238, 0.028991765499486316], null], [[0.19047619047619038, 0.5952380952380952, 0.10186311281741624], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, 0.6666666666666666, 0.10515760488515594], null], [[0.19047619047619038, 0.5952380952380952, 0.10186311281741624], null], [[0.19047619047619038, 0.6666666666666666, 0.1302878115062111], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, 0.5952380952380952, 0.08221552612014879], null], [[0.11904761904761899, 0.6666666666666666, 0.10515760488515594], null], [[0.19047619047619038, 0.5952380952380952, 0.10186311281741624], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, 0.6666666666666666, 0.08487456913538999], null], [[0.11904761904761899, 0.5952380952380952, 0.08221552612014879], null], [[0.11904761904761899, 0.6666666666666666, 0.10515760488515594], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, 0.5952380952380952, 0.08221552612014879], null], [[0.19047619047619038, 0.5238095238095238, 0.028991765499486316], null], [[0.19047619047619038, 0.5952380952380952, 0.10186311281741624], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, 0.6666666666666666, 0.10515760488515594], null], [[0.19047619047619038, 0.5952380952380952, 0.10186311281741624], null], [[0.19047619047619038, 0.6666666666666666, 0.1302878115062111], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, 0.5952380952380952, 0.08221552612014879], null], [[0.11904761904761899, 0.6666666666666666, 0.10515760488515594], null], [[0.19047619047619038, 0.5952380952380952, 0.10186311281741624], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, 0.5238095238095238, 0.01888636839314674], null], [[0.047619047619047596, 0.5952380952380952, 0.06635761021095724], null], [[0.11904761904761899, 0.5238095238095238, 0.023399768451653973], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, 0.5952380952380952, 0.06635761021095724], null], [[0.047619047619047596, 0.6666666666666666, 0.08487456913538999], null], [[0.11904761904761899, 0.5952380952380952, 0.08221552612014879], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, 0.5238095238095238, 0.023399768451653973], null], [[0.11904761904761899, 0.5952380952380952, 0.08221552612014879], null], [[0.19047619047619038, 0.5238095238095238, 0.028991765499486316], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, 0.5952380952380952, 0.06635761021095724], null], [[0.11904761904761899, 0.5238095238095238, 0.023399768451653973], null], [[0.11904761904761899, 0.5952380952380952, 0.08221552612014879], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, 0.6666666666666666, 0.08487456913538999], null], [[0.11904761904761899, 0.5952380952380952, 0.08221552612014879], null], [[0.11904761904761899, 0.6666666666666666, 0.10515760488515594], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, 0.5952380952380952, 0.08221552612014879], null], [[0.19047619047619038, 0.5238095238095238, 0.028991765499486316], null], [[0.19047619047619038, 0.5952380952380952, 0.10186311281741624], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, 0.6666666666666666, 0.10515760488515594], null], [[0.19047619047619038, 0.5952380952380952, 0.10186311281741624], null], [[0.19047619047619038, 0.6666666666666666, 0.1302878115062111], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, 0.5952380952380952, 0.08221552612014879], null], [[0.11904761904761899, 0.6666666666666666, 0.10515760488515594], null], [[0.19047619047619038, 0.5952380952380952, 0.10186311281741624], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, 0.5238095238095238, 0.028991765499486316], null], [[0.19047619047619038, 0.5952380952380952, 0.10186311281741624], null], [[0.26190476190476186, 0.5238095238095238, 0.03592011897527107], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, 0.5952380952380952, 0.10186311281741624], null], [[0.19047619047619038, 0.6666666666666666, 0.1302878115062111], null], [[0.26190476190476186, 0.5952380952380952, 0.12620601293349593], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, 0.5238095238095238, 0.03592011897527107], null], [[0.26190476190476186, 0.5952380952380952, 0.12620601293349593], null], [[0.3333333333333333, 0.5238095238095238, 0.04450418679126285], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, 0.5952380952380952, 0.10186311281741624], null], [[0.26190476190476186, 0.5238095238095238, 0.03592011897527107], null], [[0.26190476190476186, 0.5952380952380952, 0.12620601293349593], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, -0.3333333333333333, -0.1302878115062111], null], [[0.26190476190476186, -0.3333333333333333, -0.16142354940107786], null], [[0.26190476190476186, -0.2619047619047619, -0.12620601293349595], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, -0.3333333333333333, -0.16142354940107786], null], [[0.3333333333333333, -0.3333333333333333, -0.2], null], [[0.3333333333333333, -0.2619047619047619, -0.15636629649360595], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, -0.2619047619047619, -0.12620601293349595], null], [[0.3333333333333333, -0.2619047619047619, -0.15636629649360595], null], [[0.3333333333333333, -0.1904761904761905, -0.04450418679126287], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, -0.3333333333333333, -0.16142354940107786], null], [[0.26190476190476186, -0.2619047619047619, -0.12620601293349595], null], [[0.3333333333333333, -0.2619047619047619, -0.15636629649360595], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, -0.3333333333333333, -0.1302878115062111], null], [[0.19047619047619038, -0.2619047619047619, -0.10186311281741625], null], [[0.26190476190476186, -0.2619047619047619, -0.12620601293349595], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, -0.2619047619047619, -0.10186311281741625], null], [[0.19047619047619038, -0.1904761904761905, -0.02899176549948633], null], [[0.26190476190476186, -0.1904761904761905, -0.035920118975271094], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, -0.2619047619047619, -0.12620601293349595], null], [[0.26190476190476186, -0.1904761904761905, -0.035920118975271094], null], [[0.3333333333333333, -0.1904761904761905, -0.04450418679126287], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, -0.2619047619047619, -0.10186311281741625], null], [[0.26190476190476186, -0.2619047619047619, -0.12620601293349595], null], [[0.26190476190476186, -0.1904761904761905, -0.035920118975271094], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, -0.3333333333333333, -0.1302878115062111], null], [[0.19047619047619038, -0.2619047619047619, -0.10186311281741625], null], [[0.26190476190476186, -0.2619047619047619, -0.12620601293349595], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, -0.2619047619047619, -0.10186311281741625], null], [[0.19047619047619038, -0.1904761904761905, -0.02899176549948633], null], [[0.26190476190476186, -0.1904761904761905, -0.035920118975271094], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, -0.2619047619047619, -0.12620601293349595], null], [[0.26190476190476186, -0.1904761904761905, -0.035920118975271094], null], [[0.3333333333333333, -0.1904761904761905, -0.04450418679126287], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, -0.2619047619047619, -0.10186311281741625], null], [[0.26190476190476186, -0.2619047619047619, -0.12620601293349595], null], [[0.26190476190476186, -0.1904761904761905, -0.035920118975271094], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, -0.3333333333333333, -0.08487456913538999], null], [[0.11904761904761899, -0.3333333333333333, -0.10515760488515594], null], [[0.11904761904761899, -0.2619047619047619, -0.08221552612014879], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, -0.3333333333333333, -0.10515760488515594], null], [[0.19047619047619038, -0.3333333333333333, -0.1302878115062111], null], [[0.19047619047619038, -0.2619047619047619, -0.10186311281741625], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, -0.2619047619047619, -0.08221552612014879], null], [[0.19047619047619038, -0.2619047619047619, -0.10186311281741625], null], [[0.19047619047619038, -0.1904761904761905, -0.02899176549948633], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, -0.3333333333333333, -0.10515760488515594], null], [[0.11904761904761899, -0.2619047619047619, -0.08221552612014879], null], [[0.19047619047619038, -0.2619047619047619, -0.10186311281741625], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, -0.3333333333333333, -0.1302878115062111], null], [[0.19047619047619038, -0.2619047619047619, -0.10186311281741625], null], [[0.26190476190476186, -0.2619047619047619, -0.12620601293349595], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, -0.2619047619047619, -0.10186311281741625], null], [[0.19047619047619038, -0.1904761904761905, -0.02899176549948633], null], [[0.26190476190476186, -0.1904761904761905, -0.035920118975271094], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, -0.2619047619047619, -0.12620601293349595], null], [[0.26190476190476186, -0.1904761904761905, -0.035920118975271094], null], [[0.3333333333333333, -0.1904761904761905, -0.04450418679126287], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, -0.2619047619047619, -0.10186311281741625], null], [[0.26190476190476186, -0.2619047619047619, -0.12620601293349595], null], [[0.26190476190476186, -0.1904761904761905, -0.035920118975271094], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, -0.3333333333333333, -0.1302878115062111], null], [[0.26190476190476186, -0.3333333333333333, -0.16142354940107786], null], [[0.26190476190476186, -0.2619047619047619, -0.12620601293349595], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, -0.3333333333333333, -0.16142354940107786], null], [[0.3333333333333333, -0.3333333333333333, -0.2], null], [[0.3333333333333333, -0.2619047619047619, -0.15636629649360595], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, -0.2619047619047619, -0.12620601293349595], null], [[0.3333333333333333, -0.2619047619047619, -0.15636629649360595], null], [[0.3333333333333333, -0.1904761904761905, -0.04450418679126287], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, -0.3333333333333333, -0.16142354940107786], null], [[0.26190476190476186, -0.2619047619047619, -0.12620601293349595], null], [[0.3333333333333333, -0.2619047619047619, -0.15636629649360595], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, -0.1904761904761905, -0.02899176549948633], null], [[0.19047619047619038, -0.11904761904761905, 0.05652976281775848], null], [[0.26190476190476186, -0.1904761904761905, -0.035920118975271094], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, -0.11904761904761905, 0.05652976281775848], null], [[0.19047619047619038, -0.04761904761904762, 0.11738526203423479], null], [[0.26190476190476186, -0.11904761904761905, 0.07003905319576753], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, -0.1904761904761905, -0.035920118975271094], null], [[0.26190476190476186, -0.11904761904761905, 0.07003905319576753], null], [[0.3333333333333333, -0.1904761904761905, -0.04450418679126287], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, -0.11904761904761905, 0.05652976281775848], null], [[0.26190476190476186, -0.1904761904761905, -0.035920118975271094], null], [[0.26190476190476186, -0.11904761904761905, 0.07003905319576753], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, -0.04761904761904762, 0.07646934446761793], null], [[0.11904761904761899, -0.11904761904761905, 0.04562617480421827], null], [[0.11904761904761899, -0.04761904761904762, 0.09474372822470885], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, -0.11904761904761905, 0.04562617480421827], null], [[0.19047619047619038, -0.1904761904761905, -0.02899176549948633], null], [[0.19047619047619038, -0.11904761904761905, 0.05652976281775848], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, -0.04761904761904762, 0.09474372822470885], null], [[0.19047619047619038, -0.11904761904761905, 0.05652976281775848], null], [[0.19047619047619038, -0.04761904761904762, 0.11738526203423479], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, -0.11904761904761905, 0.04562617480421827], null], [[0.11904761904761899, -0.04761904761904762, 0.09474372822470885], null], [[0.19047619047619038, -0.11904761904761905, 0.05652976281775848], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, -0.1904761904761905, -0.02899176549948633], null], [[0.19047619047619038, -0.11904761904761905, 0.05652976281775848], null], [[0.26190476190476186, -0.1904761904761905, -0.035920118975271094], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, -0.11904761904761905, 0.05652976281775848], null], [[0.19047619047619038, -0.04761904761904762, 0.11738526203423479], null], [[0.26190476190476186, -0.11904761904761905, 0.07003905319576753], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, -0.1904761904761905, -0.035920118975271094], null], [[0.26190476190476186, -0.11904761904761905, 0.07003905319576753], null], [[0.3333333333333333, -0.1904761904761905, -0.04450418679126287], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, -0.11904761904761905, 0.05652976281775848], null], [[0.26190476190476186, -0.1904761904761905, -0.035920118975271094], null], [[0.26190476190476186, -0.11904761904761905, 0.07003905319576753], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, -0.04761904761904762, 0.11738526203423479], null], [[0.26190476190476186, -0.11904761904761905, 0.07003905319576753], null], [[0.26190476190476186, -0.04761904761904762, 0.14543759255667935], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, -0.11904761904761905, 0.07003905319576753], null], [[0.3333333333333333, -0.1904761904761905, -0.04450418679126287], null], [[0.3333333333333333, -0.11904761904761905, 0.08677674782351165], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, -0.04761904761904762, 0.14543759255667935], null], [[0.3333333333333333, -0.11904761904761905, 0.08677674782351165], null], [[0.3333333333333333, -0.04761904761904762, 0.18019377358048383], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, -0.11904761904761905, 0.07003905319576753], null], [[0.26190476190476186, -0.04761904761904762, 0.14543759255667935], null], [[0.3333333333333333, -0.11904761904761905, 0.08677674782351165], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, -0.04761904761904762, 0.11738526203423479], null], [[0.26190476190476186, -0.11904761904761905, 0.07003905319576753], null], [[0.26190476190476186, -0.04761904761904762, 0.14543759255667935], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, -0.11904761904761905, 0.07003905319576753], null], [[0.3333333333333333, -0.1904761904761905, -0.04450418679126287], null], [[0.3333333333333333, -0.11904761904761905, 0.08677674782351165], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, -0.04761904761904762, 0.14543759255667935], null], [[0.3333333333333333, -0.11904761904761905, 0.08677674782351165], null], [[0.3333333333333333, -0.04761904761904762, 0.18019377358048383], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, -0.11904761904761905, 0.07003905319576753], null], [[0.26190476190476186, -0.04761904761904762, 0.14543759255667935], null], [[0.3333333333333333, -0.11904761904761905, 0.08677674782351165], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, -0.1904761904761905, -0.02899176549948633], null], [[0.19047619047619038, -0.11904761904761905, 0.05652976281775848], null], [[0.26190476190476186, -0.1904761904761905, -0.035920118975271094], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, -0.11904761904761905, 0.05652976281775848], null], [[0.19047619047619038, -0.04761904761904762, 0.11738526203423479], null], [[0.26190476190476186, -0.11904761904761905, 0.07003905319576753], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, -0.1904761904761905, -0.035920118975271094], null], [[0.26190476190476186, -0.11904761904761905, 0.07003905319576753], null], [[0.3333333333333333, -0.1904761904761905, -0.04450418679126287], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, -0.11904761904761905, 0.05652976281775848], null], [[0.26190476190476186, -0.1904761904761905, -0.035920118975271094], null], [[0.26190476190476186, -0.11904761904761905, 0.07003905319576753], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, -0.04761904761904762, 0.11738526203423479], null], [[0.26190476190476186, -0.11904761904761905, 0.07003905319576753], null], [[0.26190476190476186, -0.04761904761904762, 0.14543759255667935], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, -0.11904761904761905, 0.07003905319576753], null], [[0.3333333333333333, -0.1904761904761905, -0.04450418679126287], null], [[0.3333333333333333, -0.11904761904761905, 0.08677674782351165], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, -0.04761904761904762, 0.14543759255667935], null], [[0.3333333333333333, -0.11904761904761905, 0.08677674782351165], null], [[0.3333333333333333, -0.04761904761904762, 0.18019377358048383], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, -0.11904761904761905, 0.07003905319576753], null], [[0.26190476190476186, -0.04761904761904762, 0.14543759255667935], null], [[0.3333333333333333, -0.11904761904761905, 0.08677674782351165], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, -0.04761904761904762, 0.11738526203423479], null], [[0.26190476190476186, -0.04761904761904762, 0.14543759255667935], null], [[0.26190476190476186, 0.02380952380952381, 0.1573763239945723], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, -0.04761904761904762, 0.14543759255667935], null], [[0.3333333333333333, -0.04761904761904762, 0.18019377358048383], null], [[0.3333333333333333, 0.02380952380952381, 0.19498558243636474], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, 0.02380952380952381, 0.1573763239945723], null], [[0.3333333333333333, 0.02380952380952381, 0.19498558243636474], null], [[0.3333333333333333, 0.09523809523809525, 0.12469796037174673], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, -0.04761904761904762, 0.14543759255667935], null], [[0.26190476190476186, 0.02380952380952381, 0.1573763239945723], null], [[0.3333333333333333, 0.02380952380952381, 0.19498558243636474], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, -0.04761904761904762, 0.11738526203423479], null], [[0.26190476190476186, -0.04761904761904762, 0.14543759255667935], null], [[0.26190476190476186, 0.02380952380952381, 0.1573763239945723], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, -0.04761904761904762, 0.14543759255667935], null], [[0.3333333333333333, -0.04761904761904762, 0.18019377358048383], null], [[0.3333333333333333, 0.02380952380952381, 0.19498558243636474], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, 0.02380952380952381, 0.1573763239945723], null], [[0.3333333333333333, 0.02380952380952381, 0.19498558243636474], null], [[0.3333333333333333, 0.09523809523809525, 0.12469796037174673], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, -0.04761904761904762, 0.14543759255667935], null], [[0.26190476190476186, 0.02380952380952381, 0.1573763239945723], null], [[0.3333333333333333, 0.02380952380952381, 0.19498558243636474], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, -0.04761904761904762, 0.11738526203423479], null], [[0.26190476190476186, -0.11904761904761905, 0.07003905319576753], null], [[0.26190476190476186, -0.04761904761904762, 0.14543759255667935], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, -0.11904761904761905, 0.07003905319576753], null], [[0.3333333333333333, -0.1904761904761905, -0.04450418679126287], null], [[0.3333333333333333, -0.11904761904761905, 0.08677674782351165], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, -0.04761904761904762, 0.14543759255667935], null], [[0.3333333333333333, -0.11904761904761905, 0.08677674782351165], null], [[0.3333333333333333, -0.04761904761904762, 0.18019377358048383], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, -0.11904761904761905, 0.07003905319576753], null], [[0.26190476190476186, -0.04761904761904762, 0.14543759255667935], null], [[0.3333333333333333, -0.11904761904761905, 0.08677674782351165], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, -0.04761904761904762, 0.11738526203423479], null], [[0.19047619047619038, 0.02380952380952381, 0.12702122405448935], null], [[0.26190476190476186, 0.02380952380952381, 0.1573763239945723], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, 0.02380952380952381, 0.12702122405448935], null], [[0.19047619047619038, 0.09523809523809525, 0.08123312178061559], null], [[0.26190476190476186, 0.09523809523809525, 0.10064593683141153], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, 0.02380952380952381, 0.1573763239945723], null], [[0.26190476190476186, 0.09523809523809525, 0.10064593683141153], null], [[0.3333333333333333, 0.09523809523809525, 0.12469796037174673], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, 0.02380952380952381, 0.12702122405448935], null], [[0.26190476190476186, 0.02380952380952381, 0.1573763239945723], null], [[0.26190476190476186, 0.09523809523809525, 0.10064593683141153], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, 0.09523809523809525, 0.08123312178061559], null], [[0.19047619047619038, 0.16666666666666666, 7.977827566449756e-18], null], [[0.26190476190476186, 0.09523809523809525, 0.10064593683141153], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, 0.16666666666666666, 7.977827566449756e-18], null], [[0.19047619047619038, 0.2380952380952381, -0.08123312178061558], null], [[0.26190476190476186, 0.16666666666666666, 9.884341654051732e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, 0.09523809523809525, 0.10064593683141153], null], [[0.26190476190476186, 0.16666666666666666, 9.884341654051732e-18], null], [[0.3333333333333333, 0.09523809523809525, 0.12469796037174673], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, 0.16666666666666666, 7.977827566449756e-18], null], [[0.26190476190476186, 0.09523809523809525, 0.10064593683141153], null], [[0.26190476190476186, 0.16666666666666666, 9.884341654051732e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, 0.09523809523809525, 0.08123312178061559], null], [[0.19047619047619038, 0.16666666666666666, 7.977827566449756e-18], null], [[0.26190476190476186, 0.09523809523809525, 0.10064593683141153], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, 0.16666666666666666, 7.977827566449756e-18], null], [[0.19047619047619038, 0.2380952380952381, -0.08123312178061558], null], [[0.26190476190476186, 0.16666666666666666, 9.884341654051732e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, 0.09523809523809525, 0.10064593683141153], null], [[0.26190476190476186, 0.16666666666666666, 9.884341654051732e-18], null], [[0.3333333333333333, 0.09523809523809525, 0.12469796037174673], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, 0.16666666666666666, 7.977827566449756e-18], null], [[0.26190476190476186, 0.09523809523809525, 0.10064593683141153], null], [[0.26190476190476186, 0.16666666666666666, 9.884341654051732e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, -0.04761904761904762, 0.11738526203423479], null], [[0.19047619047619038, 0.02380952380952381, 0.12702122405448935], null], [[0.26190476190476186, 0.02380952380952381, 0.1573763239945723], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, 0.02380952380952381, 0.12702122405448935], null], [[0.19047619047619038, 0.09523809523809525, 0.08123312178061559], null], [[0.26190476190476186, 0.09523809523809525, 0.10064593683141153], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, 0.02380952380952381, 0.1573763239945723], null], [[0.26190476190476186, 0.09523809523809525, 0.10064593683141153], null], [[0.3333333333333333, 0.09523809523809525, 0.12469796037174673], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, 0.02380952380952381, 0.12702122405448935], null], [[0.26190476190476186, 0.02380952380952381, 0.1573763239945723], null], [[0.26190476190476186, 0.09523809523809525, 0.10064593683141153], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, 0.09523809523809525, 0.08123312178061559], null], [[0.19047619047619038, 0.16666666666666666, 7.977827566449756e-18], null], [[0.26190476190476186, 0.09523809523809525, 0.10064593683141153], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, 0.16666666666666666, 7.977827566449756e-18], null], [[0.19047619047619038, 0.2380952380952381, -0.08123312178061558], null], [[0.26190476190476186, 0.16666666666666666, 9.884341654051732e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, 0.09523809523809525, 0.10064593683141153], null], [[0.26190476190476186, 0.16666666666666666, 9.884341654051732e-18], null], [[0.3333333333333333, 0.09523809523809525, 0.12469796037174673], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, 0.16666666666666666, 7.977827566449756e-18], null], [[0.26190476190476186, 0.09523809523809525, 0.10064593683141153], null], [[0.26190476190476186, 0.16666666666666666, 9.884341654051732e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, 0.2380952380952381, -0.08123312178061558], null], [[0.26190476190476186, 0.16666666666666666, 9.884341654051732e-18], null], [[0.26190476190476186, 0.2380952380952381, -0.10064593683141151], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, 0.16666666666666666, 9.884341654051732e-18], null], [[0.3333333333333333, 0.09523809523809525, 0.12469796037174673], null], [[0.3333333333333333, 0.16666666666666666, 1.2246467991473531e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, 0.2380952380952381, -0.10064593683141151], null], [[0.3333333333333333, 0.16666666666666666, 1.2246467991473531e-17], null], [[0.3333333333333333, 0.2380952380952381, -0.1246979603717467], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, 0.16666666666666666, 9.884341654051732e-18], null], [[0.26190476190476186, 0.2380952380952381, -0.10064593683141151], null], [[0.3333333333333333, 0.16666666666666666, 1.2246467991473531e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, 0.2380952380952381, -0.08123312178061558], null], [[0.26190476190476186, 0.16666666666666666, 9.884341654051732e-18], null], [[0.26190476190476186, 0.2380952380952381, -0.10064593683141151], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, 0.16666666666666666, 9.884341654051732e-18], null], [[0.3333333333333333, 0.09523809523809525, 0.12469796037174673], null], [[0.3333333333333333, 0.16666666666666666, 1.2246467991473531e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, 0.2380952380952381, -0.10064593683141151], null], [[0.3333333333333333, 0.16666666666666666, 1.2246467991473531e-17], null], [[0.3333333333333333, 0.2380952380952381, -0.1246979603717467], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, 0.16666666666666666, 9.884341654051732e-18], null], [[0.26190476190476186, 0.2380952380952381, -0.10064593683141151], null], [[0.3333333333333333, 0.16666666666666666, 1.2246467991473531e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, 0.09523809523809525, 0.08123312178061559], null], [[0.19047619047619038, 0.16666666666666666, 7.977827566449756e-18], null], [[0.26190476190476186, 0.09523809523809525, 0.10064593683141153], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, 0.16666666666666666, 7.977827566449756e-18], null], [[0.19047619047619038, 0.2380952380952381, -0.08123312178061558], null], [[0.26190476190476186, 0.16666666666666666, 9.884341654051732e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, 0.09523809523809525, 0.10064593683141153], null], [[0.26190476190476186, 0.16666666666666666, 9.884341654051732e-18], null], [[0.3333333333333333, 0.09523809523809525, 0.12469796037174673], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, 0.16666666666666666, 7.977827566449756e-18], null], [[0.26190476190476186, 0.09523809523809525, 0.10064593683141153], null], [[0.26190476190476186, 0.16666666666666666, 9.884341654051732e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, 0.2380952380952381, -0.08123312178061558], null], [[0.26190476190476186, 0.16666666666666666, 9.884341654051732e-18], null], [[0.26190476190476186, 0.2380952380952381, -0.10064593683141151], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, 0.16666666666666666, 9.884341654051732e-18], null], [[0.3333333333333333, 0.09523809523809525, 0.12469796037174673], null], [[0.3333333333333333, 0.16666666666666666, 1.2246467991473531e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, 0.2380952380952381, -0.10064593683141151], null], [[0.3333333333333333, 0.16666666666666666, 1.2246467991473531e-17], null], [[0.3333333333333333, 0.2380952380952381, -0.1246979603717467], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, 0.16666666666666666, 9.884341654051732e-18], null], [[0.26190476190476186, 0.2380952380952381, -0.10064593683141151], null], [[0.3333333333333333, 0.16666666666666666, 1.2246467991473531e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, 0.2380952380952381, -0.08123312178061558], null], [[0.19047619047619038, 0.30952380952380953, -0.12702122405448935], null], [[0.26190476190476186, 0.2380952380952381, -0.10064593683141151], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, 0.30952380952380953, -0.12702122405448935], null], [[0.19047619047619038, 0.380952380952381, -0.11738526203423479], null], [[0.26190476190476186, 0.30952380952380953, -0.1573763239945723], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, 0.2380952380952381, -0.10064593683141151], null], [[0.26190476190476186, 0.30952380952380953, -0.1573763239945723], null], [[0.3333333333333333, 0.2380952380952381, -0.1246979603717467], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, 0.30952380952380953, -0.12702122405448935], null], [[0.26190476190476186, 0.2380952380952381, -0.10064593683141151], null], [[0.26190476190476186, 0.30952380952380953, -0.1573763239945723], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, 0.2380952380952381, -0.08123312178061558], null], [[0.19047619047619038, 0.30952380952380953, -0.12702122405448935], null], [[0.26190476190476186, 0.2380952380952381, -0.10064593683141151], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, 0.30952380952380953, -0.12702122405448935], null], [[0.19047619047619038, 0.380952380952381, -0.11738526203423479], null], [[0.26190476190476186, 0.30952380952380953, -0.1573763239945723], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, 0.2380952380952381, -0.10064593683141151], null], [[0.26190476190476186, 0.30952380952380953, -0.1573763239945723], null], [[0.3333333333333333, 0.2380952380952381, -0.1246979603717467], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, 0.30952380952380953, -0.12702122405448935], null], [[0.26190476190476186, 0.2380952380952381, -0.10064593683141151], null], [[0.26190476190476186, 0.30952380952380953, -0.1573763239945723], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, 0.2380952380952381, -0.08123312178061558], null], [[0.26190476190476186, 0.16666666666666666, 9.884341654051732e-18], null], [[0.26190476190476186, 0.2380952380952381, -0.10064593683141151], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, 0.16666666666666666, 9.884341654051732e-18], null], [[0.3333333333333333, 0.09523809523809525, 0.12469796037174673], null], [[0.3333333333333333, 0.16666666666666666, 1.2246467991473531e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, 0.2380952380952381, -0.10064593683141151], null], [[0.3333333333333333, 0.16666666666666666, 1.2246467991473531e-17], null], [[0.3333333333333333, 0.2380952380952381, -0.1246979603717467], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, 0.16666666666666666, 9.884341654051732e-18], null], [[0.26190476190476186, 0.2380952380952381, -0.10064593683141151], null], [[0.3333333333333333, 0.16666666666666666, 1.2246467991473531e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, 0.380952380952381, -0.11738526203423479], null], [[0.26190476190476186, 0.30952380952380953, -0.1573763239945723], null], [[0.26190476190476186, 0.380952380952381, -0.14543759255667935], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, 0.30952380952380953, -0.1573763239945723], null], [[0.3333333333333333, 0.2380952380952381, -0.1246979603717467], null], [[0.3333333333333333, 0.30952380952380953, -0.19498558243636474], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, 0.380952380952381, -0.14543759255667935], null], [[0.3333333333333333, 0.30952380952380953, -0.19498558243636474], null], [[0.3333333333333333, 0.380952380952381, -0.18019377358048383], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, 0.30952380952380953, -0.1573763239945723], null], [[0.26190476190476186, 0.380952380952381, -0.14543759255667935], null], [[0.3333333333333333, 0.30952380952380953, -0.19498558243636474], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, 0.380952380952381, -0.11738526203423479], null], [[0.26190476190476186, 0.380952380952381, -0.14543759255667935], null], [[0.26190476190476186, 0.4523809523809524, -0.07003905319576754], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, 0.380952380952381, -0.14543759255667935], null], [[0.3333333333333333, 0.380952380952381, -0.18019377358048383], null], [[0.3333333333333333, 0.4523809523809524, -0.08677674782351166], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, 0.4523809523809524, -0.07003905319576754], null], [[0.3333333333333333, 0.4523809523809524, -0.08677674782351166], null], [[0.3333333333333333, 0.5238095238095238, 0.04450418679126285], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, 0.380952380952381, -0.14543759255667935], null], [[0.26190476190476186, 0.4523809523809524, -0.07003905319576754], null], [[0.3333333333333333, 0.4523809523809524, -0.08677674782351166], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, 0.380952380952381, -0.11738526203423479], null], [[0.26190476190476186, 0.380952380952381, -0.14543759255667935], null], [[0.26190476190476186, 0.4523809523809524, -0.07003905319576754], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, 0.380952380952381, -0.14543759255667935], null], [[0.3333333333333333, 0.380952380952381, -0.18019377358048383], null], [[0.3333333333333333, 0.4523809523809524, -0.08677674782351166], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, 0.4523809523809524, -0.07003905319576754], null], [[0.3333333333333333, 0.4523809523809524, -0.08677674782351166], null], [[0.3333333333333333, 0.5238095238095238, 0.04450418679126285], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, 0.380952380952381, -0.14543759255667935], null], [[0.26190476190476186, 0.4523809523809524, -0.07003905319576754], null], [[0.3333333333333333, 0.4523809523809524, -0.08677674782351166], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, 0.380952380952381, -0.11738526203423479], null], [[0.26190476190476186, 0.30952380952380953, -0.1573763239945723], null], [[0.26190476190476186, 0.380952380952381, -0.14543759255667935], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, 0.30952380952380953, -0.1573763239945723], null], [[0.3333333333333333, 0.2380952380952381, -0.1246979603717467], null], [[0.3333333333333333, 0.30952380952380953, -0.19498558243636474], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, 0.380952380952381, -0.14543759255667935], null], [[0.3333333333333333, 0.30952380952380953, -0.19498558243636474], null], [[0.3333333333333333, 0.380952380952381, -0.18019377358048383], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, 0.30952380952380953, -0.1573763239945723], null], [[0.26190476190476186, 0.380952380952381, -0.14543759255667935], null], [[0.3333333333333333, 0.30952380952380953, -0.19498558243636474], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, 0.380952380952381, -0.11738526203423479], null], [[0.26190476190476186, 0.380952380952381, -0.14543759255667935], null], [[0.26190476190476186, 0.4523809523809524, -0.07003905319576754], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, 0.380952380952381, -0.14543759255667935], null], [[0.3333333333333333, 0.380952380952381, -0.18019377358048383], null], [[0.3333333333333333, 0.4523809523809524, -0.08677674782351166], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, 0.4523809523809524, -0.07003905319576754], null], [[0.3333333333333333, 0.4523809523809524, -0.08677674782351166], null], [[0.3333333333333333, 0.5238095238095238, 0.04450418679126285], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, 0.380952380952381, -0.14543759255667935], null], [[0.26190476190476186, 0.4523809523809524, -0.07003905319576754], null], [[0.3333333333333333, 0.4523809523809524, -0.08677674782351166], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, 0.380952380952381, -0.11738526203423479], null], [[0.19047619047619038, 0.4523809523809524, -0.056529762817758504], null], [[0.26190476190476186, 0.4523809523809524, -0.07003905319576754], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, 0.4523809523809524, -0.056529762817758504], null], [[0.19047619047619038, 0.5238095238095238, 0.028991765499486316], null], [[0.26190476190476186, 0.5238095238095238, 0.03592011897527107], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, 0.4523809523809524, -0.07003905319576754], null], [[0.26190476190476186, 0.5238095238095238, 0.03592011897527107], null], [[0.3333333333333333, 0.5238095238095238, 0.04450418679126285], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, 0.4523809523809524, -0.056529762817758504], null], [[0.26190476190476186, 0.4523809523809524, -0.07003905319576754], null], [[0.26190476190476186, 0.5238095238095238, 0.03592011897527107], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, 0.380952380952381, -0.11738526203423479], null], [[0.19047619047619038, 0.4523809523809524, -0.056529762817758504], null], [[0.26190476190476186, 0.4523809523809524, -0.07003905319576754], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, 0.4523809523809524, -0.056529762817758504], null], [[0.19047619047619038, 0.5238095238095238, 0.028991765499486316], null], [[0.26190476190476186, 0.5238095238095238, 0.03592011897527107], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, 0.4523809523809524, -0.07003905319576754], null], [[0.26190476190476186, 0.5238095238095238, 0.03592011897527107], null], [[0.3333333333333333, 0.5238095238095238, 0.04450418679126285], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, 0.4523809523809524, -0.056529762817758504], null], [[0.26190476190476186, 0.4523809523809524, -0.07003905319576754], null], [[0.26190476190476186, 0.5238095238095238, 0.03592011897527107], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, 0.380952380952381, -0.07646934446761793], null], [[0.11904761904761899, 0.380952380952381, -0.09474372822470885], null], [[0.11904761904761899, 0.4523809523809524, -0.045626174804218274], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, 0.380952380952381, -0.09474372822470885], null], [[0.19047619047619038, 0.380952380952381, -0.11738526203423479], null], [[0.19047619047619038, 0.4523809523809524, -0.056529762817758504], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, 0.4523809523809524, -0.045626174804218274], null], [[0.19047619047619038, 0.4523809523809524, -0.056529762817758504], null], [[0.19047619047619038, 0.5238095238095238, 0.028991765499486316], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, 0.380952380952381, -0.09474372822470885], null], [[0.11904761904761899, 0.4523809523809524, -0.045626174804218274], null], [[0.19047619047619038, 0.4523809523809524, -0.056529762817758504], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, 0.380952380952381, -0.11738526203423479], null], [[0.19047619047619038, 0.4523809523809524, -0.056529762817758504], null], [[0.26190476190476186, 0.4523809523809524, -0.07003905319576754], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, 0.4523809523809524, -0.056529762817758504], null], [[0.19047619047619038, 0.5238095238095238, 0.028991765499486316], null], [[0.26190476190476186, 0.5238095238095238, 0.03592011897527107], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, 0.4523809523809524, -0.07003905319576754], null], [[0.26190476190476186, 0.5238095238095238, 0.03592011897527107], null], [[0.3333333333333333, 0.5238095238095238, 0.04450418679126285], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, 0.4523809523809524, -0.056529762817758504], null], [[0.26190476190476186, 0.4523809523809524, -0.07003905319576754], null], [[0.26190476190476186, 0.5238095238095238, 0.03592011897527107], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, 0.380952380952381, -0.11738526203423479], null], [[0.26190476190476186, 0.380952380952381, -0.14543759255667935], null], [[0.26190476190476186, 0.4523809523809524, -0.07003905319576754], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, 0.380952380952381, -0.14543759255667935], null], [[0.3333333333333333, 0.380952380952381, -0.18019377358048383], null], [[0.3333333333333333, 0.4523809523809524, -0.08677674782351166], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, 0.4523809523809524, -0.07003905319576754], null], [[0.3333333333333333, 0.4523809523809524, -0.08677674782351166], null], [[0.3333333333333333, 0.5238095238095238, 0.04450418679126285], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, 0.380952380952381, -0.14543759255667935], null], [[0.26190476190476186, 0.4523809523809524, -0.07003905319576754], null], [[0.3333333333333333, 0.4523809523809524, -0.08677674782351166], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, 0.5238095238095238, 0.028991765499486316], null], [[0.19047619047619038, 0.5952380952380952, 0.10186311281741624], null], [[0.26190476190476186, 0.5238095238095238, 0.03592011897527107], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, 0.5952380952380952, 0.10186311281741624], null], [[0.19047619047619038, 0.6666666666666666, 0.1302878115062111], null], [[0.26190476190476186, 0.5952380952380952, 0.12620601293349593], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, 0.5238095238095238, 0.03592011897527107], null], [[0.26190476190476186, 0.5952380952380952, 0.12620601293349593], null], [[0.3333333333333333, 0.5238095238095238, 0.04450418679126285], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, 0.5952380952380952, 0.10186311281741624], null], [[0.26190476190476186, 0.5238095238095238, 0.03592011897527107], null], [[0.26190476190476186, 0.5952380952380952, 0.12620601293349593], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.047619047619047596, 0.6666666666666666, 0.08487456913538999], null], [[0.11904761904761899, 0.5952380952380952, 0.08221552612014879], null], [[0.11904761904761899, 0.6666666666666666, 0.10515760488515594], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, 0.5952380952380952, 0.08221552612014879], null], [[0.19047619047619038, 0.5238095238095238, 0.028991765499486316], null], [[0.19047619047619038, 0.5952380952380952, 0.10186311281741624], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, 0.6666666666666666, 0.10515760488515594], null], [[0.19047619047619038, 0.5952380952380952, 0.10186311281741624], null], [[0.19047619047619038, 0.6666666666666666, 0.1302878115062111], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11904761904761899, 0.5952380952380952, 0.08221552612014879], null], [[0.11904761904761899, 0.6666666666666666, 0.10515760488515594], null], [[0.19047619047619038, 0.5952380952380952, 0.10186311281741624], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, 0.5238095238095238, 0.028991765499486316], null], [[0.19047619047619038, 0.5952380952380952, 0.10186311281741624], null], [[0.26190476190476186, 0.5238095238095238, 0.03592011897527107], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, 0.5952380952380952, 0.10186311281741624], null], [[0.19047619047619038, 0.6666666666666666, 0.1302878115062111], null], [[0.26190476190476186, 0.5952380952380952, 0.12620601293349593], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, 0.5238095238095238, 0.03592011897527107], null], [[0.26190476190476186, 0.5952380952380952, 0.12620601293349593], null], [[0.3333333333333333, 0.5238095238095238, 0.04450418679126285], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, 0.5952380952380952, 0.10186311281741624], null], [[0.26190476190476186, 0.5238095238095238, 0.03592011897527107], null], [[0.26190476190476186, 0.5952380952380952, 0.12620601293349593], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, 0.6666666666666666, 0.1302878115062111], null], [[0.26190476190476186, 0.5952380952380952, 0.12620601293349593], null], [[0.26190476190476186, 0.6666666666666666, 0.16142354940107786], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, 0.5952380952380952, 0.12620601293349593], null], [[0.3333333333333333, 0.5238095238095238, 0.04450418679126285], null], [[0.3333333333333333, 0.5952380952380952, 0.15636629649360595], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, 0.6666666666666666, 0.16142354940107786], null], [[0.3333333333333333, 0.5952380952380952, 0.15636629649360595], null], [[0.3333333333333333, 0.6666666666666666, 0.2], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, 0.5952380952380952, 0.12620601293349593], null], [[0.26190476190476186, 0.6666666666666666, 0.16142354940107786], null], [[0.3333333333333333, 0.5952380952380952, 0.15636629649360595], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, 0.6666666666666666, 0.1302878115062111], null], [[0.26190476190476186, 0.5952380952380952, 0.12620601293349593], null], [[0.26190476190476186, 0.6666666666666666, 0.16142354940107786], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, 0.5952380952380952, 0.12620601293349593], null], [[0.3333333333333333, 0.5238095238095238, 0.04450418679126285], null], [[0.3333333333333333, 0.5952380952380952, 0.15636629649360595], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, 0.6666666666666666, 0.16142354940107786], null], [[0.3333333333333333, 0.5952380952380952, 0.15636629649360595], null], [[0.3333333333333333, 0.6666666666666666, 0.2], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, 0.5952380952380952, 0.12620601293349593], null], [[0.26190476190476186, 0.6666666666666666, 0.16142354940107786], null], [[0.3333333333333333, 0.5952380952380952, 0.15636629649360595], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, 0.5238095238095238, 0.028991765499486316], null], [[0.19047619047619038, 0.5952380952380952, 0.10186311281741624], null], [[0.26190476190476186, 0.5238095238095238, 0.03592011897527107], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, 0.5952380952380952, 0.10186311281741624], null], [[0.19047619047619038, 0.6666666666666666, 0.1302878115062111], null], [[0.26190476190476186, 0.5952380952380952, 0.12620601293349593], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.26190476190476186, 0.5238095238095238, 0.03592011897527107], null], [[0.26190476190476186, 0.5952380952380952, 0.12620601293349593], null], [[0.3333333333333333, 0.5238095238095238, 0.04450418679126285], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.19047619047619038, 0.5952380952380952, 0.10186311281741624], null], [[0.26190476190476186, 0.5238095238095238, 0.03592011897527107], null], [[0.26190476190476186, 0.5952380952380952, 0.12620601293349593], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5238095238095237, -0.04761904761904762, 0.013771541053611544], null], [[-0.4523809523809524, -0.11904761904761905, 0.004275173485778908], null], [[-0.4523809523809524, -0.04761904761904762, 0.017455862152725075], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4523809523809524, -0.11904761904761905, 0.004275173485778908], null], [[-0.38095238095238093, -0.1904761904761905, -0.00522119408205373], null], [[-0.38095238095238093, -0.11904761904761905, 0.010180575691025477], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4523809523809524, -0.04761904761904762, 0.017455862152725075], null], [[-0.38095238095238093, -0.11904761904761905, 0.010180575691025477], null], [[-0.38095238095238093, -0.04761904761904762, 0.021140183251838602], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4523809523809524, -0.11904761904761905, 0.004275173485778908], null], [[-0.4523809523809524, -0.04761904761904762, 0.017455862152725075], null], [[-0.38095238095238093, -0.11904761904761905, 0.010180575691025477], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5238095238095237, 0.09523809523809525, 0.009530202106534543], null], [[-0.5238095238095237, 0.16666666666666666, 1.0210705646869277e-18], null], [[-0.4523809523809524, 0.09523809523809525, 0.012079831415500899], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5238095238095237, 0.16666666666666666, 1.0210705646869277e-18], null], [[-0.5238095238095237, 0.2380952380952381, -0.009530202106534541], null], [[-0.4523809523809524, 0.16666666666666666, 1.1596227202440167e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4523809523809524, 0.09523809523809525, 0.012079831415500899], null], [[-0.4523809523809524, 0.16666666666666666, 1.1596227202440167e-18], null], [[-0.38095238095238093, 0.09523809523809525, 0.014629460724467256], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5238095238095237, 0.16666666666666666, 1.0210705646869277e-18], null], [[-0.4523809523809524, 0.09523809523809525, 0.012079831415500899], null], [[-0.4523809523809524, 0.16666666666666666, 1.1596227202440167e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5238095238095237, 0.2380952380952381, -0.009530202106534541], null], [[-0.5238095238095237, 0.30952380952380953, -0.011650871580073044], null], [[-0.4523809523809524, 0.2380952380952381, -0.011807697379835839], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5238095238095237, 0.30952380952380953, -0.011650871580073044], null], [[-0.5238095238095237, 0.380952380952381, -0.013771541053611544], null], [[-0.4523809523809524, 0.30952380952380953, -0.014200500889039399], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4523809523809524, 0.2380952380952381, -0.011807697379835839], null], [[-0.4523809523809524, 0.30952380952380953, -0.014200500889039399], null], [[-0.38095238095238093, 0.2380952380952381, -0.014629460724467254], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5238095238095237, 0.30952380952380953, -0.011650871580073044], null], [[-0.4523809523809524, 0.2380952380952381, -0.011807697379835839], null], [[-0.4523809523809524, 0.30952380952380953, -0.014200500889039399], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5238095238095237, 0.380952380952381, -0.013771541053611544], null], [[-0.4523809523809524, 0.30952380952380953, -0.014200500889039399], null], [[-0.4523809523809524, 0.380952380952381, -0.017455862152725075], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4523809523809524, 0.30952380952380953, -0.014200500889039399], null], [[-0.38095238095238093, 0.2380952380952381, -0.014629460724467254], null], [[-0.38095238095238093, 0.30952380952380953, -0.022875545931836105], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4523809523809524, 0.380952380952381, -0.017455862152725075], null], [[-0.38095238095238093, 0.30952380952380953, -0.022875545931836105], null], [[-0.38095238095238093, 0.380952380952381, -0.021140183251838602], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4523809523809524, 0.30952380952380953, -0.014200500889039399], null], [[-0.4523809523809524, 0.380952380952381, -0.017455862152725075], null], [[-0.38095238095238093, 0.30952380952380953, -0.022875545931836105], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5238095238095237, 0.380952380952381, -0.013771541053611544], null], [[-0.4523809523809524, 0.380952380952381, -0.017455862152725075], null], [[-0.4523809523809524, 0.4523809523809524, -0.004275173485778909], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4523809523809524, 0.380952380952381, -0.017455862152725075], null], [[-0.38095238095238093, 0.380952380952381, -0.021140183251838602], null], [[-0.38095238095238093, 0.4523809523809524, -0.010180575691025479], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4523809523809524, 0.4523809523809524, -0.004275173485778909], null], [[-0.38095238095238093, 0.4523809523809524, -0.010180575691025479], null], [[-0.38095238095238093, 0.5238095238095238, 0.005221194082053728], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4523809523809524, 0.380952380952381, -0.017455862152725075], null], [[-0.4523809523809524, 0.4523809523809524, -0.004275173485778909], null], [[-0.38095238095238093, 0.4523809523809524, -0.010180575691025479], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.38095238095238093, -0.3333333333333333, -0.023463833218850157], null], [[-0.30952380952380953, -0.3333333333333333, -0.029741147824220316], null], [[-0.30952380952380953, -0.2619047619047619, -0.015739347559176525], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, -0.3333333333333333, -0.029741147824220316], null], [[-0.23809523809523814, -0.3333333333333333, -0.036018462429590475], null], [[-0.23809523809523814, -0.2619047619047619, -0.028160367877545757], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, -0.2619047619047619, -0.015739347559176525], null], [[-0.23809523809523814, -0.2619047619047619, -0.028160367877545757], null], [[-0.23809523809523814, -0.1904761904761905, -0.00801486189950289], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, -0.3333333333333333, -0.029741147824220316], null], [[-0.30952380952380953, -0.2619047619047619, -0.015739347559176525], null], [[-0.23809523809523814, -0.2619047619047619, -0.028160367877545757], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.38095238095238093, -0.3333333333333333, -0.023463833218850157], null], [[-0.38095238095238093, -0.2619047619047619, -0.014342513650451943], null], [[-0.30952380952380953, -0.2619047619047619, -0.015739347559176525], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.38095238095238093, -0.2619047619047619, -0.014342513650451943], null], [[-0.38095238095238093, -0.1904761904761905, -0.00522119408205373], null], [[-0.30952380952380953, -0.1904761904761905, -0.006468937278886109], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, -0.2619047619047619, -0.015739347559176525], null], [[-0.30952380952380953, -0.1904761904761905, -0.006468937278886109], null], [[-0.23809523809523814, -0.1904761904761905, -0.00801486189950289], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.38095238095238093, -0.2619047619047619, -0.014342513650451943], null], [[-0.30952380952380953, -0.2619047619047619, -0.015739347559176525], null], [[-0.30952380952380953, -0.1904761904761905, -0.006468937278886109], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.38095238095238093, -0.04761904761904762, 0.021140183251838602], null], [[-0.38095238095238093, 0.02380952380952381, 0.01788482198815293], null], [[-0.30952380952380953, 0.02380952380952381, 0.028342266065527803], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.38095238095238093, 0.02380952380952381, 0.01788482198815293], null], [[-0.38095238095238093, 0.09523809523809525, 0.014629460724467256], null], [[-0.30952380952380953, 0.09523809523809525, 0.018125559472265663], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, 0.02380952380952381, 0.028342266065527803], null], [[-0.30952380952380953, 0.09523809523809525, 0.018125559472265663], null], [[-0.23809523809523814, 0.09523809523809525, 0.022457144003481606], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.38095238095238093, 0.02380952380952381, 0.01788482198815293], null], [[-0.30952380952380953, 0.02380952380952381, 0.028342266065527803], null], [[-0.30952380952380953, 0.09523809523809525, 0.018125559472265663], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.38095238095238093, 0.5238095238095238, 0.005221194082053728], null], [[-0.38095238095238093, 0.5952380952380952, 0.014342513650451943], null], [[-0.30952380952380953, 0.5238095238095238, 0.006468937278886106], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.38095238095238093, 0.5952380952380952, 0.014342513650451943], null], [[-0.38095238095238093, 0.6666666666666666, 0.023463833218850157], null], [[-0.30952380952380953, 0.5952380952380952, 0.015739347559176522], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, 0.5238095238095238, 0.006468937278886106], null], [[-0.30952380952380953, 0.5952380952380952, 0.015739347559176522], null], [[-0.23809523809523814, 0.5238095238095238, 0.008014861899502887], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.38095238095238093, 0.5952380952380952, 0.014342513650451943], null], [[-0.30952380952380953, 0.5238095238095238, 0.006468937278886106], null], [[-0.30952380952380953, 0.5952380952380952, 0.015739347559176522], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.38095238095238093, 0.6666666666666666, 0.023463833218850157], null], [[-0.30952380952380953, 0.5952380952380952, 0.015739347559176522], null], [[-0.30952380952380953, 0.6666666666666666, 0.029741147824220316], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, 0.5952380952380952, 0.015739347559176522], null], [[-0.23809523809523814, 0.5238095238095238, 0.008014861899502887], null], [[-0.23809523809523814, 0.5952380952380952, 0.02816036787754575], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, 0.6666666666666666, 0.029741147824220316], null], [[-0.23809523809523814, 0.5952380952380952, 0.02816036787754575], null], [[-0.23809523809523814, 0.6666666666666666, 0.036018462429590475], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.30952380952380953, 0.5952380952380952, 0.015739347559176522], null], [[-0.30952380952380953, 0.6666666666666666, 0.029741147824220316], null], [[-0.23809523809523814, 0.5952380952380952, 0.02816036787754575], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.23809523809523814, 0.2380952380952381, -0.022457144003481602], null], [[-0.23809523809523814, 0.30952380952380953, -0.03511540437648009], null], [[-0.16666666666666669, 0.2380952380952381, -0.027823875867930392], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.23809523809523814, 0.30952380952380953, -0.03511540437648009], null], [[-0.23809523809523814, 0.380952380952381, -0.032451513318773946], null], [[-0.16666666666666669, 0.30952380952380953, -0.04350716423566092], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.16666666666666669, 0.2380952380952381, -0.027823875867930392], null], [[-0.16666666666666669, 0.30952380952380953, -0.04350716423566092], null], [[-0.09523809523809526, 0.2380952380952381, -0.03447313105326206], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.23809523809523814, 0.30952380952380953, -0.03511540437648009], null], [[-0.16666666666666669, 0.2380952380952381, -0.027823875867930392], null], [[-0.16666666666666669, 0.30952380952380953, -0.04350716423566092], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.6666666666666666, -0.3333333333333333, -0.00995741367357279], null], [[-0.6666666666666666, -0.1904761904761905, -0.002215732990432792], null], [[-0.6666666666666666, -0.04761904761904762, 0.008971319724714944], null], [[-0.6666666666666666, 0.09523809523809525, 0.006208345878361343], null], [[-0.6666666666666666, 0.2380952380952381, -0.0062083458783613425], null], [[-0.6666666666666666, 0.380952380952381, -0.008971319724714944], null], [[-0.6666666666666666, 0.5238095238095238, 0.002215732990432791], null], [[-0.6666666666666666, 0.6666666666666666, 0.00995741367357279], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.5238095238095237, -0.3333333333333333, -0.015285257398153621], null], [[-0.5238095238095237, -0.1904761904761905, -0.003401289751999807], null], [[-0.5238095238095237, -0.04761904761904762, 0.013771541053611544], null], [[-0.5238095238095237, 0.09523809523809525, 0.009530202106534543], null], [[-0.5238095238095237, 0.2380952380952381, -0.009530202106534541], null], [[-0.5238095238095237, 0.380952380952381, -0.013771541053611544], null], [[-0.5238095238095237, 0.5238095238095238, 0.0034012897519998054], null], [[-0.5238095238095237, 0.6666666666666666, 0.015285257398153621], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.38095238095238093, -0.3333333333333333, -0.023463833218850157], null], [[-0.38095238095238093, -0.1904761904761905, -0.00522119408205373], null], [[-0.38095238095238093, -0.11904761904761905, 0.010180575691025477], null], [[-0.38095238095238093, -0.04761904761904762, 0.021140183251838602], null], [[-0.38095238095238093, 0.09523809523809525, 0.014629460724467256], null], [[-0.38095238095238093, 0.16666666666666666, 1.4367454123596091e-18], null], [[-0.38095238095238093, 0.2380952380952381, -0.014629460724467254], null], [[-0.38095238095238093, 0.30952380952380953, -0.022875545931836105], null], [[-0.38095238095238093, 0.380952380952381, -0.021140183251838602], null], [[-0.38095238095238093, 0.4523809523809524, -0.010180575691025479], null], [[-0.38095238095238093, 0.5238095238095238, 0.005221194082053728], null], [[-0.38095238095238093, 0.6666666666666666, 0.023463833218850157], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.23809523809523814, -0.3333333333333333, -0.036018462429590475], null], [[-0.23809523809523814, -0.2619047619047619, -0.028160367877545757], null], [[-0.23809523809523814, -0.1904761904761905, -0.00801486189950289], null], [[-0.23809523809523814, -0.11904761904761905, 0.015627825156216003], null], [[-0.23809523809523814, -0.04761904761904762, 0.032451513318773946], null], [[-0.23809523809523814, 0.02380952380952381, 0.03511540437648009], null], [[-0.23809523809523814, 0.09523809523809525, 0.022457144003481606], null], [[-0.23809523809523814, 0.16666666666666666, 2.2054947362303584e-18], null], [[-0.23809523809523814, 0.2380952380952381, -0.022457144003481602], null], [[-0.23809523809523814, 0.30952380952380953, -0.03511540437648009], null], [[-0.23809523809523814, 0.380952380952381, -0.032451513318773946], null], [[-0.23809523809523814, 0.4523809523809524, -0.015627825156216007], null], [[-0.23809523809523814, 0.5238095238095238, 0.008014861899502887], null], [[-0.23809523809523814, 0.5952380952380952, 0.02816036787754575], null], [[-0.23809523809523814, 0.6666666666666666, 0.036018462429590475], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.09523809523809526, -0.3333333333333333, -0.05529060932591288], null], [[-0.09523809523809526, -0.2619047619047619, -0.04322793905583914], null], [[-0.09523809523809526, -0.1904761904761905, -0.012303318026215837], null], [[-0.09523809523809526, -0.11904761904761905, 0.02398969631241521], null], [[-0.09523809523809526, -0.04761904761904762, 0.04981511769000266], null], [[-0.09523809523809526, 0.02380952380952381, 0.053904358313373105], null], [[-0.09523809523809526, 0.09523809523809525, 0.034473131053262066], null], [[-0.09523809523809526, 0.16666666666666666, 3.3855733866943e-18], null], [[-0.09523809523809526, 0.2380952380952381, -0.03447313105326206], null], [[-0.09523809523809526, 0.30952380952380953, -0.053904358313373105], null], [[-0.09523809523809526, 0.380952380952381, -0.04981511769000266], null], [[-0.09523809523809526, 0.4523809523809524, -0.023989696312415217], null], [[-0.09523809523809526, 0.5238095238095238, 0.01230331802621583], null], [[-0.09523809523809526, 0.5952380952380952, 0.04322793905583913], null], [[-0.09523809523809526, 0.6666666666666666, 0.05529060932591288], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.047619047619047596, -0.3333333333333333, -0.08487456913538999], null], [[0.047619047619047596, -0.2619047619047619, -0.06635761021095724], null], [[0.047619047619047596, -0.1904761904761905, -0.01888636839314675], null], [[0.047619047619047596, -0.11904761904761905, 0.03682569541245471], null], [[0.047619047619047596, -0.04761904761904762, 0.07646934446761793], null], [[0.047619047619047596, 0.02380952380952381, 0.0827465864844976], null], [[0.047619047619047596, 0.09523809523809525, 0.05291842829306969], null], [[0.047619047619047596, 0.16666666666666666, 5.197068471033305e-18], null], [[0.047619047619047596, 0.2380952380952381, -0.05291842829306968], null], [[0.047619047619047596, 0.30952380952380953, -0.0827465864844976], null], [[0.047619047619047596, 0.380952380952381, -0.07646934446761793], null], [[0.047619047619047596, 0.4523809523809524, -0.036825695412454715], null], [[0.047619047619047596, 0.5238095238095238, 0.01888636839314674], null], [[0.047619047619047596, 0.5952380952380952, 0.06635761021095724], null], [[0.047619047619047596, 0.6666666666666666, 0.08487456913538999], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.19047619047619038, -0.3333333333333333, -0.1302878115062111], null], [[0.19047619047619038, -0.2619047619047619, -0.10186311281741625], null], [[0.19047619047619038, -0.1904761904761905, -0.02899176549948633], null], [[0.19047619047619038, -0.11904761904761905, 0.05652976281775848], null], [[0.19047619047619038, -0.04761904761904762, 0.11738526203423479], null], [[0.19047619047619038, 0.02380952380952381, 0.12702122405448935], null], [[0.19047619047619038, 0.09523809523809525, 0.08123312178061559], null], [[0.19047619047619038, 0.16666666666666666, 7.977827566449756e-18], null], [[0.19047619047619038, 0.2380952380952381, -0.08123312178061558], null], [[0.19047619047619038, 0.30952380952380953, -0.12702122405448935], null], [[0.19047619047619038, 0.380952380952381, -0.11738526203423479], null], [[0.19047619047619038, 0.4523809523809524, -0.056529762817758504], null], [[0.19047619047619038, 0.5238095238095238, 0.028991765499486316], null], [[0.19047619047619038, 0.5952380952380952, 0.10186311281741624], null], [[0.19047619047619038, 0.6666666666666666, 0.1302878115062111], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.3333333333333333, -0.3333333333333333, -0.2], null], [[0.3333333333333333, -0.2619047619047619, -0.15636629649360595], null], [[0.3333333333333333, -0.1904761904761905, -0.04450418679126287], null], [[0.3333333333333333, -0.11904761904761905, 0.08677674782351165], null], [[0.3333333333333333, -0.04761904761904762, 0.18019377358048383], null], [[0.3333333333333333, 0.02380952380952381, 0.19498558243636474], null], [[0.3333333333333333, 0.09523809523809525, 0.12469796037174673], null], [[0.3333333333333333, 0.16666666666666666, 1.2246467991473531e-17], null], [[0.3333333333333333, 0.2380952380952381, -0.1246979603717467], null], [[0.3333333333333333, 0.30952380952380953, -0.19498558243636474], null], [[0.3333333333333333, 0.380952380952381, -0.18019377358048383], null], [[0.3333333333333333, 0.4523809523809524, -0.08677674782351166], null], [[0.3333333333333333, 0.5238095238095238, 0.04450418679126285], null], [[0.3333333333333333, 0.5952380952380952, 0.15636629649360595], null], [[0.3333333333333333, 0.6666666666666666, 0.2], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.6666666666666666, -0.3333333333333333, -0.00995741367357279], null], [[-0.5238095238095237, -0.3333333333333333, -0.015285257398153621], null], [[-0.38095238095238093, -0.3333333333333333, -0.023463833218850157], null], [[-0.23809523809523814, -0.3333333333333333, -0.036018462429590475], null], [[-0.16666666666666669, -0.3333333333333333, -0.04462603202968596], null], [[-0.09523809523809526, -0.3333333333333333, -0.05529060932591288], null], [[-0.023809523809523836, -0.3333333333333333, -0.06850377101860912], null], [[0.047619047619047596, -0.3333333333333333, -0.08487456913538999], null], [[0.11904761904761899, -0.3333333333333333, -0.10515760488515594], null], [[0.19047619047619038, -0.3333333333333333, -0.1302878115062111], null], [[0.26190476190476186, -0.3333333333333333, -0.16142354940107786], null], [[0.3333333333333333, -0.3333333333333333, -0.2], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.6666666666666666, -0.1904761904761905, -0.002215732990432792], null], [[-0.5238095238095237, -0.1904761904761905, -0.003401289751999807], null], [[-0.38095238095238093, -0.1904761904761905, -0.00522119408205373], null], [[-0.30952380952380953, -0.1904761904761905, -0.006468937278886109], null], [[-0.23809523809523814, -0.1904761904761905, -0.00801486189950289], null], [[-0.16666666666666669, -0.1904761904761905, -0.009930226326010119], null], [[-0.09523809523809526, -0.1904761904761905, -0.012303318026215837], null], [[-0.023809523809523836, -0.1904761904761905, -0.015243523106590402], null], [[0.047619047619047596, -0.1904761904761905, -0.01888636839314675], null], [[0.11904761904761899, -0.1904761904761905, -0.02339976845165398], null], [[0.19047619047619038, -0.1904761904761905, -0.02899176549948633], null], [[0.26190476190476186, -0.1904761904761905, -0.035920118975271094], null], [[0.3333333333333333, -0.1904761904761905, -0.04450418679126287], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.6666666666666666, -0.04761904761904762, 0.008971319724714944], null], [[-0.5238095238095237, -0.04761904761904762, 0.013771541053611544], null], [[-0.38095238095238093, -0.04761904761904762, 0.021140183251838602], null], [[-0.30952380952380953, -0.04761904761904762, 0.026192192316764215], null], [[-0.23809523809523814, -0.04761904761904762, 0.032451513318773946], null], [[-0.16666666666666669, -0.04761904761904762, 0.040206665556763256], null], [[-0.09523809523809526, -0.04761904761904762, 0.04981511769000266], null], [[-0.023809523809523836, -0.04761904761904762, 0.06171976502168282], null], [[0.047619047619047596, -0.04761904761904762, 0.07646934446761793], null], [[0.11904761904761899, -0.04761904761904762, 0.09474372822470885], null], [[0.19047619047619038, -0.04761904761904762, 0.11738526203423479], null], [[0.26190476190476186, -0.04761904761904762, 0.14543759255667935], null], [[0.3333333333333333, -0.04761904761904762, 0.18019377358048383], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.6666666666666666, 0.09523809523809525, 0.006208345878361343], null], [[-0.5238095238095237, 0.09523809523809525, 0.009530202106534543], null], [[-0.38095238095238093, 0.09523809523809525, 0.014629460724467256], null], [[-0.30952380952380953, 0.09523809523809525, 0.018125559472265663], null], [[-0.23809523809523814, 0.09523809523809525, 0.022457144003481606], null], [[-0.16666666666666669, 0.09523809523809525, 0.027823875867930396], null], [[-0.09523809523809526, 0.09523809523809525, 0.034473131053262066], null], [[-0.023809523809523836, 0.09523809523809525, 0.04271140261896866], null], [[0.047619047619047596, 0.09523809523809525, 0.05291842829306969], null], [[0.11904761904761899, 0.09523809523809525, 0.06556469423378487], null], [[0.19047619047619038, 0.09523809523809525, 0.08123312178061559], null], [[0.26190476190476186, 0.09523809523809525, 0.10064593683141153], null], [[0.3333333333333333, 0.09523809523809525, 0.12469796037174673], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.6666666666666666, 0.2380952380952381, -0.0062083458783613425], null], [[-0.5238095238095237, 0.2380952380952381, -0.009530202106534541], null], [[-0.4523809523809524, 0.2380952380952381, -0.011807697379835839], null], [[-0.38095238095238093, 0.2380952380952381, -0.014629460724467254], null], [[-0.30952380952380953, 0.2380952380952381, -0.01812555947226566], null], [[-0.23809523809523814, 0.2380952380952381, -0.022457144003481602], null], [[-0.16666666666666669, 0.2380952380952381, -0.027823875867930392], null], [[-0.09523809523809526, 0.2380952380952381, -0.03447313105326206], null], [[-0.023809523809523836, 0.2380952380952381, -0.04271140261896865], null], [[0.047619047619047596, 0.2380952380952381, -0.05291842829306968], null], [[0.11904761904761899, 0.2380952380952381, -0.06556469423378486], null], [[0.19047619047619038, 0.2380952380952381, -0.08123312178061558], null], [[0.26190476190476186, 0.2380952380952381, -0.10064593683141151], null], [[0.3333333333333333, 0.2380952380952381, -0.1246979603717467], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.6666666666666666, 0.380952380952381, -0.008971319724714944], null], [[-0.5238095238095237, 0.380952380952381, -0.013771541053611544], null], [[-0.38095238095238093, 0.380952380952381, -0.021140183251838602], null], [[-0.30952380952380953, 0.380952380952381, -0.026192192316764215], null], [[-0.23809523809523814, 0.380952380952381, -0.032451513318773946], null], [[-0.16666666666666669, 0.380952380952381, -0.040206665556763256], null], [[-0.09523809523809526, 0.380952380952381, -0.04981511769000266], null], [[-0.023809523809523836, 0.380952380952381, -0.06171976502168282], null], [[0.047619047619047596, 0.380952380952381, -0.07646934446761793], null], [[0.11904761904761899, 0.380952380952381, -0.09474372822470885], null], [[0.19047619047619038, 0.380952380952381, -0.11738526203423479], null], [[0.26190476190476186, 0.380952380952381, -0.14543759255667935], null], [[0.3333333333333333, 0.380952380952381, -0.18019377358048383], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.6666666666666666, 0.5238095238095238, 0.002215732990432791], null], [[-0.5238095238095237, 0.5238095238095238, 0.0034012897519998054], null], [[-0.38095238095238093, 0.5238095238095238, 0.005221194082053728], null], [[-0.30952380952380953, 0.5238095238095238, 0.006468937278886106], null], [[-0.23809523809523814, 0.5238095238095238, 0.008014861899502887], null], [[-0.16666666666666669, 0.5238095238095238, 0.009930226326010113], null], [[-0.09523809523809526, 0.5238095238095238, 0.01230331802621583], null], [[-0.023809523809523836, 0.5238095238095238, 0.015243523106590393], null], [[0.047619047619047596, 0.5238095238095238, 0.01888636839314674], null], [[0.11904761904761899, 0.5238095238095238, 0.023399768451653973], null], [[0.19047619047619038, 0.5238095238095238, 0.028991765499486316], null], [[0.26190476190476186, 0.5238095238095238, 0.03592011897527107], null], [[0.3333333333333333, 0.5238095238095238, 0.04450418679126285], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.6666666666666666, 0.6666666666666666, 0.00995741367357279], null], [[-0.5238095238095237, 0.6666666666666666, 0.015285257398153621], null], [[-0.38095238095238093, 0.6666666666666666, 0.023463833218850157], null], [[-0.23809523809523814, 0.6666666666666666, 0.036018462429590475], null], [[-0.16666666666666669, 0.6666666666666666, 0.04462603202968596], null], [[-0.09523809523809526, 0.6666666666666666, 0.05529060932591288], null], [[-0.023809523809523836, 0.6666666666666666, 0.06850377101860912], null], [[0.047619047619047596, 0.6666666666666666, 0.08487456913538999], null], [[0.11904761904761899, 0.6666666666666666, 0.10515760488515594], null], [[0.19047619047619038, 0.6666666666666666, 0.1302878115062111], null], [[0.26190476190476186, 0.6666666666666666, 0.16142354940107786], null], [[0.3333333333333333, 0.6666666666666666, 0.2], null]], &quot;color&quot;: [0, 0, 0, 1]}], &quot;axes&quot;: {&quot;hasaxes&quot;: [true, true, true], &quot;ticks&quot;: [[[-0.6666666666666666, -0.5, -0.3333333333333333, -0.16666666666666666, 0.0, 0.16666666666666666, 0.3333333333333333], [-0.6333333333333333, -0.6, -0.5666666666666667, -0.5333333333333333, -0.4666666666666667, -0.43333333333333335, -0.4, -0.3666666666666667, -0.3, -0.26666666666666666, -0.23333333333333334, -0.2, -0.13333333333333333, -0.1, -0.06666666666666667, -0.03333333333333333, 0.03333333333333333, 0.06666666666666667, 0.1, 0.13333333333333333, 0.2, 0.23333333333333334, 0.26666666666666666, 0.3], [&quot;-2&quot;, &quot;-1.5&quot;, &quot;-1&quot;, &quot;-0.5&quot;, &quot;0&quot;, &quot;0.5&quot;, &quot;1&quot;]], [[-0.2122065907891938, 0.0, 0.2122065907891938, 0.4244131815783876, 0.6366197723675814], [-0.3183098861837907, -0.2652582384864922, -0.15915494309189535, -0.1061032953945969, -0.05305164769729845, 0.05305164769729845, 0.1061032953945969, 0.15915494309189535, 0.2652582384864922, 0.3183098861837907, 0.37136153388108917, 0.477464829275686, 0.5305164769729844, 0.583568124670283], [&quot;-2&quot;, &quot;0&quot;, &quot;2&quot;, &quot;4&quot;, &quot;6&quot;]], [[-0.14715177646857694, -0.07357588823428847, 0.0, 0.07357588823428847, 0.14715177646857694], [-0.19129730940915002, -0.17658213176229234, -0.16186695411543464, -0.13243659882171924, -0.11772142117486156, -0.10300624352800387, -0.08829106588114617, -0.05886071058743078, -0.044145532940573086, -0.02943035529371539, -0.014715177646857695, 0.014715177646857695, 0.02943035529371539, 0.044145532940573086, 0.05886071058743078, 0.08829106588114617, 0.10300624352800387, 0.11772142117486156, 0.13243659882171924, 0.16186695411543464, 0.17658213176229234, 0.19129730940915002], [&quot;-2&quot;, &quot;-1&quot;, &quot;0&quot;, &quot;1&quot;, &quot;2&quot;]]]}, &quot;extent&quot;: {&quot;xmin&quot;: -0.6666666666666666, &quot;xmax&quot;: 0.3333333333333333, &quot;ymin&quot;: -0.3333333333333333, &quot;ymax&quot;: 0.6666666666666666, &quot;zmin&quot;: -0.2, &quot;zmax&quot;: 0.2}, &quot;lighting&quot;: [{&quot;type&quot;: &quot;Ambient&quot;, &quot;color&quot;: [0.3, 0.2, 0.4]}, {&quot;type&quot;: &quot;Directional&quot;, &quot;color&quot;: [0.8, 0.0, 0.0], &quot;position&quot;: [2.0, 0.0, 2.0]}, {&quot;type&quot;: &quot;Directional&quot;, &quot;color&quot;: [0.0, 0.8, 0.0], &quot;position&quot;: [2.0, 2.0, 2.0]}, {&quot;type&quot;: &quot;Directional&quot;, &quot;color&quot;: [0.0, 0.0, 0.8], &quot;position&quot;: [0.0, 2.0, 2.0]}], &quot;viewpoint&quot;: [1.3, -2.4, 2.0]}" /></mtd></mtr></mtable></mstyle></math>
p1421
sg15
I5
sass(g1
VExamples
p1422
VCurve sketching
p1423
I0
tp1424
(dp1425
g6
Vf[x_] := 4 x / (x ^ 2 + 3 x + 5)
p1426
sg8
(lp1427
(dp1428
g11
(lp1429
sg13
Nsg15
I1
sass(g1
g1422
g1423
I1
tp1430
(dp1431
g6
V{f'[x], f''[x], f'''[x]} // Together
p1432
sg8
(lp1433
(dp1434
g11
(lp1435
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mfrac><mrow><mtext>-4</mtext> <mo>&nbsp;</mo> <mrow><mo>(</mo> <mrow><mtext>-5</mtext> <mo>+</mo> <msup><mi>x</mi> <mn>2</mn></msup></mrow> <mo>)</mo></mrow></mrow> <msup><mrow><mo>(</mo> <mrow><mn>5</mn> <mo>+</mo> <mrow><mn>3</mn> <mo>&nbsp;</mo> <mi>x</mi></mrow> <mo>+</mo> <msup><mi>x</mi> <mn>2</mn></msup></mrow> <mo>)</mo></mrow> <mn>2</mn></msup></mfrac> <mo>,</mo> <mfrac><mrow><mn>8</mn> <mo>&nbsp;</mo> <mrow><mo>(</mo> <mrow><mtext>-15</mtext> <mo>-</mo> <mrow><mn>15</mn> <mo>&nbsp;</mo> <mi>x</mi></mrow> <mo>+</mo> <msup><mi>x</mi> <mn>3</mn></msup></mrow> <mo>)</mo></mrow></mrow> <msup><mrow><mo>(</mo> <mrow><mn>5</mn> <mo>+</mo> <mrow><mn>3</mn> <mo>&nbsp;</mo> <mi>x</mi></mrow> <mo>+</mo> <msup><mi>x</mi> <mn>2</mn></msup></mrow> <mo>)</mo></mrow> <mn>3</mn></msup></mfrac> <mo>,</mo> <mfrac><mrow><mtext>-24</mtext> <mo>&nbsp;</mo> <mrow><mo>(</mo> <mrow><mtext>-20</mtext> <mo>-</mo> <mrow><mn>60</mn> <mo>&nbsp;</mo> <mi>x</mi></mrow> <mo>-</mo> <mrow><mn>30</mn> <mo>&nbsp;</mo> <msup><mi>x</mi> <mn>2</mn></msup></mrow> <mo>+</mo> <msup><mi>x</mi> <mn>4</mn></msup></mrow> <mo>)</mo></mrow></mrow> <msup><mrow><mo>(</mo> <mrow><mn>5</mn> <mo>+</mo> <mrow><mn>3</mn> <mo>&nbsp;</mo> <mi>x</mi></mrow> <mo>+</mo> <msup><mi>x</mi> <mn>2</mn></msup></mrow> <mo>)</mo></mrow> <mn>4</mn></msup></mfrac></mrow> <mo>}</mo></mrow></mstyle></math>
p1436
sg15
I2
sass(g1
g1422
g1423
I2
tp1437
(dp1438
g6
Vextremes = Solve[f'[x] == 0, x]
p1439
sg8
(lp1440
(dp1441
g11
(lp1442
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mi>x</mi> <mo>-&gt;</mo> <mrow><mo>-</mo> <msqrt><mn>5</mn></msqrt></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>x</mi> <mo>-&gt;</mo> <msqrt><mn>5</mn></msqrt></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p1443
sg15
I3
sass(g1
g1422
g1423
I3
tp1444
(dp1445
g6
Vf''[x] /. extremes // N
p1446
sg8
(lp1447
(dp1448
g11
(lp1449
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>1.65086</mn> <mo>,</mo> <mtext>-0.064079</mtext></mrow> <mo>}</mo></mrow></mstyle></math>
p1450
sg15
I4
sass(g1
g1422
g1423
I4
tp1451
(dp1452
g6
Vinflections = Solve[f''[x] == 0, x] // N // Chop
p1453
sg8
(lp1454
(dp1455
g11
(lp1456
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mi>x</mi> <mo>-&gt;</mo> <mtext>-1.0852</mtext></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>x</mi> <mo>-&gt;</mo> <mtext>-3.21463</mtext></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>x</mi> <mo>-&gt;</mo> <mn>4.29983</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p1457
sg15
I5
sass(g1
g1422
g1423
I5
tp1458
(dp1459
g6
Vf'''[x] /. inflections
p1460
sg8
(lp1461
(dp1462
g11
(lp1463
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mtext>-3.67683</mtext> <mo>,</mo> <mn>0.694905</mn> <mo>,</mo> <mn>0.00671894</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p1464
sg15
I6
sass(g1
g1422
g1423
I6
tp1465
(dp1466
g6
VSolve[Denominator[f[x]] == 0, x]
p1467
sg8
(lp1468
(dp1469
g11
(lp1470
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mi>x</mi> <mo>-&gt;</mo> <mrow><mrow><mo>-</mo> <mfrac><mn>3</mn> <mn>2</mn></mfrac></mrow> <mo>-</mo> <mrow><mfrac><mi>I</mi> <mn>2</mn></mfrac> <mo>&nbsp;</mo> <msqrt><mn>11</mn></msqrt></mrow></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>x</mi> <mo>-&gt;</mo> <mrow><mrow><mo>-</mo> <mfrac><mn>3</mn> <mn>2</mn></mfrac></mrow> <mo>+</mo> <mrow><mfrac><mi>I</mi> <mn>2</mn></mfrac> <mo>&nbsp;</mo> <msqrt><mn>11</mn></msqrt></mrow></mrow></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p1471
sg15
I7
sass(g1
g1422
g1423
I7
tp1472
(dp1473
g6
VLimit[f[x], x -> Infinity]
p1474
sg8
(lp1475
(dp1476
g11
(lp1477
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0</mn></mstyle></math>
p1478
sg15
I8
sass(g1
g1422
g1423
I8
tp1479
(dp1480
g6
VLimit[f[x], x -> -Infinity]
p1481
sg8
(lp1482
(dp1483
g11
(lp1484
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0</mn></mstyle></math>
p1485
sg15
I9
sass(g1
g1422
g1423
I9
tp1486
(dp1487
g6
VPlot[f[x], {x, -8, 6}]
p1488
sg8
(lp1489
(dp1490
g11
(lp1491
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="247px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-17.666667 -14.610939 435.333333 276.435473">
                <polyline points="0.000000,97.367356 3.571429,98.393667 7.142857,99.460724 10.714286,100.570834 12.500000,101.142799 14.285714,101.726467 17.857143,102.930269 19.642857,103.551113 21.428571,104.185080 25.000000,105.493944 26.785714,106.169658 28.571429,106.860130 32.142857,108.287149 33.928571,109.024637 35.714286,109.778770 39.285714,111.339045 41.071429,112.146277 42.857143,112.972330 46.428571,114.683303 48.214286,115.569480 49.107143,116.020527 50.000000,116.476993 51.785714,117.406530 53.571429,118.358802 55.357143,119.334547 56.250000,119.831460 57.142857,120.334529 58.928571,121.359538 60.714286,122.410393 62.500000,123.487940 63.392857,124.036996 64.285714,124.593056 66.071429,125.726645 67.857143,126.889642 69.642857,128.083012 70.535714,128.691396 71.428571,129.307750 73.214286,130.564881 75.000000,131.855462 76.785714,133.180575 77.678571,133.856428 78.571429,134.541335 80.357143,135.938882 82.142857,137.374385 83.928571,138.849033 84.821429,139.601415 85.714286,140.364040 87.500000,141.920638 89.285714,143.520072 91.071429,145.163597 91.964286,146.002288 92.857143,146.852474 94.642857,148.587958 96.428571,150.371294 98.214286,152.203707 100.000000,154.086386 103.571429,158.007057 105.357143,160.047127 107.142857,162.141582 110.714286,166.496547 112.500000,168.758077 114.285714,171.075958 117.857143,175.880057 119.642857,178.365038 121.428571,180.903771 125.000000,186.134705 128.571429,191.550570 135.714286,202.778582 139.285714,208.464379 142.857143,214.072642 146.428571,219.470495 148.214286,222.038965 149.107143,223.280071 150.000000,224.487988 150.892857,225.659186 151.785714,226.789972 152.232143,227.339013 152.678571,227.876494 153.125000,228.401909 153.571429,228.914744 154.017857,229.414474 154.464286,229.900566 154.910714,230.372478 155.133929,230.602944 155.357143,230.829659 155.803571,231.271550 156.250000,231.697587 156.473214,231.904480 156.696429,232.107194 156.919643,232.305656 157.031250,232.403270 157.142857,232.499793 158.035714,233.231610 158.482143,233.569638 158.928571,233.888276 159.375000,234.186918 159.598214,234.328549 159.821429,234.464953 160.267857,234.721767 160.491071,234.842025 160.714286,234.956746 161.160714,235.169273 161.383929,235.266924 161.607143,235.358730 161.830357,235.444615 161.941964,235.485313 162.053571,235.524501 162.276786,235.598312 162.388393,235.632915 162.500000,235.665970 162.946429,235.782524 163.169643,235.831267 163.392857,235.873552 163.616071,235.909305 163.727679,235.924708 163.839286,235.938449 164.062500,235.960910 164.174107,235.969611 164.285714,235.976614 165.178571,235.970377 165.625000,235.924811 166.071429,235.850184 166.517857,235.745939 166.741071,235.682540 166.964286,235.611532 167.410714,235.446429 167.633929,235.352205 167.857143,235.250114 168.303571,235.022086 168.526786,234.896027 168.750000,234.761861 168.973214,234.619528 169.084821,234.545282 169.196429,234.468973 169.419643,234.310141 169.531250,234.227604 169.642857,234.142978 170.089286,233.783452 170.312500,233.590989 170.535714,233.389994 170.758929,233.180420 170.870536,233.072403 170.982143,232.962225 171.205357,232.735363 171.316964,232.618669 171.428571,232.499793 172.321429,231.469666 172.767857,230.901403 173.214286,230.297345 173.660714,229.657283 173.883929,229.323694 174.107143,228.981041 174.553571,228.268477 174.776786,227.898539 175.000000,227.519482 175.446429,226.733984 175.892857,225.911946 176.339286,225.053367 176.785714,224.158285 177.678571,222.258953 178.125000,221.254973 178.348214,220.739481 178.571429,220.215026 179.464286,218.028209 180.357143,215.700848 181.250000,213.235929 182.142857,210.637072 183.035714,207.908516 183.928571,205.055101 185.714286,198.995883 189.285714,185.651105 192.857143,171.075958 200.000000,140.364040 203.571429,125.237275 207.142857,110.811063 210.714286,97.367356 212.500000,91.072900 214.285714,85.082589 217.857143,74.040639 219.642857,68.991274 220.535714,66.583208 221.428571,64.251897 223.214286,59.815666 225.000000,55.673601 225.892857,53.709613 226.785714,51.815081 227.678571,49.988493 228.125000,49.100192 228.571429,48.228288 230.357143,44.900585 231.250000,43.329802 232.142857,41.818844 233.035714,40.366037 233.482143,39.660916 233.928571,38.969705 234.821429,37.628180 235.267857,36.977452 235.491071,36.657005 235.714286,36.339803 236.607143,35.102931 237.500000,33.915938 238.392857,32.777223 239.285714,31.685210 240.178571,30.638350 240.625000,30.131378 241.071429,29.635127 241.964286,28.674053 242.410714,28.208867 242.633929,27.980033 242.857143,27.753676 243.750000,26.872578 244.196429,26.446326 244.642857,26.029378 245.089286,25.621567 245.535714,25.222728 245.982143,24.832699 246.428571,24.451319 246.875000,24.078431 247.321429,23.713878 247.767857,23.357509 248.214286,23.009170 249.107143,22.335995 249.553571,22.010868 249.776786,21.851107 250.000000,21.693191 250.892857,21.079631 251.339286,20.783476 251.785714,20.494226 252.232143,20.211750 252.455357,20.073013 252.678571,19.935920 253.125000,19.666610 253.348214,19.534361 253.571429,19.403695 254.017857,19.147052 254.464286,18.896562 254.910714,18.652108 255.133929,18.532107 255.357143,18.413572 255.803571,18.180841 256.250000,17.953804 256.696429,17.732349 256.919643,17.623682 257.142857,17.516370 258.035714,17.100415 258.482143,16.900232 258.928571,16.705112 259.375000,16.514955 259.598214,16.421708 259.821429,16.329665 260.267857,16.149147 260.491071,16.060648 260.714286,15.973308 261.160714,15.802055 261.607143,15.635299 262.053571,15.472953 262.276786,15.393405 262.500000,15.314928 262.946429,15.161141 263.392857,15.011508 263.839286,14.865947 264.062500,14.794668 264.285714,14.724377 265.178571,14.452901 265.625000,14.322841 266.071429,14.196467 266.517857,14.073705 266.964286,13.954485 267.410714,13.838736 267.857143,13.726389 268.303571,13.617376 268.750000,13.511632 269.196429,13.409092 269.642857,13.309691 270.535714,13.120061 270.982143,13.029709 271.205357,12.985623 271.428571,12.942255 272.321429,12.775806 272.767857,12.696701 273.214286,12.620267 273.660714,12.546453 274.107143,12.475205 274.553571,12.406472 275.000000,12.340204 275.446429,12.276352 275.892857,12.214866 276.339286,12.155700 276.785714,12.098806 277.678571,11.991656 278.125000,11.941311 278.348214,11.916927 278.571429,11.893061 279.464286,11.802680 280.357143,11.720184 281.250000,11.645259 282.142857,11.577601 283.035714,11.516920 283.482143,11.489108 283.928571,11.462935 284.821429,11.415377 285.267857,11.393926 285.714286,11.373986 287.500000,11.308725 288.392857,11.284384 289.285714,11.265272 290.178571,11.251176 291.071429,11.241892 291.964286,11.237224 292.857143,11.236982 294.642857,11.249057 296.428571,11.276746 298.214286,11.318780 299.107143,11.344806 300.000000,11.373986 301.785714,11.441280 303.571429,11.519656 305.357143,11.608185 307.142857,11.706007 310.714286,11.926406 314.285714,12.175167 321.428571,12.738961 328.571429,13.366111 335.714286,14.033575 342.857143,14.724377 350.000000,15.426030 357.142857,16.129380 364.285714,16.827762 371.428571,17.516370 378.571429,18.191794 385.714286,18.851671 392.857143,19.494426 400.000000,20.119075" style="stroke: rgb(24.720000%, 24.000000%, 60.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="-16.000000,48.228288 416.000000,48.228288" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="0.000000" y="50.894954" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-8</mtext></math></foreignObject>
<foreignObject x="57.142857" y="50.894954" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-6</mtext></math></foreignObject>
<foreignObject x="114.285714" y="50.894954" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-4</mtext></math></foreignObject>
<foreignObject x="171.428571" y="50.894954" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-2</mtext></math></foreignObject>
<foreignObject x="285.714286" y="50.894954" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>2</mn></math></foreignObject>
<foreignObject x="342.857143" y="50.894954" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>4</mn></math></foreignObject>
<foreignObject x="400.000000" y="50.894954" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>6</mn></math></foreignObject>
<polyline points="0.000000,48.228288 0.000000,41.561621" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="57.142857,48.228288 57.142857,41.561621" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="114.285714,48.228288 114.285714,41.561621" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="171.428571,48.228288 171.428571,41.561621" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="285.714286,48.228288 285.714286,41.561621" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="342.857143,48.228288 342.857143,41.561621" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="400.000000,48.228288 400.000000,41.561621" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="14.285714,48.228288 14.285714,44.228288" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="28.571429,48.228288 28.571429,44.228288" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="42.857143,48.228288 42.857143,44.228288" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="71.428571,48.228288 71.428571,44.228288" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="85.714286,48.228288 85.714286,44.228288" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="100.000000,48.228288 100.000000,44.228288" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="128.571429,48.228288 128.571429,44.228288" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="142.857143,48.228288 142.857143,44.228288" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="157.142857,48.228288 157.142857,44.228288" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="185.714286,48.228288 185.714286,44.228288" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,48.228288 200.000000,44.228288" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="214.285714,48.228288 214.285714,44.228288" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="242.857143,48.228288 242.857143,44.228288" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="257.142857,48.228288 257.142857,44.228288" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="271.428571,48.228288 271.428571,44.228288" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="300.000000,48.228288 300.000000,44.228288" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="314.285714,48.228288 314.285714,44.228288" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="328.571429,48.228288 328.571429,44.228288" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="357.142857,48.228288 357.142857,44.228288" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="371.428571,48.228288 371.428571,44.228288" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="385.714286,48.228288 385.714286,44.228288" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="228.571429,260.157867 228.571429,-12.944272" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="225.904762" y="220.982824" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-2.5</mtext></math></foreignObject>
<foreignObject x="225.904762" y="186.431917" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-2.0</mtext></math></foreignObject>
<foreignObject x="225.904762" y="151.881009" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-1.5</mtext></math></foreignObject>
<foreignObject x="225.904762" y="117.330102" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-1.0</mtext></math></foreignObject>
<foreignObject x="225.904762" y="82.779195" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-0.5</mtext></math></foreignObject>
<foreignObject x="225.904762" y="13.677380" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.5</mn></math></foreignObject>
<polyline points="228.571429,220.982824 235.238095,220.982824" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="228.571429,186.431917 235.238095,186.431917" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="228.571429,151.881009 235.238095,151.881009" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="228.571429,117.330102 235.238095,117.330102" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="228.571429,82.779195 235.238095,82.779195" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="228.571429,13.677380 235.238095,13.677380" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="228.571429,248.623550 232.571429,248.623550" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="228.571429,241.713368 232.571429,241.713368" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="228.571429,234.803187 232.571429,234.803187" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="228.571429,227.893005 232.571429,227.893005" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="228.571429,214.072642 232.571429,214.072642" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="228.571429,207.162461 232.571429,207.162461" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="228.571429,200.252280 232.571429,200.252280" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="228.571429,193.342098 232.571429,193.342098" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="228.571429,179.521735 232.571429,179.521735" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="228.571429,172.611554 232.571429,172.611554" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="228.571429,165.701372 232.571429,165.701372" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="228.571429,158.791191 232.571429,158.791191" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="228.571429,144.970828 232.571429,144.970828" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="228.571429,138.060646 232.571429,138.060646" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="228.571429,131.150465 232.571429,131.150465" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="228.571429,124.240284 232.571429,124.240284" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="228.571429,110.419921 232.571429,110.419921" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="228.571429,103.509739 232.571429,103.509739" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="228.571429,96.599558 232.571429,96.599558" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="228.571429,89.689376 232.571429,89.689376" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="228.571429,75.869013 232.571429,75.869013" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="228.571429,68.958832 232.571429,68.958832" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="228.571429,62.048650 232.571429,62.048650" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="228.571429,55.138469 232.571429,55.138469" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="228.571429,41.318106 232.571429,41.318106" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="228.571429,34.407925 232.571429,34.407925" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="228.571429,27.497743 232.571429,27.497743" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="228.571429,20.587562 232.571429,20.587562" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="228.571429,6.767199 232.571429,6.767199" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="228.571429,-0.142983 232.571429,-0.142983" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
            </svg>
        "/></mstyle></math>
p1492
sg15
I10
sass(g1
g1422
VLinear algebra
p1493
I0
tp1494
(dp1495
g6
VA = {{1, 1, 0}, {1, 0, 1}, {0, 1, 1}};
p1496
sg8
(lp1497
(dp1498
g11
(lp1499
sg13
Nsg15
I1
sass(g1
g1422
g1493
I1
tp1500
(dp1501
g6
VMatrixForm[A]
p1502
sg8
(lp1503
(dp1504
g11
(lp1505
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>(</mo> <mtable columnalign="center">\u000a<mtr><mtd columnalign="center"><mn>1</mn></mtd><mtd columnalign="center"><mn>1</mn></mtd><mtd columnalign="center"><mn>0</mn></mtd></mtr>\u000a<mtr><mtd columnalign="center"><mn>1</mn></mtd><mtd columnalign="center"><mn>0</mn></mtd><mtd columnalign="center"><mn>1</mn></mtd></mtr>\u000a<mtr><mtd columnalign="center"><mn>0</mn></mtd><mtd columnalign="center"><mn>1</mn></mtd><mtd columnalign="center"><mn>1</mn></mtd></mtr>\u000a</mtable> <mo>)</mo></mrow></mstyle></math>
p1506
sg15
I2
sass(g1
g1422
g1493
I2
tp1507
(dp1508
g6
VEigenvalues[A]
p1509
sg8
(lp1510
(dp1511
g11
(lp1512
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>2</mn> <mo>,</mo> <mtext>-1</mtext> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p1513
sg15
I3
sass(g1
g1422
g1493
I3
tp1514
(dp1515
g6
VEigenvectors[A]
p1516
sg8
(lp1517
(dp1518
g11
(lp1519
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mtext>-2</mtext> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mtext>-1</mtext> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p1520
sg15
I4
sass(g1
g1422
g1493
I4
tp1521
(dp1522
g6
VT = Transpose[Eigenvectors[A]]; MatrixForm[T]
p1523
sg8
(lp1524
(dp1525
g11
(lp1526
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>(</mo> <mtable columnalign="center">\u000a<mtr><mtd columnalign="center"><mn>1</mn></mtd><mtd columnalign="center"><mn>1</mn></mtd><mtd columnalign="center"><mtext>-1</mtext></mtd></mtr>\u000a<mtr><mtd columnalign="center"><mn>1</mn></mtd><mtd columnalign="center"><mtext>-2</mtext></mtd><mtd columnalign="center"><mn>0</mn></mtd></mtr>\u000a<mtr><mtd columnalign="center"><mn>1</mn></mtd><mtd columnalign="center"><mn>1</mn></mtd><mtd columnalign="center"><mn>1</mn></mtd></mtr>\u000a</mtable> <mo>)</mo></mrow></mstyle></math>
p1527
sg15
I5
sass(g1
g1422
g1493
I5
tp1528
(dp1529
g6
VInverse[T] . A . T // MatrixForm
p1530
sg8
(lp1531
(dp1532
g11
(lp1533
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>(</mo> <mtable columnalign="center">\u000a<mtr><mtd columnalign="center"><mn>2</mn></mtd><mtd columnalign="center"><mn>0</mn></mtd><mtd columnalign="center"><mn>0</mn></mtd></mtr>\u000a<mtr><mtd columnalign="center"><mn>0</mn></mtd><mtd columnalign="center"><mtext>-1</mtext></mtd><mtd columnalign="center"><mn>0</mn></mtd></mtr>\u000a<mtr><mtd columnalign="center"><mn>0</mn></mtd><mtd columnalign="center"><mn>0</mn></mtd><mtd columnalign="center"><mn>1</mn></mtd></mtr>\u000a</mtable> <mo>)</mo></mrow></mstyle></math>
p1534
sg15
I6
sass(g1
g1422
g1493
I6
tp1535
(dp1536
g6
V% == DiagonalMatrix[Eigenvalues[A]]
p1537
sg8
(lp1538
(dp1539
g11
(lp1540
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p1541
sg15
I7
sass(g1
g1422
g1493
I7
tp1542
(dp1543
g6
VLinearSolve[A, {1, 2, 3}]
p1544
sg8
(lp1545
(dp1546
g11
(lp1547
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>2</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p1548
sg15
I8
sass(g1
g1422
g1493
I8
tp1549
(dp1550
g6
VA . %
p1551
sg8
(lp1552
(dp1553
g11
(lp1554
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>3</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p1555
sg15
I9
sass(g1
g1422
g1493
I9
tp1556
(dp1557
g6
VNullSpace[A]
p1558
sg8
(lp1559
(dp1560
g11
(lp1561
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mo>}</mo></mrow></mstyle></math>
p1562
sg15
I10
sass(g1
g1422
g1493
I10
tp1563
(dp1564
g6
VB = {{1, 2, 3}, {4, 5, 6}, {7, 8, 9}};
p1565
sg8
(lp1566
(dp1567
g11
(lp1568
sg13
Nsg15
I11
sass(g1
g1422
g1493
I11
tp1569
(dp1570
g6
VMatrixRank[B]
p1571
sg8
(lp1572
(dp1573
g11
(lp1574
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>2</mn></mstyle></math>
p1575
sg15
I12
sass(g1
g1422
g1493
I12
tp1576
(dp1577
g6
Vs = LinearSolve[B, {1, 2, 3}]
p1578
sg8
(lp1579
(dp1580
g11
(lp1581
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>-</mo> <mfrac><mn>1</mn> <mn>3</mn></mfrac></mrow> <mo>,</mo> <mfrac><mn>2</mn> <mn>3</mn></mfrac> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p1582
sg15
I13
sass(g1
g1422
g1493
I13
tp1583
(dp1584
g6
VNullSpace[B]
p1585
sg8
(lp1586
(dp1587
g11
(lp1588
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mtext>-2</mtext> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow> <mo>}</mo></mrow></mstyle></math>
p1589
sg15
I14
sass(g1
g1422
g1493
I14
tp1590
(dp1591
g6
VB . (RandomInteger[100] * %[[1]] + s)
p1592
sg8
(lp1593
(dp1594
g11
(lp1595
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>3</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p1596
sg15
I15
sass(g1
g1422
VDice
p1597
I0
tp1598
(dp1599
g6
VDice[1, 6, 4, 4]
p1600
sg8
(lp1601
(dp1602
g11
(lp1603
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Dice</mi> <mo>[</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>6</mn> <mo>,</mo> <mn>4</mn> <mo>,</mo> <mn>4</mn></mrow> <mo>]</mo></mrow></mstyle></math>
p1604
sg15
I1
sass(g1
g1422
g1597
I1
tp1605
(dp1606
g6
VSetAttributes[Dice, Orderless]
p1607
sg8
(lp1608
(dp1609
g11
(lp1610
sg13
Nsg15
I2
sass(g1
g1422
g1597
I2
tp1611
(dp1612
g6
VDice[1, 6, 4, 4]
p1613
sg8
(lp1614
(dp1615
g11
(lp1616
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Dice</mi> <mo>[</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>4</mn> <mo>,</mo> <mn>4</mn> <mo>,</mo> <mn>6</mn></mrow> <mo>]</mo></mrow></mstyle></math>
p1617
sg15
I3
sass(g1
g1422
g1597
I3
tp1618
(dp1619
g6
VFormat[Dice[n_Integer?(1 <= # <= 6 &)]] := Block[{p = 0.2, r = 0.05}, Graphics[{EdgeForm[Black], White, Rectangle[], Black, EdgeForm[], If[OddQ[n], Disk[{0.5, 0.5}, r]], If[MemberQ[{2, 3, 4, 5, 6}, n], Disk[{p, p}, r]], If[MemberQ[{2, 3, 4, 5, 6}, n], Disk[{1 - p, 1 - p}, r]], If[MemberQ[{4, 5, 6}, n], Disk[{p, 1 - p}, r]], If[MemberQ[{4, 5, 6}, n], Disk[{1 - p, p}, r]], If[n === 6, {Disk[{p, 0.5}, r], Disk[{1 - p, 0.5}, r]}]}, ImageSize -> Tiny]]
p1620
sg8
(lp1621
(dp1622
g11
(lp1623
sg13
Nsg15
I4
sass(g1
g1422
g1597
I4
tp1624
(dp1625
g6
VDice[1]
p1626
sg8
(lp1627
(dp1628
g11
(lp1629
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="100px" height="100px" src="data:image/svg+xml;base64,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"/></mstyle></math>
p1630
sg15
I5
sass(g1
g1422
g1597
I6
tp1631
(dp1632
g6
VFormat[Dice[]] := Graphics[{EdgeForm[Black], White, Rectangle[]}, ImageSize -> Tiny]
p1633
sg8
(lp1634
(dp1635
g11
(lp1636
sg13
Nsg15
I6
sass(g1
g1422
g1597
I7
tp1637
(dp1638
g6
VDice[]
p1639
sg8
(lp1640
(dp1641
g11
(lp1642
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="100px" height="100px" src="data:image/svg+xml;base64,CiAgICAgICAgICAgIDxzdmcgeG1sbnM6c3ZnPSJodHRwOi8vd3d3LnczLm9yZy8yMDAwL3N2ZyIKICAgICAgICAgICAgICAgIHhtbG5zPSJodHRwOi8vd3d3LnczLm9yZy8yMDAwL3N2ZyIKICAgICAgICAgICAgICAgIHZlcnNpb249IjEuMSIKICAgICAgICAgICAgICAgIHZpZXdCb3g9Ii0xLjMzMzMzMyAtMS4zMzMzMzMgMTAyLjY2NjY2NyAxMDIuNjY2NjY3Ij4KICAgICAgICAgICAgICAgIDxyZWN0IHg9IjAuMDAwMDAwIiB5PSIwLjAwMDAwMCIgd2lkdGg9IjEwMC4wMDAwMDAiIGhlaWdodD0iMTAwLjAwMDAwMCIgc3R5bGU9InN0cm9rZTogcmdiKDAuMDAwMDAwJSwgMC4wMDAwMDAlLCAwLjAwMDAwMCUpOyBzdHJva2Utb3BhY2l0eTogMS4wOyBzdHJva2Utd2lkdGg6IDAuNjY2NjY3cHg7IGZpbGw6IHJnYigxMDAuMDAwMDAwJSwgMTAwLjAwMDAwMCUsIDEwMC4wMDAwMDAlKTsgZmlsbC1vcGFjaXR5OiAxLjAiIC8+CiAgICAgICAgICAgIDwvc3ZnPgogICAgICAgIA=="/></mstyle></math>
p1643
sg15
I7
sass(g1
g1422
g1597
I8
tp1644
(dp1645
g6
VFormat[Dice[d___Integer?(1 <= # <= 6 &)]] := Row[Dice /@ {d}]
p1646
sg8
(lp1647
(dp1648
g11
(lp1649
sg13
Nsg15
I8
sass(g1
g1422
g1597
I9
tp1650
(dp1651
g6
VDice[1, 6, 4, 4]
p1652
sg8
(lp1653
(dp1654
g11
(lp1655
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mglyph width="25px" height="25px" src="data:image/svg+xml;base64,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"/> <mglyph width="25px" height="25px" src="data:image/svg+xml;base64,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"/> <mglyph width="25px" height="25px" src="data:image/svg+xml;base64,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"/> <mglyph width="25px" height="25px" src="data:image/svg+xml;base64,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"/></mrow></mstyle></math>
p1656
sg15
I9
sass(g1
g1422
g1597
I10
tp1657
(dp1658
g6
VDice[1, 6, 4, 4] // InputForm
p1659
sg8
(lp1660
(dp1661
g11
(lp1662
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Dice</mi> <mo>[</mo> <mrow><mn>1</mn> <mtext>,&nbsp;</mtext> <mn>4</mn> <mtext>,&nbsp;</mtext> <mn>4</mn> <mtext>,&nbsp;</mtext> <mn>6</mn></mrow> <mo>]</mo></mrow></mstyle></math>
p1663
sg15
I10
sass(g1
g1422
g1597
I11
tp1664
(dp1665
g6
VDice[a___] + Dice[b___] ^:= Dice[Sequence @@ {a, b}]
p1666
sg8
(lp1667
(dp1668
g11
(lp1669
sg13
Nsg15
I11
sass(g1
g1422
g1597
I12
tp1670
(dp1671
g6
VDice[a___] + Dice[b___] := Dice[Sequence @@ {a, b}]
p1672
sg8
(lp1673
(dp1674
g11
(lp1675
(dp1676
g149
I01
sg150
VSetDelayed
p1677
sg152
Vwrite
p1678
sg154
VSetDelayed::write
p1679
sg156
VTag Plus in Dice[a___] + Dice[b___] is Protected.
p1680
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>$Failed</mi></mstyle></math>
p1681
sg15
I12
sass(g1
g1422
g1597
I13
tp1682
(dp1683
g6
VDice[1, 5] + Dice[3, 2] + Dice[4]
p1684
sg8
(lp1685
(dp1686
g11
(lp1687
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mglyph width="25px" height="25px" src="data:image/svg+xml;base64,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"/> <mglyph width="25px" height="25px" src="data:image/svg+xml;base64,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"/> <mglyph width="25px" height="25px" src="data:image/svg+xml;base64,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"/> <mglyph width="25px" height="25px" src="data:image/svg+xml;base64,CiAgICAgICAgICAgIDxzdmcgeG1sbnM6c3ZnPSJodHRwOi8vd3d3LnczLm9yZy8yMDAwL3N2ZyIKICAgICAgICAgICAgICAgIHhtbG5zPSJodHRwOi8vd3d3LnczLm9yZy8yMDAwL3N2ZyIKICAgICAgICAgICAgICAgIHZlcnNpb249IjEuMSIKICAgICAgICAgICAgICAgIHZpZXdCb3g9Ii0xLjMzMzMzMyAtMS4zMzMzMzMgMjcuNjY2NjY3IDI3LjY2NjY2NyI+CiAgICAgICAgICAgICAgICA8cmVjdCB4PSIwLjAwMDAwMCIgeT0iMC4wMDAwMDAiIHdpZHRoPSIyNS4wMDAwMDAiIGhlaWdodD0iMjUuMDAwMDAwIiBzdHlsZT0ic3Ryb2tlOiByZ2IoMC4wMDAwMDAlLCAwLjAwMDAwMCUsIDAuMDAwMDAwJSk7IHN0cm9rZS1vcGFjaXR5OiAxLjA7IHN0cm9rZS13aWR0aDogMC42NjY2NjdweDsgZmlsbDogcmdiKDEwMC4wMDAwMDAlLCAxMDAuMDAwMDAwJSwgMTAwLjAwMDAwMCUpOyBmaWxsLW9wYWNpdHk6IDEuMCIgLz4KPGVsbGlwc2UgY3g9IjUuMDAwMDAwIiBjeT0iMjAuMDAwMDAwIiByeD0iMS4yNTAwMDAiIHJ5PSIxLjI1MDAwMCIgc3R5bGU9InN0cm9rZTogcmdiKDAuMDAwMDAwJSwgMC4wMDAwMDAlLCAwLjAwMDAwMCUpOyBzdHJva2Utb3BhY2l0eTogMTsgc3Ryb2tlLXdpZHRoOiAwLjY2NjY2N3B4OyBmaWxsOiByZ2IoMC4wMDAwMDAlLCAwLjAwMDAwMCUsIDAuMDAwMDAwJSk7IGZpbGwtb3BhY2l0eTogMS4wIiAvPgo8ZWxsaXBzZSBjeD0iMjAuMDAwMDAwIiBjeT0iNS4wMDAwMDAiIHJ4PSIxLjI1MDAwMCIgcnk9IjEuMjUwMDAwIiBzdHlsZT0ic3Ryb2tlOiByZ2IoMC4wMDAwMDAlLCAwLjAwMDAwMCUsIDAuMDAwMDAwJSk7IHN0cm9rZS1vcGFjaXR5OiAxOyBzdHJva2Utd2lkdGg6IDAuNjY2NjY3cHg7IGZpbGw6IHJnYigwLjAwMDAwMCUsIDAuMDAwMDAwJSwgMC4wMDAwMDAlKTsgZmlsbC1vcGFjaXR5OiAxLjAiIC8+CjxlbGxpcHNlIGN4PSI1LjAwMDAwMCIgY3k9IjUuMDAwMDAwIiByeD0iMS4yNTAwMDAiIHJ5PSIxLjI1MDAwMCIgc3R5bGU9InN0cm9rZTogcmdiKDAuMDAwMDAwJSwgMC4wMDAwMDAlLCAwLjAwMDAwMCUpOyBzdHJva2Utb3BhY2l0eTogMTsgc3Ryb2tlLXdpZHRoOiAwLjY2NjY2N3B4OyBmaWxsOiByZ2IoMC4wMDAwMDAlLCAwLjAwMDAwMCUsIDAuMDAwMDAwJSk7IGZpbGwtb3BhY2l0eTogMS4wIiAvPgo8ZWxsaXBzZSBjeD0iMjAuMDAwMDAwIiBjeT0iMjAuMDAwMDAwIiByeD0iMS4yNTAwMDAiIHJ5PSIxLjI1MDAwMCIgc3R5bGU9InN0cm9rZTogcmdiKDAuMDAwMDAwJSwgMC4wMDAwMDAlLCAwLjAwMDAwMCUpOyBzdHJva2Utb3BhY2l0eTogMTsgc3Ryb2tlLXdpZHRoOiAwLjY2NjY2N3B4OyBmaWxsOiByZ2IoMC4wMDAwMDAlLCAwLjAwMDAwMCUsIDAuMDAwMDAwJSk7IGZpbGwtb3BhY2l0eTogMS4wIiAvPgogICAgICAgICAgICA8L3N2Zz4KICAgICAgICA="/> <mglyph width="25px" height="25px" src="data:image/svg+xml;base64,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"/></mrow></mstyle></math>
p1688
sg15
I13
sass(g1
g1422
g1597
I15
tp1689
(dp1690
g6
VDiceSum[Dice[d___]] := Plus @@ {d}
p1691
sg8
(lp1692
(dp1693
g11
(lp1694
sg13
Nsg15
I14
sass(g1
g1422
g1597
I16
tp1695
(dp1696
g6
VDiceSum @ Dice[1, 2, 5]
p1697
sg8
(lp1698
(dp1699
g11
(lp1700
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>8</mn></mstyle></math>
p1701
sg15
I15
sass(g1
g1422
g1597
I17
tp1702
(dp1703
g6
VTable[{Dice[Sequence @@ d], DiceSum @ Dice[Sequence @@ d]}, {d, {{1, 2}, {2, 2}, {2, 6}}}] // TableForm
p1704
sg8
(lp1705
(dp1706
g11
(lp1707
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtable columnalign="center">\u000a<mtr><mtd columnalign="center"><mrow><mglyph width="25px" height="25px" src="data:image/svg+xml;base64,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"/> <mglyph width="25px" height="25px" src="data:image/svg+xml;base64,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"/></mrow></mtd><mtd columnalign="center"><mn>3</mn></mtd></mtr>\u000a<mtr><mtd columnalign="center"><mrow><mglyph width="25px" height="25px" src="data:image/svg+xml;base64,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"/> <mglyph width="25px" height="25px" src="data:image/svg+xml;base64,CiAgICAgICAgICAgIDxzdmcgeG1sbnM6c3ZnPSJodHRwOi8vd3d3LnczLm9yZy8yMDAwL3N2ZyIKICAgICAgICAgICAgICAgIHhtbG5zPSJodHRwOi8vd3d3LnczLm9yZy8yMDAwL3N2ZyIKICAgICAgICAgICAgICAgIHZlcnNpb249IjEuMSIKICAgICAgICAgICAgICAgIHZpZXdCb3g9Ii0xLjMzMzMzMyAtMS4zMzMzMzMgMjcuNjY2NjY3IDI3LjY2NjY2NyI+CiAgICAgICAgICAgICAgICA8cmVjdCB4PSIwLjAwMDAwMCIgeT0iMC4wMDAwMDAiIHdpZHRoPSIyNS4wMDAwMDAiIGhlaWdodD0iMjUuMDAwMDAwIiBzdHlsZT0ic3Ryb2tlOiByZ2IoMC4wMDAwMDAlLCAwLjAwMDAwMCUsIDAuMDAwMDAwJSk7IHN0cm9rZS1vcGFjaXR5OiAxLjA7IHN0cm9rZS13aWR0aDogMC42NjY2NjdweDsgZmlsbDogcmdiKDEwMC4wMDAwMDAlLCAxMDAuMDAwMDAwJSwgMTAwLjAwMDAwMCUpOyBmaWxsLW9wYWNpdHk6IDEuMCIgLz4KPGVsbGlwc2UgY3g9IjUuMDAwMDAwIiBjeT0iMjAuMDAwMDAwIiByeD0iMS4yNTAwMDAiIHJ5PSIxLjI1MDAwMCIgc3R5bGU9InN0cm9rZTogcmdiKDAuMDAwMDAwJSwgMC4wMDAwMDAlLCAwLjAwMDAwMCUpOyBzdHJva2Utb3BhY2l0eTogMTsgc3Ryb2tlLXdpZHRoOiAwLjY2NjY2N3B4OyBmaWxsOiByZ2IoMC4wMDAwMDAlLCAwLjAwMDAwMCUsIDAuMDAwMDAwJSk7IGZpbGwtb3BhY2l0eTogMS4wIiAvPgo8ZWxsaXBzZSBjeD0iMjAuMDAwMDAwIiBjeT0iNS4wMDAwMDAiIHJ4PSIxLjI1MDAwMCIgcnk9IjEuMjUwMDAwIiBzdHlsZT0ic3Ryb2tlOiByZ2IoMC4wMDAwMDAlLCAwLjAwMDAwMCUsIDAuMDAwMDAwJSk7IHN0cm9rZS1vcGFjaXR5OiAxOyBzdHJva2Utd2lkdGg6IDAuNjY2NjY3cHg7IGZpbGw6IHJnYigwLjAwMDAwMCUsIDAuMDAwMDAwJSwgMC4wMDAwMDAlKTsgZmlsbC1vcGFjaXR5OiAxLjAiIC8+CiAgICAgICAgICAgIDwvc3ZnPgogICAgICAgIA=="/></mrow></mtd><mtd columnalign="center"><mn>4</mn></mtd></mtr>\u000a<mtr><mtd columnalign="center"><mrow><mglyph width="25px" height="25px" src="data:image/svg+xml;base64,CiAgICAgICAgICAgIDxzdmcgeG1sbnM6c3ZnPSJodHRwOi8vd3d3LnczLm9yZy8yMDAwL3N2ZyIKICAgICAgICAgICAgICAgIHhtbG5zPSJodHRwOi8vd3d3LnczLm9yZy8yMDAwL3N2ZyIKICAgICAgICAgICAgICAgIHZlcnNpb249IjEuMSIKICAgICAgICAgICAgICAgIHZpZXdCb3g9Ii0xLjMzMzMzMyAtMS4zMzMzMzMgMjcuNjY2NjY3IDI3LjY2NjY2NyI+CiAgICAgICAgICAgICAgICA8cmVjdCB4PSIwLjAwMDAwMCIgeT0iMC4wMDAwMDAiIHdpZHRoPSIyNS4wMDAwMDAiIGhlaWdodD0iMjUuMDAwMDAwIiBzdHlsZT0ic3Ryb2tlOiByZ2IoMC4wMDAwMDAlLCAwLjAwMDAwMCUsIDAuMDAwMDAwJSk7IHN0cm9rZS1vcGFjaXR5OiAxLjA7IHN0cm9rZS13aWR0aDogMC42NjY2NjdweDsgZmlsbDogcmdiKDEwMC4wMDAwMDAlLCAxMDAuMDAwMDAwJSwgMTAwLjAwMDAwMCUpOyBmaWxsLW9wYWNpdHk6IDEuMCIgLz4KPGVsbGlwc2UgY3g9IjUuMDAwMDAwIiBjeT0iMjAuMDAwMDAwIiByeD0iMS4yNTAwMDAiIHJ5PSIxLjI1MDAwMCIgc3R5bGU9InN0cm9rZTogcmdiKDAuMDAwMDAwJSwgMC4wMDAwMDAlLCAwLjAwMDAwMCUpOyBzdHJva2Utb3BhY2l0eTogMTsgc3Ryb2tlLXdpZHRoOiAwLjY2NjY2N3B4OyBmaWxsOiByZ2IoMC4wMDAwMDAlLCAwLjAwMDAwMCUsIDAuMDAwMDAwJSk7IGZpbGwtb3BhY2l0eTogMS4wIiAvPgo8ZWxsaXBzZSBjeD0iMjAuMDAwMDAwIiBjeT0iNS4wMDAwMDAiIHJ4PSIxLjI1MDAwMCIgcnk9IjEuMjUwMDAwIiBzdHlsZT0ic3Ryb2tlOiByZ2IoMC4wMDAwMDAlLCAwLjAwMDAwMCUsIDAuMDAwMDAwJSk7IHN0cm9rZS1vcGFjaXR5OiAxOyBzdHJva2Utd2lkdGg6IDAuNjY2NjY3cHg7IGZpbGw6IHJnYigwLjAwMDAwMCUsIDAuMDAwMDAwJSwgMC4wMDAwMDAlKTsgZmlsbC1vcGFjaXR5OiAxLjAiIC8+CiAgICAgICAgICAgIDwvc3ZnPgogICAgICAgIA=="/> <mglyph width="25px" height="25px" src="data:image/svg+xml;base64,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"/></mrow></mtd><mtd columnalign="center"><mn>8</mn></mtd></mtr>\u000a</mtable></mstyle></math>
p1708
sg15
I16
sass(VReference of Built-in Symbols
p1709
VEvaluation
p1710
VEvaluate
p1711
I0
tp1712
(dp1713
g6
VSetAttributes[f, HoldAll]
p1714
sg8
(lp1715
(dp1716
g11
(lp1717
sg13
Nsg15
I1
sass(g1709
g1710
g1711
I1
tp1718
(dp1719
g6
Vf[1 + 2]
p1720
sg8
(lp1721
(dp1722
g11
(lp1723
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>f</mi> <mo>[</mo> <mrow><mn>1</mn> <mo>+</mo> <mn>2</mn></mrow> <mo>]</mo></mrow></mstyle></math>
p1724
sg15
I2
sass(g1709
g1710
g1711
I2
tp1725
(dp1726
g6
Vf[Evaluate[1 + 2]]
p1727
sg8
(lp1728
(dp1729
g11
(lp1730
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>f</mi> <mo>[</mo> <mn>3</mn> <mo>]</mo></mrow></mstyle></math>
p1731
sg15
I3
sass(g1709
g1710
g1711
I3
tp1732
(dp1733
g6
VHold[Evaluate[1 + 2]]
p1734
sg8
(lp1735
(dp1736
g11
(lp1737
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Hold</mi> <mo>[</mo> <mn>3</mn> <mo>]</mo></mrow></mstyle></math>
p1738
sg15
I4
sass(g1709
g1710
g1711
I4
tp1739
(dp1740
g6
VHoldComplete[Evaluate[1 + 2]]
p1741
sg8
(lp1742
(dp1743
g11
(lp1744
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>HoldComplete</mi> <mo>[</mo> <mrow><mi>Evaluate</mi> <mo>[</mo> <mrow><mn>1</mn> <mo>+</mo> <mn>2</mn></mrow> <mo>]</mo></mrow> <mo>]</mo></mrow></mstyle></math>
p1745
sg15
I5
sass(g1709
g1710
g1711
I5
tp1746
(dp1747
g6
VEvaluate[Sequence[1, 2]]
p1748
sg8
(lp1749
(dp1750
g11
(lp1751
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Sequence</mi> <mo>[</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>2</mn></mrow> <mo>]</mo></mrow></mstyle></math>
p1752
sg15
I6
sass(g1709
g1710
V$HistoryLength
p1753
I0
tp1754
(dp1755
g6
V$HistoryLength
p1756
sg8
(lp1757
(dp1758
g11
(lp1759
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>100</mn></mstyle></math>
p1760
sg15
I1
sass(g1709
g1710
g1753
I1
tp1761
(dp1762
g6
V$HistoryLength = 1;
p1763
sg8
(lp1764
(dp1765
g11
(lp1766
sg13
Nsg15
I2
sass(g1709
g1710
g1753
I2
tp1767
(dp1768
g6
V42
p1769
sg8
(lp1770
(dp1771
g11
(lp1772
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>42</mn></mstyle></math>
p1773
sg15
I3
sass(g1709
g1710
g1753
I3
tp1774
(dp1775
g6
V%
p1776
sg8
(lp1777
(dp1778
g11
(lp1779
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>42</mn></mstyle></math>
p1780
sg15
I4
sass(g1709
g1710
g1753
I4
tp1781
(dp1782
g6
V%%
p1783
sg8
(lp1784
(dp1785
g11
(lp1786
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>%3</mtext></mstyle></math>
p1787
sg15
I5
sass(g1709
g1710
g1753
I5
tp1788
(dp1789
g6
V$HistoryLength = 0;
p1790
sg8
(lp1791
(dp1792
g11
(lp1793
sg13
Nsg15
I6
sass(g1709
g1710
g1753
I6
tp1794
(dp1795
g6
V42
p1796
sg8
(lp1797
(dp1798
g11
(lp1799
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>42</mn></mstyle></math>
p1800
sg15
I7
sass(g1709
g1710
g1753
I7
tp1801
(dp1802
g6
g1776
sg8
(lp1803
(dp1804
g11
(lp1805
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>%7</mtext></mstyle></math>
p1806
sg15
I8
sass(g1709
g1710
VHold
p1807
I0
tp1808
(dp1809
g6
VAttributes[Hold]
p1810
sg8
(lp1811
(dp1812
g11
(lp1813
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>HoldAll</mi> <mo>,</mo> <mi>Protected</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p1814
sg15
I1
sass(g1709
g1710
VHoldComplete
p1815
I0
tp1816
(dp1817
g6
VAttributes[HoldComplete]
p1818
sg8
(lp1819
(dp1820
g11
(lp1821
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>HoldAllComplete</mi> <mo>,</mo> <mi>Protected</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p1822
sg15
I1
sass(g1709
g1710
VHoldForm
p1823
I0
tp1824
(dp1825
g6
VHoldForm[1 + 2 + 3]
p1826
sg8
(lp1827
(dp1828
g11
(lp1829
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>1</mn> <mo>+</mo> <mn>2</mn> <mo>+</mo> <mn>3</mn></mrow></mstyle></math>
p1830
sg15
I1
sass(g1709
g1710
g1823
I1
tp1831
(dp1832
g6
VAttributes[HoldForm]
p1833
sg8
(lp1834
(dp1835
g11
(lp1836
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>HoldAll</mi> <mo>,</mo> <mi>Protected</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p1837
sg15
I2
sass(g1709
g1710
VIn
p1838
I0
tp1839
(dp1840
g6
Vx = 1
p1841
sg8
(lp1842
(dp1843
g11
(lp1844
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>1</mn></mstyle></math>
p1845
sg15
I1
sass(g1709
g1710
g1838
I1
tp1846
(dp1847
g6
Vx = x + 1
p1848
sg8
(lp1849
(dp1850
g11
(lp1851
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>2</mn></mstyle></math>
p1852
sg15
I2
sass(g1709
g1710
g1838
I2
tp1853
(dp1854
g6
VDo[In[2], {3}]
p1855
sg8
(lp1856
(dp1857
g11
(lp1858
sg13
Nsg15
I3
sass(g1709
g1710
g1838
I3
tp1859
(dp1860
g6
g195
sg8
(lp1861
(dp1862
g11
(lp1863
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>5</mn></mstyle></math>
p1864
sg15
I4
sass(g1709
g1710
g1838
I4
tp1865
(dp1866
g6
VIn[-1]
p1867
sg8
(lp1868
(dp1869
g11
(lp1870
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>5</mn></mstyle></math>
p1871
sg15
I5
sass(g1709
g1710
g1838
I5
tp1872
(dp1873
g6
VDefinition[In]
p1874
sg8
(lp1875
(dp1876
g11
(lp1877
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtable columnalign="left">\u000a<mtr><mtd columnalign="left"><mrow><mrow><mi>Attributes</mi> <mo>[</mo> <mi>In</mi> <mo>]</mo></mrow> <mo>=</mo> <mrow><mo>{</mo> <mi>Protected</mi> <mo>}</mo></mrow></mrow></mtd></mtr>\u000a<mtr><mtd columnalign="left"><mrow><mrow><mi>In</mi> <mo>[</mo> <mn>6</mn> <mo>]</mo></mrow> <mo>=</mo> <mrow><mi>Definition</mi> <mo>[</mo> <mi>In</mi> <mo>]</mo></mrow></mrow></mtd></mtr>\u000a<mtr><mtd columnalign="left"><mrow><mrow><mi>In</mi> <mo>[</mo> <mn>5</mn> <mo>]</mo></mrow> <mo>=</mo> <mrow><mi>In</mi> <mo>[</mo> <mtext>-1</mtext> <mo>]</mo></mrow></mrow></mtd></mtr>\u000a<mtr><mtd columnalign="left"><mrow><mrow><mi>In</mi> <mo>[</mo> <mn>4</mn> <mo>]</mo></mrow> <mo>=</mo> <mi>x</mi></mrow></mtd></mtr>\u000a<mtr><mtd columnalign="left"><mrow><mrow><mi>In</mi> <mo>[</mo> <mn>3</mn> <mo>]</mo></mrow> <mo>=</mo> <mrow><mi>Do</mi> <mo>[</mo> <mrow><mrow><mi>In</mi> <mo>[</mo> <mn>2</mn> <mo>]</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mn>3</mn> <mo>}</mo></mrow></mrow> <mo>]</mo></mrow></mrow></mtd></mtr>\u000a<mtr><mtd columnalign="left"><mrow><mrow><mi>In</mi> <mo>[</mo> <mn>2</mn> <mo>]</mo></mrow> <mo>=</mo> <mrow><mi>x</mi> <mo>=</mo> <mrow><mi>x</mi> <mo>+</mo> <mn>1</mn></mrow></mrow></mrow></mtd></mtr>\u000a<mtr><mtd columnalign="left"><mrow><mrow><mi>In</mi> <mo>[</mo> <mn>1</mn> <mo>]</mo></mrow> <mo>=</mo> <mrow><mi>x</mi> <mo>=</mo> <mn>1</mn></mrow></mrow></mtd></mtr>\u000a</mtable></mstyle></math>
p1878
sg15
I6
sass(g1709
g1710
V$Line
p1879
I0
tp1880
(dp1881
g6
V$Line
p1882
sg8
(lp1883
(dp1884
g11
(lp1885
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>1</mn></mstyle></math>
p1886
sg15
I1
sass(g1709
g1710
g1879
I1
tp1887
(dp1888
g6
V$Line
p1889
sg8
(lp1890
(dp1891
g11
(lp1892
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>2</mn></mstyle></math>
p1893
sg15
I2
sass(g1709
g1710
g1879
I2
tp1894
(dp1895
g6
V$Line = 12;
p1896
sg8
(lp1897
(dp1898
g11
(lp1899
sg13
Nsg15
I3
sass(g1709
g1710
g1879
I3
tp1900
(dp1901
g6
V2 * 5
p1902
sg8
(lp1903
(dp1904
g11
(lp1905
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>10</mn></mstyle></math>
p1906
sg15
I13
sass(g1709
g1710
g1879
I4
tp1907
(dp1908
g6
VOut[13]
p1909
sg8
(lp1910
(dp1911
g11
(lp1912
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>10</mn></mstyle></math>
p1913
sg15
I14
sass(g1709
g1710
g1879
I5
tp1914
(dp1915
g6
V$Line = -1;
p1916
sg8
(lp1917
(dp1918
g11
(lp1919
(dp1920
g149
I01
sg150
V$Line
p1921
sg152
Vintnn
p1922
sg154
V$Line::intnn
p1923
sg156
VNon-negative integer expected.
p1924
sasg13
Nsg15
I15
sass(g1709
g1710
VOut
p1925
I0
tp1926
(dp1927
g6
V42
p1928
sg8
(lp1929
(dp1930
g11
(lp1931
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>42</mn></mstyle></math>
p1932
sg15
I1
sass(g1709
g1710
g1925
I1
tp1933
(dp1934
g6
g1776
sg8
(lp1935
(dp1936
g11
(lp1937
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>42</mn></mstyle></math>
p1938
sg15
I2
sass(g1709
g1710
g1925
I2
tp1939
(dp1940
g6
V43;
p1941
sg8
(lp1942
(dp1943
g11
(lp1944
sg13
Nsg15
I3
sass(g1709
g1710
g1925
I3
tp1945
(dp1946
g6
g1776
sg8
(lp1947
(dp1948
g11
(lp1949
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>43</mn></mstyle></math>
p1950
sg15
I4
sass(g1709
g1710
g1925
I4
tp1951
(dp1952
g6
V44
p1953
sg8
(lp1954
(dp1955
g11
(lp1956
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>44</mn></mstyle></math>
p1957
sg15
I5
sass(g1709
g1710
g1925
I5
tp1958
(dp1959
g6
V%1
p1960
sg8
(lp1961
(dp1962
g11
(lp1963
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>42</mn></mstyle></math>
p1964
sg15
I6
sass(g1709
g1710
g1925
I6
tp1965
(dp1966
g6
V%%
p1967
sg8
(lp1968
(dp1969
g11
(lp1970
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>44</mn></mstyle></math>
p1971
sg15
I7
sass(g1709
g1710
g1925
I7
tp1972
(dp1973
g6
VHold[Out[-1]]
p1974
sg8
(lp1975
(dp1976
g11
(lp1977
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Hold</mi> <mo>[</mo> <mtext>%</mtext> <mo>]</mo></mrow></mstyle></math>
p1978
sg15
I8
sass(g1709
g1710
g1925
I8
tp1979
(dp1980
g6
VHold[%4]
p1981
sg8
(lp1982
(dp1983
g11
(lp1984
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Hold</mi> <mo>[</mo> <mtext>%4</mtext> <mo>]</mo></mrow></mstyle></math>
p1985
sg15
I9
sass(g1709
g1710
g1925
I9
tp1986
(dp1987
g6
VOut[0]
p1988
sg8
(lp1989
(dp1990
g11
(lp1991
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Out</mi> <mo>[</mo> <mn>0</mn> <mo>]</mo></mrow></mstyle></math>
p1992
sg15
I10
sass(g1709
g1710
V$RecursionLimit
p1993
I0
tp1994
(dp1995
g6
Va = a + a
p1996
sg8
(lp1997
(dp1998
g11
(lp1999
(dp2000
g149
I01
sg150
V$RecursionLimit
p2001
sg152
g1036
sg154
V$RecursionLimit::reclim
p2002
sg156
VRecursion depth of 200 exceeded.
p2003
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>$Aborted</mi></mstyle></math>
p2004
sg15
I1
sass(g1709
g1710
g1993
I1
tp2005
(dp2006
g6
V$RecursionLimit
p2007
sg8
(lp2008
(dp2009
g11
(lp2010
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>200</mn></mstyle></math>
p2011
sg15
I2
sass(g1709
g1710
g1993
I2
tp2012
(dp2013
g6
V$RecursionLimit = x;
p2014
sg8
(lp2015
(dp2016
g11
(lp2017
(dp2018
g149
I01
sg150
V$RecursionLimit
p2019
sg152
Vlimset
p2020
sg154
V$RecursionLimit::limset
p2021
sg156
VCannot set $RecursionLimit to x; value must be an integer between 20 and 512; use the MATHICS_MAX_RECURSION_DEPTH environment variable to allow higher limits.
p2022
sasg13
Nsg15
I3
sass(g1709
g1710
g1993
I3
tp2023
(dp2024
g6
V$RecursionLimit = 512
p2025
sg8
(lp2026
(dp2027
g11
(lp2028
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>512</mn></mstyle></math>
p2029
sg15
I4
sass(g1709
g1710
g1993
I4
tp2030
(dp2031
g6
Va = a + a
p2032
sg8
(lp2033
(dp2034
g11
(lp2035
(dp2036
g149
I01
sg150
V$RecursionLimit
p2037
sg152
g1036
sg154
V$RecursionLimit::reclim
p2038
sg156
VRecursion depth of 512 exceeded.
p2039
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>$Aborted</mi></mstyle></math>
p2040
sg15
I5
sass(g1709
g1710
VReleaseHold
p2041
I0
tp2042
(dp2043
g6
Vx = 3;
p2044
sg8
(lp2045
(dp2046
g11
(lp2047
sg13
Nsg15
I1
sass(g1709
g1710
g2041
I1
tp2048
(dp2049
g6
VHold[x]
p2050
sg8
(lp2051
(dp2052
g11
(lp2053
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Hold</mi> <mo>[</mo> <mi>x</mi> <mo>]</mo></mrow></mstyle></math>
p2054
sg15
I2
sass(g1709
g1710
g2041
I2
tp2055
(dp2056
g6
VReleaseHold[Hold[x]]
p2057
sg8
(lp2058
(dp2059
g11
(lp2060
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>3</mn></mstyle></math>
p2061
sg15
I3
sass(g1709
g1710
g2041
I3
tp2062
(dp2063
g6
VReleaseHold[y]
p2064
sg8
(lp2065
(dp2066
g11
(lp2067
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>y</mi></mstyle></math>
p2068
sg15
I4
sass(g1709
g1710
VSequence
p2069
I0
tp2070
(dp2071
g6
Vf[x, Sequence[a, b], y]
p2072
sg8
(lp2073
(dp2074
g11
(lp2075
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>f</mi> <mo>[</mo> <mrow><mi>x</mi> <mo>,</mo> <mi>a</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>y</mi></mrow> <mo>]</mo></mrow></mstyle></math>
p2076
sg15
I1
sass(g1709
g1710
g2069
I1
tp2077
(dp2078
g6
VAttributes[Set]
p2079
sg8
(lp2080
(dp2081
g11
(lp2082
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>HoldFirst</mi> <mo>,</mo> <mi>Protected</mi> <mo>,</mo> <mi>SequenceHold</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p2083
sg15
I2
sass(g1709
g1710
g2069
I2
tp2084
(dp2085
g6
Va = Sequence[b, c];
p2086
sg8
(lp2087
(dp2088
g11
(lp2089
sg13
Nsg15
I3
sass(g1709
g1710
g2069
I3
tp2090
(dp2091
g6
g544
sg8
(lp2092
(dp2093
g11
(lp2094
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Sequence</mi> <mo>[</mo> <mrow><mi>b</mi> <mo>,</mo> <mi>c</mi></mrow> <mo>]</mo></mrow></mstyle></math>
p2095
sg15
I4
sass(g1709
g1710
g2069
I4
tp2096
(dp2097
g6
Vlist = {1, 2, 3};
p2098
sg8
(lp2099
(dp2100
g11
(lp2101
sg13
Nsg15
I5
sass(g1709
g1710
g2069
I5
tp2102
(dp2103
g6
Vf[Sequence @@ list]
p2104
sg8
(lp2105
(dp2106
g11
(lp2107
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>f</mi> <mo>[</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>3</mn></mrow> <mo>]</mo></mrow></mstyle></math>
p2108
sg15
I6
sass(g1709
g1710
g2069
I6
tp2109
(dp2110
g6
VHold[a, Sequence[b, c], d]
p2111
sg8
(lp2112
(dp2113
g11
(lp2114
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Hold</mi> <mo>[</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>c</mi> <mo>,</mo> <mi>d</mi></mrow> <mo>]</mo></mrow></mstyle></math>
p2115
sg15
I7
sass(g1709
g1710
g2069
I7
tp2116
(dp2117
g6
VHold[{a, Sequence[b, c], d}]
p2118
sg8
(lp2119
(dp2120
g11
(lp2121
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Hold</mi> <mo>[</mo> <mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mrow><mi>Sequence</mi> <mo>[</mo> <mrow><mi>b</mi> <mo>,</mo> <mi>c</mi></mrow> <mo>]</mo></mrow> <mo>,</mo> <mi>d</mi></mrow> <mo>}</mo></mrow> <mo>]</mo></mrow></mstyle></math>
p2122
sg15
I8
sass(g1709
g1710
VUnevaluated
p2123
I0
tp2124
(dp2125
g6
VSqrt[Unevaluated[x]]
p2126
sg8
(lp2127
(dp2128
g11
(lp2129
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><msqrt><mi>x</mi></msqrt></mstyle></math>
p2130
sg15
I1
sass(g1709
g1710
g2123
I1
tp2131
(dp2132
g6
VLength[Unevaluated[1+2+3+4]]
p2133
sg8
(lp2134
(dp2135
g11
(lp2136
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>4</mn></mstyle></math>
p2137
sg15
I2
sass(g1709
g1710
g2123
I2
tp2138
(dp2139
g6
VAttributes[Unevaluated]
p2140
sg8
(lp2141
(dp2142
g11
(lp2143
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>HoldAllComplete</mi> <mo>,</mo> <mi>Protected</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p2144
sg15
I3
sass(g1709
g1710
g2123
I3
tp2145
(dp2146
g6
Vf[Unevaluated[x]]
p2147
sg8
(lp2148
(dp2149
g11
(lp2150
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>f</mi> <mo>[</mo> <mrow><mi>Unevaluated</mi> <mo>[</mo> <mi>x</mi> <mo>]</mo></mrow> <mo>]</mo></mrow></mstyle></math>
p2151
sg15
I4
sass(g1709
g1710
g2123
I4
tp2152
(dp2153
g6
VAttributes[f] = {Flat};
p2154
sg8
(lp2155
(dp2156
g11
(lp2157
sg13
Nsg15
I5
sass(g1709
g1710
g2123
I5
tp2158
(dp2159
g6
Vf[a, Unevaluated[f[b, c]]]
p2160
sg8
(lp2161
(dp2162
g11
(lp2163
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>f</mi> <mo>[</mo> <mrow><mi>a</mi> <mo>,</mo> <mrow><mi>Unevaluated</mi> <mo>[</mo> <mi>b</mi> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>Unevaluated</mi> <mo>[</mo> <mi>c</mi> <mo>]</mo></mrow></mrow> <mo>]</mo></mrow></mstyle></math>
p2164
sg15
I6
sass(g1709
g1710
g2123
I6
tp2165
(dp2166
g6
Vg[a, Sequence[Unevaluated[b], Unevaluated[c]]]
p2167
sg8
(lp2168
(dp2169
g11
(lp2170
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>g</mi> <mo>[</mo> <mrow><mi>a</mi> <mo>,</mo> <mrow><mi>Unevaluated</mi> <mo>[</mo> <mi>b</mi> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>Unevaluated</mi> <mo>[</mo> <mi>c</mi> <mo>]</mo></mrow></mrow> <mo>]</mo></mrow></mstyle></math>
p2171
sg15
I7
sass(g1709
g1710
g2123
I7
tp2172
(dp2173
g6
Vg[Unevaluated[Sequence[a, b, c]]]
p2174
sg8
(lp2175
(dp2176
g11
(lp2177
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>g</mi> <mo>[</mo> <mrow><mi>Unevaluated</mi> <mo>[</mo> <mrow><mi>Sequence</mi> <mo>[</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>c</mi></mrow> <mo>]</mo></mrow> <mo>]</mo></mrow> <mo>]</mo></mrow></mstyle></math>
p2178
sg15
I8
sass(g1709
VControl Statements
p2179
VAbort
p2180
I0
tp2181
(dp2182
g6
VPrint["a"]; Abort[]; Print["b"]
p2183
sg8
(lp2184
(dp2185
g11
(lp2186
(dp2187
g149
I00
sg156
g544
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>$Aborted</mi></mstyle></math>
p2188
sg15
I1
sass(g1709
g2179
VBreak
p2189
I0
tp2190
(dp2191
g6
Vn = 0;
p2192
sg8
(lp2193
(dp2194
g11
(lp2195
sg13
Nsg15
I1
sass(g1709
g2179
g2189
I1
tp2196
(dp2197
g6
VWhile[True, If[n>10, Break[]]; n=n+1]
p2198
sg8
(lp2199
(dp2200
g11
(lp2201
sg13
Nsg15
I2
sass(g1709
g2179
g2189
I2
tp2202
(dp2203
g6
Vn
p2204
sg8
(lp2205
(dp2206
g11
(lp2207
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>11</mn></mstyle></math>
p2208
sg15
I3
sass(g1709
g2179
VCompoundExpression
p2209
I0
tp2210
(dp2211
g6
Va; b; c; d
p2212
sg8
(lp2213
(dp2214
g11
(lp2215
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>d</mi></mstyle></math>
p2216
sg15
I1
sass(g1709
g2179
g2209
I1
tp2217
(dp2218
g6
Va;
p2219
sg8
(lp2220
(dp2221
g11
(lp2222
sg13
Nsg15
I2
sass(g1709
g2179
VContinue
p2223
I0
tp2224
(dp2225
g6
VFor[i=1, i<=8, i=i+1, If[Mod[i,2] == 0, Continue[]]; Print[i]]
p2226
sg8
(lp2227
(dp2228
g11
(lp2229
(dp2230
g149
I00
sg156
V1
p2231
sa(dp2232
g149
I00
sg156
V3
p2233
sa(dp2234
g149
I00
sg156
V5
p2235
sa(dp2236
g149
I00
sg156
V7
p2237
sasg13
Nsg15
I1
sass(g1709
g2179
VDo
p2238
I0
tp2239
(dp2240
g6
VDo[Print[i], {i, 2, 4}]
p2241
sg8
(lp2242
(dp2243
g11
(lp2244
(dp2245
g149
I00
sg156
V2
p2246
sa(dp2247
g149
I00
sg156
V3
p2248
sa(dp2249
g149
I00
sg156
V4
p2250
sasg13
Nsg15
I1
sass(g1709
g2179
g2238
I1
tp2251
(dp2252
g6
VDo[Print[{i, j}], {i,1,2}, {j,3,5}]
p2253
sg8
(lp2254
(dp2255
g11
(lp2256
(dp2257
g149
I00
sg156
V{1, 3}
p2258
sa(dp2259
g149
I00
sg156
V{1, 4}
p2260
sa(dp2261
g149
I00
sg156
V{1, 5}
p2262
sa(dp2263
g149
I00
sg156
V{2, 3}
p2264
sa(dp2265
g149
I00
sg156
V{2, 4}
p2266
sa(dp2267
g149
I00
sg156
V{2, 5}
p2268
sasg13
Nsg15
I2
sass(g1709
g2179
g2238
I2
tp2269
(dp2270
g6
VDo[If[i > 10, Break[], If[Mod[i, 2] == 0, Continue[]]; Print[i]], {i, 5, 20}]
p2271
sg8
(lp2272
(dp2273
g11
(lp2274
(dp2275
g149
I00
sg156
V5
p2276
sa(dp2277
g149
I00
sg156
V7
p2278
sa(dp2279
g149
I00
sg156
V9
p2280
sasg13
Nsg15
I3
sass(g1709
g2179
VFixedPoint
p2281
I0
tp2282
(dp2283
g6
VFixedPoint[Cos, 1.0]
p2284
sg8
(lp2285
(dp2286
g11
(lp2287
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0.739085</mn></mstyle></math>
p2288
sg15
I1
sass(g1709
g2179
g2281
I1
tp2289
(dp2290
g6
VFixedPoint[#+1 &, 1, 20]
p2291
sg8
(lp2292
(dp2293
g11
(lp2294
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>21</mn></mstyle></math>
p2295
sg15
I2
sass(g1709
g2179
VFixedPointList
p2296
I0
tp2297
(dp2298
g6
VFixedPointList[Cos, 1.0, 4]
p2299
sg8
(lp2300
(dp2301
g11
(lp2302
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>1.</mn> <mo>,</mo> <mn>0.540302</mn> <mo>,</mo> <mn>0.857553</mn> <mo>,</mo> <mn>0.65429</mn> <mo>,</mo> <mn>0.79348</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p2303
sg15
I1
sass(g1709
g2179
g2296
I1
tp2304
(dp2305
g6
Vnewton[n_] := FixedPointList[.5(# + n/#) &, 1.];
p2306
sg8
(lp2307
(dp2308
g11
(lp2309
sg13
Nsg15
I2
sass(g1709
g2179
g2296
I2
tp2310
(dp2311
g6
Vnewton[9]
p2312
sg8
(lp2313
(dp2314
g11
(lp2315
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>1.</mn> <mo>,</mo> <mn>5.</mn> <mo>,</mo> <mn>3.4</mn> <mo>,</mo> <mn>3.02353</mn> <mo>,</mo> <mn>3.00009</mn> <mo>,</mo> <mn>3.</mn> <mo>,</mo> <mn>3.</mn> <mo>,</mo> <mn>3.</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p2316
sg15
I3
sass(g1709
g2179
g2296
I3
tp2317
(dp2318
g6
Vcollatz[1] := 1;
p2319
sg8
(lp2320
(dp2321
g11
(lp2322
sg13
Nsg15
I4
sass(g1709
g2179
g2296
I4
tp2323
(dp2324
g6
Vcollatz[x_ ? EvenQ] := x / 2;
p2325
sg8
(lp2326
(dp2327
g11
(lp2328
sg13
Nsg15
I5
sass(g1709
g2179
g2296
I5
tp2329
(dp2330
g6
Vcollatz[x_] := 3 x + 1;
p2331
sg8
(lp2332
(dp2333
g11
(lp2334
sg13
Nsg15
I6
sass(g1709
g2179
g2296
I6
tp2335
(dp2336
g6
Vlist = FixedPointList[collatz, 14]
p2337
sg8
(lp2338
(dp2339
g11
(lp2340
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>14</mn> <mo>,</mo> <mn>7</mn> <mo>,</mo> <mn>22</mn> <mo>,</mo> <mn>11</mn> <mo>,</mo> <mn>34</mn> <mo>,</mo> <mn>17</mn> <mo>,</mo> <mn>52</mn> <mo>,</mo> <mn>26</mn> <mo>,</mo> <mn>13</mn> <mo>,</mo> <mn>40</mn> <mo>,</mo> <mn>20</mn> <mo>,</mo> <mn>10</mn> <mo>,</mo> <mn>5</mn> <mo>,</mo> <mn>16</mn> <mo>,</mo> <mn>8</mn> <mo>,</mo> <mn>4</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p2341
sg15
I7
sass(g1709
g2179
g2296
I7
tp2342
(dp2343
g6
VListLinePlot[list]
p2344
sg8
(lp2345
(dp2346
g11
(lp2347
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="247px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-19.686869 -14.610939 437.353535 285.016774">
                <polyline points="18.181818,161.063403 38.383838,201.401286 58.585859,114.962966 78.787879,178.351067 98.989899,45.812310 119.191919,143.775739 139.393939,-57.913674 159.595960,91.912747 179.797980,166.825958 200.000000,11.236982 220.202020,126.488075 240.404040,184.113622 260.606061,212.926395 280.808081,149.538294 301.010101,195.638731 321.212121,218.688950 341.414141,230.214059 361.616162,235.976614 381.818182,235.976614" style="stroke: rgb(24.720000%, 24.000000%, 60.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="-16.000000,241.739169 416.000000,241.739169" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="98.989899" y="244.405835" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>5</mn></math></foreignObject>
<foreignObject x="200.000000" y="244.405835" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>10</mn></math></foreignObject>
<foreignObject x="301.010101" y="244.405835" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>15</mn></math></foreignObject>
<foreignObject x="402.020202" y="244.405835" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>20</mn></math></foreignObject>
<polyline points="98.989899,241.739169 98.989899,235.072502" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,241.739169 200.000000,235.072502" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="301.010101,241.739169 301.010101,235.072502" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="402.020202,241.739169 402.020202,235.072502" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="18.181818,241.739169 18.181818,237.739169" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="38.383838,241.739169 38.383838,237.739169" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="58.585859,241.739169 58.585859,237.739169" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="78.787879,241.739169 78.787879,237.739169" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="119.191919,241.739169 119.191919,237.739169" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="139.393939,241.739169 139.393939,237.739169" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="159.595960,241.739169 159.595960,237.739169" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="179.797980,241.739169 179.797980,237.739169" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="220.202020,241.739169 220.202020,237.739169" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="240.404040,241.739169 240.404040,237.739169" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="260.606061,241.739169 260.606061,237.739169" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="280.808081,241.739169 280.808081,237.739169" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="321.212121,241.739169 321.212121,237.739169" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="341.414141,241.739169 341.414141,237.739169" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="361.616162,241.739169 361.616162,237.739169" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="381.818182,241.739169 381.818182,237.739169" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="-2.020202,260.157867 -2.020202,-12.944272" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="-4.686869" y="184.113622" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>10</mn></math></foreignObject>
<foreignObject x="-4.686869" y="126.488075" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>20</mn></math></foreignObject>
<foreignObject x="-4.686869" y="68.862528" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>30</mn></math></foreignObject>
<foreignObject x="-4.686869" y="11.236982" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>40</mn></math></foreignObject>
<polyline points="-2.020202,184.113622 4.646465,184.113622" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="-2.020202,126.488075 4.646465,126.488075" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="-2.020202,68.862528 4.646465,68.862528" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="-2.020202,11.236982 4.646465,11.236982" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="-2.020202,230.214059 1.979798,230.214059" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="-2.020202,218.688950 1.979798,218.688950" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="-2.020202,207.163841 1.979798,207.163841" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="-2.020202,195.638731 1.979798,195.638731" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="-2.020202,172.588512 1.979798,172.588512" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="-2.020202,161.063403 1.979798,161.063403" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="-2.020202,149.538294 1.979798,149.538294" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="-2.020202,138.013184 1.979798,138.013184" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="-2.020202,114.962966 1.979798,114.962966" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="-2.020202,103.437856 1.979798,103.437856" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="-2.020202,91.912747 1.979798,91.912747" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="-2.020202,80.387638 1.979798,80.387638" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="-2.020202,57.337419 1.979798,57.337419" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="-2.020202,45.812310 1.979798,45.812310" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="-2.020202,34.287200 1.979798,34.287200" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="-2.020202,22.762091 1.979798,22.762091" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="-2.020202,-0.288128 1.979798,-0.288128" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
            </svg>
        "/></mstyle></math>
p2348
sg15
I8
sass(g1709
g2179
VFor
p2349
I0
tp2350
(dp2351
g6
Vn := 1
p2352
sg8
(lp2353
(dp2354
g11
(lp2355
sg13
Nsg15
I1
sass(g1709
g2179
g2349
I1
tp2356
(dp2357
g6
VFor[i=1, i<=10, i=i+1, n = n * i]
p2358
sg8
(lp2359
(dp2360
g11
(lp2361
sg13
Nsg15
I2
sass(g1709
g2179
g2349
I2
tp2362
(dp2363
g6
g2204
sg8
(lp2364
(dp2365
g11
(lp2366
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>3628800</mn></mstyle></math>
p2367
sg15
I3
sass(g1709
g2179
g2349
I3
tp2368
(dp2369
g6
Vn == 10!
p2370
sg8
(lp2371
(dp2372
g11
(lp2373
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p2374
sg15
I4
sass(g1709
g2179
VIf
p2375
I0
tp2376
(dp2377
g6
VIf[1<2, a, b]
p2378
sg8
(lp2379
(dp2380
g11
(lp2381
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>a</mi></mstyle></math>
p2382
sg15
I1
sass(g1709
g2179
g2375
I1
tp2383
(dp2384
g6
VIf[1<2, a]
p2385
sg8
(lp2386
(dp2387
g11
(lp2388
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>a</mi></mstyle></math>
p2389
sg15
I2
sass(g1709
g2179
g2375
I2
tp2390
(dp2391
g6
VIf[False, a] //FullForm
p2392
sg8
(lp2393
(dp2394
g11
(lp2395
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>Null</mi></mstyle></math>
p2396
sg15
I3
sass(g1709
g2179
g2375
I3
tp2397
(dp2398
g6
VIf[a, (*then*) b, (*else*) c];
p2399
sg8
(lp2400
(dp2401
g11
(lp2402
sg13
Nsg15
I4
sass(g1709
g2179
VInterrupt
p2403
I0
tp2404
(dp2405
g6
VPrint["a"]; Interrupt[]; Print["b"]
p2406
sg8
(lp2407
(dp2408
g11
(lp2409
(dp2410
g149
I00
sg156
g544
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>$Aborted</mi></mstyle></math>
p2411
sg15
I1
sass(g1709
g2179
VNest
p2412
I0
tp2413
(dp2414
g6
VNest[f, x, 3]
p2415
sg8
(lp2416
(dp2417
g11
(lp2418
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>f</mi> <mo>[</mo> <mrow><mi>f</mi> <mo>[</mo> <mrow><mi>f</mi> <mo>[</mo> <mi>x</mi> <mo>]</mo></mrow> <mo>]</mo></mrow> <mo>]</mo></mrow></mstyle></math>
p2419
sg15
I1
sass(g1709
g2179
g2412
I1
tp2420
(dp2421
g6
VNest[(1+#) ^ 2 &, x, 2]
p2422
sg8
(lp2423
(dp2424
g11
(lp2425
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><msup><mrow><mo>(</mo> <mrow><mn>1</mn> <mo>+</mo> <msup><mrow><mo>(</mo> <mrow><mn>1</mn> <mo>+</mo> <mi>x</mi></mrow> <mo>)</mo></mrow> <mn>2</mn></msup></mrow> <mo>)</mo></mrow> <mn>2</mn></msup></mstyle></math>
p2426
sg15
I2
sass(g1709
g2179
VNestList
p2427
I0
tp2428
(dp2429
g6
VNestList[f, x, 3]
p2430
sg8
(lp2431
(dp2432
g11
(lp2433
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>x</mi> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mi>x</mi> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mrow><mi>f</mi> <mo>[</mo> <mi>x</mi> <mo>]</mo></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mrow><mi>f</mi> <mo>[</mo> <mrow><mi>f</mi> <mo>[</mo> <mi>x</mi> <mo>]</mo></mrow> <mo>]</mo></mrow> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p2434
sg15
I1
sass(g1709
g2179
g2427
I1
tp2435
(dp2436
g6
VNestList[2 # &, 1, 8]
p2437
sg8
(lp2438
(dp2439
g11
(lp2440
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>4</mn> <mo>,</mo> <mn>8</mn> <mo>,</mo> <mn>16</mn> <mo>,</mo> <mn>32</mn> <mo>,</mo> <mn>64</mn> <mo>,</mo> <mn>128</mn> <mo>,</mo> <mn>256</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p2441
sg15
I2
sass(g1709
g2179
g2427
I2
tp2442
(dp2443
g6
Vvertices = {{0,0}, {1,0}, {.5, .5 Sqrt[3]}};
p2444
sg8
(lp2445
(dp2446
g11
(lp2447
sg13
Nsg15
I3
sass(g1709
g2179
g2427
I3
tp2448
(dp2449
g6
Vpoints = NestList[.5(vertices[[ RandomInteger[{1,3}] ]] + #) &, {0.,0.}, 2000];
p2450
sg8
(lp2451
(dp2452
g11
(lp2453
sg13
Nsg15
I4
sass(g1709
g2179
g2427
I4
tp2454
(dp2455
g6
VGraphics[Point[points], ImageSize->Small]
p2456
sg8
(lp2457
(dp2458
g11
(lp2459
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="200px" height="171px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-1.666667 -1.666667 203.333333 175.024412">
                <circle cx="0.000000" cy="171.691079" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="100.301003" cy="171.691079" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="50.150501" cy="171.691079" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="25.075251" cy="171.691079" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="62.688127" cy="84.827862" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="81.494565" cy="41.396254" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="40.747282" cy="106.543666" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="70.524143" cy="52.254156" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="35.262071" cy="111.972617" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="67.781537" cy="54.968632" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="134.191771" cy="113.329855" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="117.246387" cy="55.647251" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="158.924196" cy="113.669165" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="129.612599" cy="55.816905" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="165.107302" cy="113.753992" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="182.854654" cy="142.722535" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="141.577828" cy="70.343591" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="120.939416" cy="34.154118" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="110.620209" cy="16.059382" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="155.611107" cy="93.875230" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="178.106556" cy="132.783155" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="189.354281" cy="152.237117" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="94.677140" cy="161.964098" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="147.639573" cy="166.827588" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="123.970288" cy="82.396117" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="112.135645" cy="40.180382" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="106.218324" cy="19.072514" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="153.410165" cy="95.381796" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="76.705082" cy="133.536438" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="38.352541" cy="152.613758" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="69.326772" cy="75.289202" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="34.663386" cy="123.490140" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="117.632696" cy="147.590610" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="58.816348" cy="159.640844" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="129.709177" cy="165.665961" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="64.854588" cy="168.678520" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="132.728297" cy="170.184799" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="66.364148" cy="170.937939" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="83.332576" cy="84.451293" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="91.816789" cy="41.207969" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="146.209397" cy="106.449524" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="123.255200" cy="52.207085" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="61.627600" cy="111.949082" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="30.813800" cy="141.820080" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="15.406900" cy="156.755580" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="108.004453" cy="164.223329" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="154.303229" cy="167.957204" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="77.151615" cy="169.824141" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="38.575807" cy="170.757610" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="69.438405" cy="84.361128" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="135.020205" cy="128.026103" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="117.660604" cy="62.995375" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="159.131305" cy="117.343227" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="179.866655" cy="144.517153" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="190.234330" cy="158.104116" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="95.117165" cy="164.897597" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="97.709084" cy="81.431122" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="149.155545" cy="126.561100" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="74.577772" cy="149.126089" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="37.288886" cy="160.408584" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="118.945446" cy="166.049831" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="59.472723" cy="168.870455" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="29.736361" cy="170.280767" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="65.018682" cy="84.122706" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="82.659842" cy="41.043676" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="141.630924" cy="106.367377" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="171.116465" cy="139.029228" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="135.708734" cy="68.496937" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="118.004868" cy="33.230792" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="59.002434" cy="102.460935" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="29.501217" cy="137.076007" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="64.901110" cy="67.520326" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="32.450555" cy="119.605703" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="66.375779" cy="58.785174" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="133.488892" cy="115.238127" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="66.744446" cy="143.464603" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="33.372223" cy="157.577841" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="66.836613" cy="77.771243" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="133.719309" cy="124.731161" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="66.859655" cy="148.211120" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="33.429827" cy="159.951099" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="16.714914" cy="165.821089" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="58.507958" cy="81.892868" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="79.404480" cy="39.928757" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="39.702240" cy="105.809918" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="120.152123" cy="138.750498" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="110.226563" cy="68.357572" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="55.113281" cy="120.024325" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="127.857643" cy="145.857702" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="164.229824" cy="158.774390" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="182.415915" cy="165.232735" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="191.508960" cy="168.461907" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="145.904981" cy="83.213276" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="173.253493" cy="127.452178" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="136.777248" cy="62.708412" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="168.689627" cy="117.199745" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="134.495315" cy="57.582196" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="167.548660" cy="114.636637" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="133.924831" cy="56.300642" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="167.263418" cy="113.995860" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="183.932712" cy="142.843469" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="142.116857" cy="70.404058" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="121.208930" cy="34.184352" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="110.754966" cy="16.074499" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="55.377483" cy="93.882789" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="77.839243" cy="45.923717" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="139.220624" cy="108.807398" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="69.610312" cy="140.249238" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="84.955657" cy="69.106942" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="142.778831" cy="120.399010" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="71.389416" cy="146.045045" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="85.845209" cy="72.004845" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="93.073106" cy="34.984746" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="96.687054" cy="16.474696" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="148.644530" cy="94.082887" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="124.472766" cy="46.023767" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="162.537386" cy="108.857423" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="131.419194" cy="53.411034" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="65.709597" cy="112.551057" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="133.155801" cy="142.121068" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="66.577901" cy="156.906073" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="83.439452" cy="77.435360" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="41.719726" cy="124.563219" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="20.859863" cy="148.127149" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="60.580433" cy="73.045897" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="130.591219" cy="122.368488" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="115.446111" cy="60.166567" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="158.024058" cy="115.928823" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="129.162530" cy="56.946734" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="114.731767" cy="27.455690" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="107.516385" cy="12.710168" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="154.059195" cy="92.200623" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="177.330600" cy="131.945851" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="88.665300" cy="151.818465" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="144.633653" cy="161.754772" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="122.467328" cy="79.859709" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="161.534667" cy="125.775394" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="130.917835" cy="61.870020" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="115.609419" cy="29.917333" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="107.955211" cy="13.940989" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="53.977605" cy="92.816034" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="127.289805" cy="132.253556" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="113.795404" cy="65.109101" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="56.897702" cy="118.400090" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="128.749854" cy="145.045584" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="164.675930" cy="158.368332" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="132.488466" cy="78.166489" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="66.244233" cy="124.928784" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="83.272618" cy="61.446715" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="91.786810" cy="29.705680" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="146.194408" cy="100.698380" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="173.398207" cy="136.194729" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="136.849605" cy="67.079688" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="68.424802" cy="119.385383" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="84.362903" cy="58.675015" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="42.181451" cy="115.183047" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="71.241227" cy="56.573846" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="35.620613" cy="114.132463" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="17.810307" cy="142.911771" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="109.206156" cy="157.301425" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="104.753579" cy="77.633035" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="152.677792" cy="124.662057" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="76.338896" cy="148.176568" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="138.470451" cy="159.933823" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="169.536228" cy="165.812451" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="134.918615" cy="81.888549" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="117.609809" cy="39.926597" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="58.804905" cy="105.808838" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="29.402452" cy="138.749958" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="14.701226" cy="155.220519" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="107.651616" cy="163.455799" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="53.825808" cy="167.573439" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="26.912904" cy="169.632259" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="113.757455" cy="170.661669" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="56.878727" cy="171.176374" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="28.439364" cy="171.433726" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="14.219682" cy="171.562403" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="57.260342" cy="84.763524" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="128.931174" cy="128.227302" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="114.616088" cy="63.095974" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="107.458545" cy="30.530310" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="103.879774" cy="14.247478" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="102.090388" cy="6.106062" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="101.195696" cy="2.035354" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="100.748349" cy="0.000000" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="50.374175" cy="85.845539" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="75.337589" cy="41.905093" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="87.819296" cy="19.934869" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="94.060149" cy="8.949758" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="97.180576" cy="3.457202" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="148.891291" cy="87.574140" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="124.596147" cy="42.769393" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="112.448575" cy="20.367020" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="156.525290" cy="96.029049" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="178.563648" cy="133.860064" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="189.582827" cy="152.775571" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="195.092416" cy="162.233325" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="197.847211" cy="166.962202" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="149.074107" cy="82.463424" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="124.687555" cy="40.214035" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="62.343777" cy="105.952557" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="131.472891" cy="138.821818" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="65.736446" cy="155.256448" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="32.868223" cy="163.473764" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="116.735114" cy="167.582421" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="58.367557" cy="169.636750" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="79.334280" cy="83.800698" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="39.667140" cy="127.745888" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="120.134573" cy="149.718484" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="110.217788" cy="73.841565" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="55.108894" cy="122.766322" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="27.554447" cy="147.228700" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="63.927725" cy="72.596673" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="82.114364" cy="35.280660" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="91.207683" cy="16.622653" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="145.904844" cy="94.156866" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="123.102924" cy="46.060756" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="61.551462" cy="108.875917" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="30.775731" cy="140.283498" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="15.387865" cy="155.987288" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="107.994935" cy="163.839184" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="53.997468" cy="167.765131" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="127.299737" cy="169.728105" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="163.950871" cy="170.709592" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="132.125937" cy="84.337119" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="116.213470" cy="41.150882" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="158.407738" cy="106.420981" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="129.354370" cy="52.192813" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="164.978188" cy="111.941946" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="132.639595" cy="54.953296" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="166.620800" cy="113.322187" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="133.460902" cy="55.643417" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="167.031453" cy="113.667248" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="183.816729" cy="142.679163" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="192.209367" cy="157.185121" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="96.104684" cy="164.438100" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="148.353345" cy="168.064589" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="174.477675" cy="169.877834" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="187.539840" cy="170.784456" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="93.769920" cy="171.237768" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="147.185963" cy="171.464423" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="123.743483" cy="84.714535" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="112.022243" cy="41.339590" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="156.312124" cy="106.515335" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="78.156062" cy="139.103207" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="139.379034" cy="155.397143" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="119.840018" cy="76.680894" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="59.920009" cy="124.185987" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="130.261007" cy="147.938533" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="65.130504" cy="159.814806" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="32.565252" cy="165.752942" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="66.433127" cy="81.858794" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="33.216564" cy="126.774936" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="16.608282" cy="149.233008" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="58.454642" cy="73.598827" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="79.377822" cy="35.781736" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="89.839413" cy="16.873191" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="95.070208" cy="7.418919" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="147.836107" cy="89.554999" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="124.068555" cy="43.759822" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="112.184779" cy="20.862234" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="156.393392" cy="96.276656" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="128.347197" cy="47.120651" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="164.474601" cy="109.405865" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="82.237301" cy="140.548472" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="141.419653" cy="156.119775" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="120.860328" cy="77.042211" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="160.731167" cy="124.366645" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="130.516085" cy="61.165645" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="165.559045" cy="116.428362" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="183.080525" cy="144.059720" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="91.540263" cy="157.875400" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="45.770131" cy="164.783239" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="123.186068" cy="168.237159" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="161.894037" cy="169.964119" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="80.947018" cy="170.827599" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="90.624011" cy="84.396122" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="95.462507" cy="41.180384" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="148.032256" cy="106.435731" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="124.166629" cy="52.200189" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="112.233816" cy="25.082417" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="56.116908" cy="98.386748" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="28.058454" cy="135.038913" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="114.330230" cy="153.364996" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="107.315616" cy="75.664821" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="53.657808" cy="123.677950" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="76.979405" cy="60.821298" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="88.640204" cy="29.392972" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="94.470603" cy="13.678809" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="97.385803" cy="5.821728" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="148.993904" cy="88.756403" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="124.647453" cy="43.360525" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="112.474228" cy="20.662585" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="156.538117" cy="96.176832" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="78.269058" cy="133.933955" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="139.435532" cy="152.812517" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="170.018769" cy="162.251798" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="85.009384" cy="166.971438" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="42.504692" cy="169.331259" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="71.402847" cy="83.647952" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="136.002426" cy="127.669516" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="68.001213" cy="149.680297" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="134.301609" cy="160.685688" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="117.301306" cy="79.325167" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="108.801154" cy="38.644906" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="54.400577" cy="105.167993" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="77.350790" cy="51.566319" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="138.976398" cy="111.628699" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="119.638700" cy="54.796673" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="160.120353" cy="113.243876" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="80.060176" cy="142.467477" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="40.030088" cy="157.079278" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="70.165545" cy="77.521962" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="135.383775" cy="124.606520" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="167.992890" cy="148.148800" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="184.297448" cy="159.919939" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="92.148724" cy="165.805509" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="46.074362" cy="168.748294" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="23.037181" cy="170.219686" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="61.669092" cy="84.092166" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="30.834546" cy="127.891622" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="65.567774" cy="62.928134" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="133.084890" cy="117.309606" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="166.843448" cy="144.500343" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="183.722727" cy="158.095711" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="142.011865" cy="78.030178" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="71.005932" cy="124.860629" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="85.653468" cy="61.412637" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="92.977235" cy="29.688642" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="146.789620" cy="100.689860" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="123.545311" cy="49.327253" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="162.073658" cy="110.509166" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="181.337832" cy="141.100122" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="190.969919" cy="156.395601" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="195.785962" cy="164.043340" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="198.193984" cy="167.867209" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="199.397995" cy="169.779144" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="200.000000" cy="170.735111" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="150.150501" cy="84.349879" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="75.075251" cy="128.020479" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="87.688127" cy="62.992562" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="144.145066" cy="117.341821" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="72.072533" cy="144.516450" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="136.337269" cy="158.103764" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="168.469637" cy="164.897421" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="134.385320" cy="81.431034" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="117.343161" cy="39.697840" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="58.671581" cy="105.694459" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="129.636793" cy="138.692769" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="114.968898" cy="68.328708" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="107.634950" cy="33.146677" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="154.118478" cy="102.418878" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="127.209740" cy="50.191762" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="113.755371" cy="24.078204" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="56.877686" cy="97.884641" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="28.438843" cy="134.787860" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="64.369923" cy="66.376253" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="132.485964" cy="119.033666" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="66.242982" cy="145.362372" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="33.121491" cy="158.526726" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="16.560746" cy="165.108902" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="8.280373" cy="168.399990" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="104.441189" cy="170.045535" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="152.521597" cy="170.868307" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="176.561801" cy="171.279693" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="138.431402" cy="84.622169" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="69.215701" cy="128.156624" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="134.908853" cy="149.923851" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="167.755429" cy="160.807465" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="184.178717" cy="166.249272" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="192.390361" cy="168.970175" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="96.195181" cy="170.330627" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="48.097590" cy="171.010853" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="124.349798" cy="171.350966" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="112.325400" cy="84.657806" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="106.313202" cy="41.311226" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="153.457603" cy="106.501152" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="76.728802" cy="139.096116" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="138.665404" cy="155.393597" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="119.483203" cy="76.679122" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="160.042604" cy="124.185100" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="80.021302" cy="147.938089" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="40.010651" cy="159.814584" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="20.005326" cy="165.752831" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="60.153164" cy="81.858739" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="30.076582" cy="126.774909" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="65.188792" cy="62.369777" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="132.895399" cy="117.030428" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="166.748702" cy="144.360753" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="183.675354" cy="158.025916" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="141.988178" cy="77.995281" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="70.994089" cy="124.843180" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="85.647546" cy="61.403913" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="92.974274" cy="29.684279" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="46.487137" cy="100.687679" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="73.394070" cy="49.326163" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="136.998038" cy="110.508621" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="118.649520" cy="54.236633" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="159.625763" cy="112.963856" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="79.812881" cy="142.327467" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="90.056942" cy="70.146057" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="145.329474" cy="120.918568" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="172.965740" cy="146.304823" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="186.783873" cy="158.997951" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="193.692939" cy="165.344515" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="96.846469" cy="168.517797" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="98.573736" cy="83.241221" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="49.286868" cy="127.466150" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="24.643434" cy="149.578614" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="12.321717" cy="160.634847" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="106.461861" cy="166.162963" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="103.381432" cy="82.063804" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="51.690716" cy="126.877442" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="75.995859" cy="62.421044" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="37.997930" cy="117.056061" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="69.149466" cy="57.510354" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="34.574733" cy="114.600716" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="17.287367" cy="143.145897" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="108.944686" cy="157.418488" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="54.472343" cy="164.554783" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="127.537174" cy="168.122931" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="164.069590" cy="169.907005" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="182.335798" cy="170.799042" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="141.318400" cy="84.381844" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="70.659200" cy="128.036461" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="135.630603" cy="149.863770" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="67.815301" cy="160.777424" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="33.907651" cy="166.234252" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="117.254828" cy="168.962665" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="108.777915" cy="83.463656" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="154.689960" cy="127.577367" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="177.645983" cy="149.634223" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="138.973493" cy="73.799434" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="69.486746" cy="122.745257" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="34.743373" cy="147.218168" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="17.371687" cy="159.454623" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="58.836345" cy="78.709635" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="129.719175" cy="125.200357" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="115.010089" cy="61.582501" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="57.505044" cy="116.636790" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="28.752522" cy="144.163934" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="14.376261" cy="157.927507" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="7.188131" cy="164.809293" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="103.895068" cy="168.250186" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="51.947534" cy="169.970632" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="126.274770" cy="170.830855" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="63.137385" cy="171.260967" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="131.869695" cy="171.476023" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="65.934848" cy="171.583551" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="133.268426" cy="171.637315" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="166.935216" cy="171.664197" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="133.618109" cy="84.814421" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="66.809055" cy="128.252750" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="133.705530" cy="149.971914" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="66.852765" cy="160.831497" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="33.426383" cy="166.261288" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="66.863693" cy="82.112967" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="33.431846" cy="126.902023" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="117.016926" cy="149.296551" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="108.658964" cy="73.630598" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="154.630485" cy="122.660839" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="177.616245" cy="147.175959" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="88.808123" cy="159.433519" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="144.705064" cy="165.562299" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="172.653535" cy="168.626689" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="136.477269" cy="83.295667" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="168.539637" cy="127.493373" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="184.570821" cy="149.592226" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="92.285411" cy="160.641652" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="96.293207" cy="79.303149" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="48.146603" cy="125.497114" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="74.223803" cy="61.730880" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="137.412904" cy="116.710979" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="68.706452" cy="144.201029" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="134.654229" cy="157.946054" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="67.327114" cy="164.818566" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="133.964560" cy="168.254823" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="167.283283" cy="169.972951" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="83.641641" cy="170.832015" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="41.820821" cy="171.261547" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="20.910410" cy="171.476313" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="110.756208" cy="171.583696" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="105.528605" cy="84.774171" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="52.764303" cy="128.232625" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="26.382151" cy="149.961852" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="63.341577" cy="73.963249" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="131.971791" cy="122.827164" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="116.136397" cy="60.395905" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="58.068198" cy="116.043492" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="79.184601" cy="57.004069" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="139.893303" cy="114.347574" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="170.247654" cy="143.019326" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="135.274328" cy="70.491986" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="67.637164" cy="121.091532" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="33.818582" cy="146.391306" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="67.059792" cy="72.177976" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="133.830899" cy="121.934527" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="66.915449" cy="146.812803" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="83.608226" cy="72.388725" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="41.804113" cy="122.039902" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="71.052558" cy="60.002274" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="35.526279" cy="115.846676" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="118.064142" cy="143.768878" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="59.032071" cy="157.729978" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="129.817038" cy="164.710528" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="64.908519" cy="168.200804" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="32.454260" cy="169.945941" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="116.528132" cy="170.818510" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="158.565069" cy="171.254794" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="129.433036" cy="84.609720" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="165.017521" cy="128.150399" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="182.809763" cy="149.920739" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="91.404882" cy="160.805909" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="146.003443" cy="166.248494" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="123.152223" cy="82.106570" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="111.726613" cy="40.035608" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="55.863306" cy="105.863343" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="27.931653" cy="138.777211" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="114.266829" cy="155.234145" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="107.283916" cy="76.599395" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="53.641958" cy="124.145237" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="26.820979" cy="147.918158" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="13.410490" cy="159.804618" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="107.006247" cy="165.747849" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="53.503124" cy="168.719464" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="76.902063" cy="83.342055" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="38.451032" cy="127.516567" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="19.225516" cy="149.603823" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="9.612758" cy="160.647451" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="54.956880" cy="79.306048" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="27.478440" cy="125.498564" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="63.889721" cy="61.731605" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="132.245863" cy="116.711342" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="116.273433" cy="57.337994" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="58.136717" cy="114.514536" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="129.369361" cy="143.102808" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="114.835182" cy="70.533727" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="57.417591" cy="121.112403" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="28.708795" cy="146.401741" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="114.655400" cy="159.046410" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="57.327700" cy="165.368744" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="28.663850" cy="168.529912" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="64.482426" cy="83.247279" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="132.542216" cy="127.469179" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="166.572111" cy="149.580129" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="183.587058" cy="160.635604" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="91.793529" cy="166.163341" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="45.896765" cy="168.927210" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="73.098884" cy="83.445928" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="136.850445" cy="127.568503" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="68.425222" cy="149.629791" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="134.513614" cy="160.660435" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="117.407308" cy="79.312540" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="108.854155" cy="38.638593" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="54.427078" cy="105.164836" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="127.514542" cy="138.427957" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="63.757271" cy="155.059518" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="132.179638" cy="163.375298" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="166.390822" cy="167.533189" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="183.496414" cy="169.612134" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="192.049210" cy="170.651606" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="196.325607" cy="171.171342" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="198.463806" cy="171.431211" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="199.532906" cy="171.561145" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="99.766453" cy="171.626112" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="49.883226" cy="171.658595" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="24.941613" cy="171.674837" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="112.771809" cy="171.682958" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="106.536406" cy="84.823802" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="103.418704" cy="41.394224" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="51.709352" cy="106.542651" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="25.854676" cy="139.116865" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="63.077839" cy="68.540756" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="31.538920" cy="120.115917" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="116.070463" cy="145.903498" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="108.185733" cy="71.934072" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="54.092866" cy="121.812575" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="127.347436" cy="146.751827" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="63.673718" cy="159.221453" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="81.987360" cy="78.593049" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="91.144182" cy="38.278848" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="45.572091" cy="104.984963" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="123.087048" cy="138.338021" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="61.543524" cy="155.014550" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="30.771762" cy="163.352814" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="115.686884" cy="167.521947" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="57.843442" cy="169.606513" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="79.072222" cy="83.785579" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="139.837114" cy="127.738329" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="69.918557" cy="149.714704" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="135.260281" cy="160.702891" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="167.931143" cy="166.196985" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="134.116073" cy="82.080816" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="67.058037" cy="126.885947" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="33.529018" cy="149.288513" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="16.764509" cy="160.489796" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="58.532756" cy="79.227221" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="79.416879" cy="38.595933" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="140.009442" cy="105.143506" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="170.305724" cy="138.417292" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="135.303363" cy="68.190969" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="167.952684" cy="119.941024" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="134.126844" cy="58.952835" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="167.364424" cy="115.321957" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="183.983215" cy="143.506518" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="91.991607" cy="157.598798" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="45.995804" cy="164.644939" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="123.298905" cy="168.168009" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="161.950455" cy="169.929544" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="131.125729" cy="83.947095" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="115.713366" cy="40.955870" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="57.856683" cy="106.323475" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="79.078843" cy="52.144060" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="139.840424" cy="111.917570" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="170.221215" cy="141.804324" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="185.411610" cy="156.747701" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="193.006808" cy="164.219390" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="96.503404" cy="167.955234" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="148.552705" cy="169.823157" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="124.426854" cy="83.893901" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="162.514430" cy="127.792490" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="81.257215" cy="149.741784" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="40.628607" cy="160.716432" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="70.464805" cy="79.340539" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="135.533405" cy="125.515809" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="117.917204" cy="61.740227" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="58.958602" cy="116.715653" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="129.780304" cy="144.203366" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="165.191155" cy="157.947222" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="182.896580" cy="164.819151" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="141.598791" cy="81.391898" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="70.799396" cy="126.541489" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="135.700701" cy="149.116284" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="168.151353" cy="160.403681" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="84.075676" cy="166.047380" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="142.338841" cy="168.869229" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="121.319922" cy="83.416938" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="110.810462" cy="40.690792" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="105.555732" cy="19.327719" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="153.078869" cy="95.509399" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="176.840437" cy="133.600239" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="138.570720" cy="65.782442" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="169.586363" cy="118.736761" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="84.793181" cy="145.213920" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="142.697593" cy="158.452499" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="71.348797" cy="165.071789" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="35.674398" cy="168.381434" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="17.837199" cy="170.036256" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="8.918600" cy="170.863668" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="4.459300" cy="171.277373" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="2.229650" cy="171.484226" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="51.265326" cy="84.724436" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="75.783165" cy="41.344541" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="37.891582" cy="106.517810" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="119.246794" cy="139.104444" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="159.924400" cy="155.397762" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="180.263203" cy="163.544420" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="190.432604" cy="167.617749" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="95.216302" cy="169.654414" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="47.608151" cy="170.672746" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="23.804075" cy="171.181913" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="62.052539" cy="84.573279" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="81.176771" cy="41.268963" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="140.889388" cy="106.480021" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="120.595195" cy="52.222333" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="110.448099" cy="25.093490" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="105.374551" cy="11.529068" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="152.988278" cy="91.610073" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="176.795142" cy="131.650576" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="188.698574" cy="151.670827" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="144.499788" cy="74.817737" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="122.400395" cy="36.391191" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="61.200198" cy="104.041135" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="130.901102" cy="137.866107" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="165.751553" cy="154.778593" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="133.026278" cy="76.371619" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="116.663640" cy="37.168133" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="158.632823" cy="104.429606" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="79.316411" cy="138.060342" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="39.658206" cy="154.875710" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="120.130106" cy="163.283395" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="60.065053" cy="167.487237" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="130.333529" cy="169.589158" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="115.317266" cy="83.776902" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="107.809134" cy="40.870774" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="53.904567" cy="106.280926" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="77.102785" cy="52.122786" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="88.701894" cy="25.043716" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="44.350947" cy="98.367397" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="22.175473" cy="135.029238" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="11.087737" cy="153.360158" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="5.543868" cy="162.525619" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="2.771934" cy="167.108349" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="1.385967" cy="169.399714" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="100.993986" cy="170.545396" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="150.797996" cy="171.118237" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="125.549499" cy="84.541442" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="163.075752" cy="128.116260" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="81.537876" cy="149.903670" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="90.919439" cy="73.934158" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="45.459720" cy="122.812618" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="123.030863" cy="147.251849" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="111.665933" cy="72.608247" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="55.832966" cy="122.149663" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="27.916483" cy="146.920371" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="114.259244" cy="159.305725" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="157.430625" cy="165.498402" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="128.865814" cy="81.731524" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="114.583408" cy="39.848085" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="157.592707" cy="105.769582" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="78.796353" cy="138.730330" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="39.398177" cy="155.210705" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="19.699088" cy="163.450892" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="110.150547" cy="167.570985" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="155.376276" cy="169.631032" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="77.688138" cy="170.661055" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="88.994570" cy="84.312851" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="44.497285" cy="128.001965" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="122.549645" cy="149.846522" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="161.575825" cy="160.768800" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="130.938414" cy="79.366723" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="115.619708" cy="38.665685" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="57.809854" cy="105.178382" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="79.055428" cy="51.571514" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="139.828717" cy="111.631296" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="170.215361" cy="141.661188" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="185.408683" cy="156.676133" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="92.704342" cy="164.183606" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="96.502672" cy="81.074126" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="48.251336" cy="126.382602" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="124.426671" cy="149.036841" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="162.514338" cy="160.363960" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="181.558172" cy="166.027519" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="140.929587" cy="81.996083" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="170.765796" cy="126.843581" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="85.382898" cy="149.267330" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="92.841950" cy="73.615988" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="96.571477" cy="35.790317" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="98.436240" cy="16.877481" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="99.368621" cy="7.421064" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="149.985313" cy="89.556071" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="175.293659" cy="130.623575" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="87.646830" cy="151.157327" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="93.973916" cy="74.560986" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="46.986958" cy="123.126033" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="73.643980" cy="60.545339" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="36.821990" cy="116.118209" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="68.561496" cy="57.041428" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="34.280748" cy="114.366253" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="117.441377" cy="143.028666" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="159.021691" cy="157.359872" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="179.811848" cy="164.525476" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="140.056425" cy="81.245061" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="120.178714" cy="39.604853" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="160.390360" cy="105.647966" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="130.345681" cy="51.806306" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="65.172841" cy="111.748692" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="82.736922" cy="54.856669" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="91.518962" cy="26.410658" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="45.759481" cy="99.050868" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="123.180743" cy="135.370973" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="61.590372" cy="153.531026" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="80.945687" cy="75.747836" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="40.472844" cy="123.719457" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="70.386923" cy="60.842052" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="135.494464" cy="116.266565" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="117.897733" cy="57.115606" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="159.249869" cy="114.403342" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="129.775436" cy="56.183994" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="165.188721" cy="113.937536" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="82.594360" cy="142.814308" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="91.447682" cy="70.389477" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="146.024843" cy="121.040278" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="73.012422" cy="146.365678" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="86.656712" cy="72.165162" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="93.478857" cy="35.064904" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="96.889930" cy="16.514775" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="98.595466" cy="7.239711" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="149.598736" cy="89.465395" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="124.949869" cy="43.715020" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="112.625436" cy="20.839833" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="56.312718" cy="96.265456" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="28.156359" cy="133.978267" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="64.228681" cy="65.971457" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="82.264842" cy="31.968051" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="141.433424" cy="101.829565" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="120.867213" cy="49.897106" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="60.433607" cy="110.794092" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="130.517806" cy="141.242585" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="65.258903" cy="156.466832" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="132.930454" cy="164.078955" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="166.766230" cy="167.885017" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="133.533616" cy="82.924832" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="66.766808" cy="127.307955" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="33.383404" cy="149.499517" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="66.842203" cy="73.732081" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="83.571603" cy="35.848364" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="142.086804" cy="103.769721" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="121.193903" cy="50.867184" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="60.596952" cy="111.279131" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="30.298476" cy="141.485105" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="115.450241" cy="156.588092" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="57.725120" cy="164.139585" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="79.013062" cy="81.052116" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="139.807533" cy="126.371597" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="170.204769" cy="149.031338" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="135.252886" cy="73.497992" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="117.776944" cy="35.731319" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="159.189475" cy="103.711199" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="79.594737" cy="137.701139" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="39.797369" cy="154.696109" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="19.898684" cy="163.193594" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="9.949342" cy="167.442336" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="105.275674" cy="169.566708" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="52.637837" cy="170.628893" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="26.318918" cy="171.159986" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="63.309961" cy="84.562316" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="81.805482" cy="41.263481" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="141.203744" cy="106.477280" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="120.752373" cy="52.220963" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="110.526688" cy="25.092804" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="105.413845" cy="11.528725" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="153.007925" cy="91.609902" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="176.804965" cy="131.650490" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="88.402483" cy="151.670785" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="44.201241" cy="161.680932" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="22.100621" cy="166.686005" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="111.351313" cy="169.188542" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="105.826158" cy="83.576594" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="103.063580" cy="40.770620" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="51.531790" cy="106.230849" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="25.765895" cy="138.960964" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="63.033449" cy="68.462805" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="31.516724" cy="120.076942" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="116.059365" cy="145.884010" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="58.029682" cy="158.787545" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="79.165343" cy="78.376095" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="89.733173" cy="38.170371" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="44.866586" cy="104.930725" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="122.734296" cy="138.310902" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="111.517649" cy="68.137774" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="55.758825" cy="119.914426" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="27.879412" cy="145.802753" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="13.939706" cy="158.746916" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="6.969853" cy="165.218997" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="53.635428" cy="81.591822" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="26.817714" cy="126.641450" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="13.408857" cy="149.166264" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="6.704428" cy="160.428672" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="3.352214" cy="166.059875" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="51.826608" cy="82.012261" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="25.913304" cy="126.851670" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="12.956652" cy="149.271374" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="6.478326" cy="160.481226" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="53.389664" cy="79.222936" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="126.995835" cy="125.457007" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="63.497917" cy="148.574043" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="31.748959" cy="160.132561" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="116.175482" cy="165.911820" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="108.238242" cy="81.938233" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="154.420124" cy="126.814656" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="77.210062" cy="149.252867" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="38.605031" cy="160.471973" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="19.302515" cy="166.081526" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="109.952260" cy="168.886302" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="155.277133" cy="170.288691" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="77.638566" cy="170.989885" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="139.120286" cy="171.340482" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="119.710644" cy="84.652564" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="59.855322" cy="128.171821" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="29.927661" cy="149.931450" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="115.264833" cy="160.811264" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="157.933419" cy="166.251172" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="179.267712" cy="168.971125" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="189.934859" cy="170.331102" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="145.117931" cy="84.147874" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="122.709467" cy="41.056260" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="111.505235" cy="19.510453" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="55.752617" cy="95.600766" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="27.876309" cy="133.645922" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="64.088656" cy="65.805284" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="82.194829" cy="31.884965" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="41.097415" cy="101.788022" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="120.849710" cy="136.739550" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="160.725858" cy="154.215315" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="180.663932" cy="162.953197" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="90.331966" cy="167.322138" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="95.316484" cy="82.643392" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="147.959245" cy="127.167235" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="174.280625" cy="149.429157" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="187.441315" cy="160.560118" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="143.871159" cy="79.262382" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="122.086081" cy="38.613514" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="111.193542" cy="18.289080" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="105.747272" cy="8.126863" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="153.174639" cy="89.908971" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="126.737821" cy="43.936808" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="63.368910" cy="107.813944" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="31.684455" cy="139.752511" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="116.143230" cy="155.721795" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="158.372618" cy="163.706437" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="179.487312" cy="167.698758" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="139.894157" cy="82.831702" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="170.248081" cy="127.261390" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="85.124041" cy="149.476235" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="42.562020" cy="160.583657" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="71.431512" cy="79.274151" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="35.715756" cy="125.482615" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="68.008379" cy="61.723631" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="34.004190" cy="116.707355" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="17.002095" cy="144.199217" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="58.651549" cy="71.081931" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="29.325774" cy="121.386505" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="64.813389" cy="59.675576" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="32.406694" cy="115.683327" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="16.203347" cy="143.687203" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="58.252175" cy="70.825924" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="79.276589" cy="34.395285" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="139.939297" cy="103.043182" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="69.969649" cy="137.367130" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="85.135326" cy="67.665888" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="92.718164" cy="32.815267" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="146.660085" cy="102.253173" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="123.480544" cy="50.108909" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="61.740272" cy="110.899994" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="30.870136" cy="141.295536" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="65.585569" cy="69.630091" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="32.792785" cy="120.660585" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="116.697395" cy="146.175832" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="58.348698" cy="158.933455" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="29.174349" cy="165.312267" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="114.888177" cy="168.501673" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="107.594590" cy="83.233159" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="103.947796" cy="40.598903" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="102.124400" cy="19.281774" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="101.212701" cy="8.623210" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="150.907353" cy="90.157144" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="125.604178" cy="44.060895" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="163.103092" cy="107.875987" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="131.702047" cy="52.920317" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="65.851024" cy="112.305698" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="32.925512" cy="141.998388" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="66.613257" cy="69.981517" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="133.607631" cy="120.836298" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="66.803816" cy="146.263688" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="133.702911" cy="158.977384" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="117.001957" cy="78.471015" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="58.500978" cy="125.081047" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="79.400991" cy="61.522846" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="140.001498" cy="116.606963" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="120.151250" cy="57.285804" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="160.376628" cy="114.488442" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="130.338815" cy="56.226544" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="65.169408" cy="113.958811" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="132.885707" cy="142.824945" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="116.593355" cy="70.394796" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="108.447179" cy="34.179721" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="104.374091" cy="16.072183" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="52.187045" cy="93.881631" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="126.394525" cy="132.786355" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="63.197263" cy="152.238717" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="81.749133" cy="75.101681" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="91.025068" cy="36.533164" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="45.512534" cy="104.112121" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="72.906768" cy="51.038384" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="86.603885" cy="24.501515" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="93.452444" cy="11.233080" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="46.726222" cy="91.462080" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="73.513612" cy="44.713363" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="86.907308" cy="21.339004" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="93.604155" cy="9.651825" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="96.952579" cy="3.808236" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="48.476289" cy="87.749657" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="24.238145" cy="129.720368" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="62.269574" cy="63.842507" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="131.435790" cy="117.766793" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="115.868396" cy="57.865719" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="158.235201" cy="114.778399" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="129.268102" cy="56.371523" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="114.784552" cy="27.168084" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="57.392276" cy="99.429582" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="128.997141" cy="135.560330" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="164.799573" cy="153.625704" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="182.700789" cy="162.658392" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="191.651397" cy="167.174735" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="196.126701" cy="169.432907" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="98.063351" cy="170.561993" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="49.031675" cy="171.126536" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="124.816840" cy="171.408807" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="162.709423" cy="171.549943" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="81.354711" cy="171.620511" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="90.827857" cy="84.792578" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="95.564430" cy="41.378612" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="148.083218" cy="106.534845" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="74.041609" cy="139.112962" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="137.321807" cy="155.402020" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="118.811405" cy="76.683333" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="109.556204" cy="37.323990" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="104.928603" cy="17.644318" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="52.464302" cy="94.667698" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="26.232151" cy="133.179389" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="13.116075" cy="152.435234" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="6.558038" cy="162.063156" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="53.429520" cy="80.013901" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="26.714760" cy="125.852490" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="63.507881" cy="61.908568" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="81.904442" cy="29.936607" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="91.102722" cy="13.950626" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="45.551361" cy="92.820853" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="72.926182" cy="45.392749" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="136.764094" cy="108.541914" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="118.532548" cy="53.253280" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="159.567277" cy="112.472179" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="129.934140" cy="55.218413" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="165.268073" cy="113.454746" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="182.935039" cy="142.572912" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="91.467520" cy="157.131995" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="95.884261" cy="77.548321" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="98.092632" cy="37.756483" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="149.347319" cy="104.723781" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="174.974662" cy="138.207430" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="187.788334" cy="154.949254" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="194.195170" cy="163.320167" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="97.097585" cy="167.505623" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="98.699294" cy="82.735134" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="49.349647" cy="127.213107" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="24.674823" cy="149.452093" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="12.337412" cy="160.571586" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="106.469709" cy="166.131332" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="153.535857" cy="168.911205" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="76.767928" cy="170.301142" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="88.534466" cy="84.132894" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="144.568236" cy="127.911986" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="72.284118" cy="149.801533" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="136.443062" cy="160.746306" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="68.221531" cy="166.218692" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="84.261267" cy="82.091669" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="142.431636" cy="126.891374" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="121.366319" cy="62.428010" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="160.984162" cy="117.059544" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="130.642583" cy="57.512095" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="65.321291" cy="114.601587" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="132.961648" cy="143.146333" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="66.480824" cy="157.418706" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="133.541415" cy="164.554892" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="116.921209" cy="81.259769" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="108.611106" cy="39.612208" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="154.606556" cy="105.651643" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="127.453779" cy="51.808145" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="164.027892" cy="111.749612" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="182.314949" cy="141.720345" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="91.157474" cy="156.705712" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="95.729239" cy="77.335179" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="47.864619" cy="124.513129" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="124.233312" cy="148.102104" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="162.417659" cy="159.896591" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="81.208829" cy="165.793835" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="90.754916" cy="81.879241" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="45.377458" cy="126.785160" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="122.989732" cy="149.238119" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="161.795869" cy="160.464599" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="80.897934" cy="166.077839" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="140.749970" cy="168.884459" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="120.525486" cy="83.424552" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="160.563746" cy="127.557816" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="180.582876" cy="149.624447" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="140.441939" cy="73.794547" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="120.371471" cy="35.879596" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="160.486738" cy="103.785338" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="130.393870" cy="50.874992" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="165.497938" cy="111.283035" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="183.049972" cy="141.487057" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="91.524986" cy="156.589068" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="146.063496" cy="164.140073" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="173.332751" cy="167.915576" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="186.967378" cy="169.803327" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="193.784692" cy="170.747203" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="197.193349" cy="171.219141" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="98.596674" cy="171.455110" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="149.599340" cy="171.573094" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="74.799670" cy="171.632087" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="87.550336" cy="84.798366" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="144.076171" cy="128.244723" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="172.339088" cy="149.967901" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="86.169544" cy="160.829490" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="143.385775" cy="166.260284" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="171.993890" cy="168.975681" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="136.147446" cy="83.470164" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="118.224225" cy="40.717405" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="109.262614" cy="19.341025" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="54.631307" cy="95.516052" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="77.466155" cy="46.740349" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="38.733077" cy="109.215714" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="19.366539" cy="140.453396" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="9.683269" cy="156.072238" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="105.142637" cy="163.881658" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="102.721820" cy="80.923152" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="151.661913" cy="126.307115" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="125.981458" cy="62.135881" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="163.291732" cy="116.913480" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="181.946868" cy="144.302279" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="141.123936" cy="71.133463" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="170.862971" cy="121.412271" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="185.732488" cy="146.551675" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="143.016745" cy="72.258160" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="71.508373" cy="121.974620" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="136.055189" cy="146.832849" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="68.027595" cy="159.261964" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="34.013797" cy="165.476521" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="17.006899" cy="168.583800" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="108.804452" cy="170.137439" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="104.552727" cy="84.051043" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="52.276364" cy="127.871061" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="26.138182" cy="149.781070" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="63.219592" cy="73.872858" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="131.910799" cy="122.781968" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="166.256402" cy="147.236524" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="183.429204" cy="159.463801" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="192.015605" cy="165.577440" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="146.158304" cy="81.771043" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="73.079152" cy="126.731061" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="86.690077" cy="62.347853" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="43.345039" cy="117.019466" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="71.823021" cy="57.492056" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="86.062012" cy="27.728351" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="143.332009" cy="99.709715" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="71.666004" cy="135.700397" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="136.134005" cy="153.695738" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="168.368005" cy="162.693408" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="184.485005" cy="167.192244" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="92.242503" cy="169.441661" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="46.121251" cy="170.566370" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="73.211127" cy="84.265508" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="136.906566" cy="127.978293" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="68.453283" cy="149.834686" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="34.226642" cy="160.762882" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="67.263822" cy="79.363764" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="33.631911" cy="125.527421" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="66.966457" cy="61.746034" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="133.784231" cy="116.718556" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="117.042617" cy="57.341601" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="58.521308" cy="114.516340" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="29.260654" cy="143.103709" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="114.931330" cy="157.397394" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="157.766668" cy="164.544236" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="78.883334" cy="168.117658" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="89.592168" cy="83.041152" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="44.796084" cy="127.366115" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="72.548543" cy="62.665381" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="86.424773" cy="30.315013" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="143.513389" cy="101.003046" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="71.756695" cy="136.347062" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="35.878347" cy="154.019071" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="17.939174" cy="162.855075" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="109.270590" cy="167.273077" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="104.785796" cy="82.618861" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="152.693901" cy="127.154970" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="126.497452" cy="62.559808" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="113.399227" cy="30.262227" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="56.699614" cy="100.976653" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="28.349807" cy="136.333866" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="64.325405" cy="67.149256" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="82.313204" cy="32.556951" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="141.457605" cy="102.124015" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="171.029805" cy="136.907547" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="135.665404" cy="67.436096" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="67.832702" cy="119.563588" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="134.217354" cy="145.627333" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="67.108677" cy="158.659206" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="33.554338" cy="165.175142" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="66.927671" cy="81.569894" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="83.614337" cy="39.767270" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="41.807168" cy="105.729174" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="71.054086" cy="51.846910" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="85.677544" cy="24.905778" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="92.989273" cy="11.435212" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="146.795639" cy="91.563145" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="73.397820" cy="131.627112" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="36.698910" cy="151.659095" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="18.349455" cy="161.675087" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="59.325229" cy="79.819867" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="129.963617" cy="125.755473" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="64.981809" cy="148.723276" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="132.791907" cy="160.207177" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="166.696956" cy="165.949128" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="183.649481" cy="168.820103" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="192.125743" cy="170.255591" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="146.213373" cy="84.110119" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="123.257188" cy="41.037382" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="161.929597" cy="106.364231" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="181.265801" cy="139.027655" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="90.632901" cy="155.359367" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="45.316450" cy="163.525223" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="72.808726" cy="80.744934" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="36.404363" cy="126.218007" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="18.202182" cy="148.954543" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="59.251592" cy="73.459594" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="29.625796" cy="122.575337" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="115.113901" cy="147.133208" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="157.857953" cy="159.412143" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="129.079478" cy="78.688395" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="64.539739" cy="125.189737" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="82.420371" cy="61.577191" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="41.210185" cy="116.634135" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="20.605093" cy="144.162607" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="10.302546" cy="157.926843" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="5.151273" cy="164.808961" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="52.726138" cy="81.386803" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="26.363069" cy="126.538941" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="63.332036" cy="62.251794" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="81.816519" cy="30.108220" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="40.908260" cy="100.899649" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="120.755133" cy="136.295364" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="110.528068" cy="67.130005" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="155.565037" cy="119.410542" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="178.083521" cy="145.550810" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="189.342763" cy="158.620945" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="194.972384" cy="165.156012" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="197.787195" cy="168.423545" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="149.044099" cy="83.194096" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="174.823052" cy="127.442587" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="87.411526" cy="149.566833" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="144.006766" cy="160.628956" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="172.304386" cy="166.160017" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="136.302694" cy="82.062332" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="168.452350" cy="126.876705" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="184.527178" cy="149.283892" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="192.564592" cy="160.487485" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="146.432797" cy="79.226066" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="173.517401" cy="125.458572" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="86.758701" cy="148.574825" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="43.379350" cy="160.132952" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="121.990678" cy="165.912015" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="111.145840" cy="81.938331" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="155.873923" cy="126.814705" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="128.087463" cy="62.389675" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="164.344734" cy="117.040377" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="82.172367" cy="144.365728" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="141.387186" cy="158.028403" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="70.693593" cy="164.859741" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="35.346797" cy="168.275410" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="117.974401" cy="169.983244" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="109.137702" cy="83.973945" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="154.869854" cy="127.832512" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="177.735930" cy="149.761795" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="189.168967" cy="160.726437" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="144.734985" cy="79.345542" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="72.367493" cy="125.518310" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="36.183746" cy="148.604694" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="68.242374" cy="73.284670" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="34.121187" cy="122.487874" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="67.211095" cy="60.226260" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="133.906550" cy="115.958670" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="167.254278" cy="143.824874" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="133.777640" cy="70.894760" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="66.888820" cy="121.292919" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="133.745413" cy="146.491999" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="167.173709" cy="159.091539" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="83.586855" cy="165.391309" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="41.793427" cy="168.541194" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="20.896714" cy="170.116136" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="10.448357" cy="170.903608" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="105.525181" cy="171.297343" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="102.913092" cy="84.630995" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="151.757549" cy="128.161037" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="176.179777" cy="149.926058" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="188.390891" cy="160.808568" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="94.195446" cy="166.249823" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="47.097723" cy="168.970451" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="123.849864" cy="170.330765" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="61.924932" cy="171.010922" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="131.263469" cy="171.351000" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="115.782236" cy="84.657823" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="57.891118" cy="128.174451" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="28.945559" cy="149.932765" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="64.623281" cy="73.948705" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="32.311640" cy="122.819892" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="66.306322" cy="60.392269" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="33.153161" cy="116.041674" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="16.576580" cy="143.866376" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="8.288290" cy="157.778728" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="4.144145" cy="164.734903" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="2.072073" cy="168.212991" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="101.337039" cy="169.952035" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="100.819021" cy="83.958340" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="100.560012" cy="40.961493" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="50.280006" cy="106.326286" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="75.290504" cy="52.145466" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="137.946255" cy="111.918272" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="119.123629" cy="54.941459" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="159.862817" cy="113.316269" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="79.931409" cy="142.503674" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="39.965704" cy="157.097376" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="120.283855" cy="164.394228" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="160.442930" cy="168.042653" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="180.522468" cy="169.866866" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="140.411735" cy="83.915756" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="120.356369" cy="40.940201" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="110.328686" cy="19.452424" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="55.164343" cy="95.571751" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="27.582171" cy="133.631415" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="114.092088" cy="152.661247" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="107.196546" cy="75.312946" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="153.899275" cy="123.502013" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="127.100139" cy="60.733329" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="113.700571" cy="29.348988" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="107.000787" cy="13.656817" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="153.801396" cy="92.673948" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="177.201701" cy="132.182513" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="138.751352" cy="65.073580" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="69.375676" cy="118.382329" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="134.988841" cy="145.036704" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="117.644922" cy="71.500675" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="159.123464" cy="121.595877" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="179.862734" cy="146.643478" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="190.232370" cy="159.167278" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="95.116185" cy="165.429179" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="147.859095" cy="168.560129" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="124.080049" cy="83.262387" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="162.341027" cy="127.476733" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="181.471516" cy="149.583906" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="140.886260" cy="73.774276" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="170.744132" cy="122.732677" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="135.522568" cy="60.348662" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="168.062287" cy="116.019870" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="184.332146" cy="143.855474" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="92.166073" cy="157.773277" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="96.233538" cy="77.868961" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="98.267270" cy="37.916804" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="99.284136" cy="17.940725" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="49.642068" cy="94.815902" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="24.821034" cy="133.253490" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="112.711520" cy="152.472285" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="156.656763" cy="162.081682" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="128.478883" cy="80.023164" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="114.389943" cy="38.993905" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="107.345473" cy="18.479275" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="53.672736" cy="95.085177" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="127.137371" cy="133.388128" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="63.568685" cy="152.539603" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="132.085345" cy="162.115341" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="166.343675" cy="166.903210" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="133.322339" cy="82.433928" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="66.661170" cy="127.062503" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="33.330585" cy="149.376791" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="66.815794" cy="73.670719" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="133.708900" cy="122.680899" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="167.155453" cy="147.185989" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="183.878729" cy="159.438534" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="192.240367" cy="165.564806" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="146.270685" cy="81.764726" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="173.436345" cy="126.727902" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="136.868674" cy="62.346274" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="118.584838" cy="30.155460" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="159.593422" cy="100.923269" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="79.796711" cy="136.307174" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="140.199358" cy="153.999126" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="120.250180" cy="75.981886" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="110.275592" cy="36.973266" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="155.438798" cy="104.332172" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="178.020402" cy="138.011626" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="139.160702" cy="67.988136" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="119.730853" cy="32.976391" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="160.166429" cy="102.333735" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="130.233716" cy="50.149190" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="115.267359" cy="24.056918" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="107.784181" cy="11.010782" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="104.042592" cy="4.487714" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="52.021296" cy="88.089396" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="76.161149" cy="43.027021" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="38.080575" cy="107.359050" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="69.190789" cy="52.661848" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="34.595394" cy="112.176463" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="67.448199" cy="55.070555" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="33.724099" cy="113.380817" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="117.163052" cy="142.535948" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="158.882529" cy="157.113513" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="79.441264" cy="164.402296" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="140.021635" cy="168.046687" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="70.010817" cy="169.868883" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="135.306411" cy="170.779981" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="167.954208" cy="171.235530" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="184.278107" cy="171.463304" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="192.440056" cy="171.577192" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="146.370529" cy="84.770919" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="123.335766" cy="41.367782" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="161.968886" cy="106.529431" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="181.285446" cy="139.110255" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="90.642723" cy="155.400667" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="95.471863" cy="76.682656" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="47.735931" cy="124.186868" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="23.867966" cy="147.938973" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="62.084484" cy="72.951810" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="81.192743" cy="35.458228" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="40.596372" cy="103.574653" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="70.448687" cy="50.769650" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="35.224344" cy="111.230364" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="67.762673" cy="54.597505" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="33.881337" cy="113.144292" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="67.091170" cy="55.554469" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="133.846588" cy="113.622774" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="117.073795" cy="55.793710" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="58.536898" cy="113.742394" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="79.418950" cy="55.853520" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="39.709475" cy="113.772299" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="70.005239" cy="55.868473" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="35.002619" cy="113.779776" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="67.651811" cy="55.872211" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="83.976407" cy="26.918428" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="92.138705" cy="12.441537" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="46.069352" cy="92.066308" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="23.034676" cy="131.878693" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="61.667839" cy="64.921670" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="30.833920" cy="118.306374" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="115.717963" cy="144.998726" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="108.009483" cy="71.481686" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="154.305744" cy="121.586383" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="127.303373" cy="59.775514" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="163.952689" cy="115.733297" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="182.277347" cy="143.712188" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="191.439676" cy="157.701633" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="145.870340" cy="77.833140" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="173.236172" cy="124.762109" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="86.618086" cy="148.226594" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="93.459544" cy="73.095620" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="46.729772" cy="122.393349" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="23.364886" cy="147.042214" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="11.682443" cy="159.366646" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="106.142224" cy="165.528863" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="153.372115" cy="168.609971" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="126.836559" cy="83.287308" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="163.719282" cy="127.489194" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="132.010142" cy="62.726920" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="166.306074" cy="117.208999" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="83.153037" cy="144.450039" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="41.576518" cy="158.070559" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="121.089262" cy="164.880819" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="160.845634" cy="168.285949" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="130.573318" cy="83.125297" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="65.286659" cy="127.408188" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="132.944332" cy="149.549633" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="116.622667" cy="73.757140" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="58.311334" cy="122.724109" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="29.155667" cy="147.207594" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="14.577833" cy="159.449336" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="7.288917" cy="165.570208" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="103.945461" cy="168.630643" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="102.123232" cy="83.297645" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="101.212117" cy="40.631145" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="100.756560" cy="19.297896" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="150.679283" cy="95.494487" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="125.490143" cy="46.729567" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="163.046074" cy="109.210323" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="81.523037" cy="140.450701" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="90.912020" cy="69.207673" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="45.456010" cy="120.449376" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="22.728005" cy="146.070227" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="11.364002" cy="158.880653" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="55.832503" cy="78.422650" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="128.217254" cy="125.056864" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="164.409630" cy="148.373971" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="182.505818" cy="160.032525" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="91.252909" cy="165.861802" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="145.927457" cy="168.776440" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="123.114230" cy="83.370543" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="161.858118" cy="127.530811" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="131.079560" cy="62.747728" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="165.840783" cy="117.219404" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="183.221394" cy="144.455241" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="91.610697" cy="158.073160" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="146.106351" cy="164.882119" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="123.203677" cy="81.423383" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="161.902841" cy="126.557231" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="80.951421" cy="149.124155" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="40.475710" cy="160.407617" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="120.538858" cy="166.049348" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="110.419930" cy="82.006997" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="55.209965" cy="126.849038" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="127.905985" cy="149.270058" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="114.103494" cy="73.617352" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="157.352750" cy="122.654215" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="78.676375" cy="147.172647" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="89.488689" cy="72.568647" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="145.045347" cy="122.129863" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="172.823676" cy="146.910471" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="186.712841" cy="159.300775" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="93.356420" cy="165.495927" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="96.828712" cy="81.730286" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="48.414356" cy="126.710683" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="74.357679" cy="62.337664" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="37.178840" cy="117.014372" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="18.589420" cy="144.352725" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="59.445211" cy="71.158686" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="29.722606" cy="121.424882" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="115.162306" cy="146.557980" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="57.581153" cy="159.124530" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="78.941078" cy="78.544588" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="89.621040" cy="38.254617" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="94.961021" cy="18.109631" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="147.781513" cy="94.900355" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="124.041258" cy="46.432501" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="162.321632" cy="109.061790" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="131.311317" cy="53.513218" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="65.655659" cy="112.602148" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="82.978331" cy="55.283397" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="41.489165" cy="113.487238" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="20.744583" cy="142.589158" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="10.372291" cy="157.140119" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="5.186146" cy="164.415599" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="52.743574" cy="81.190122" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="26.371787" cy="126.440601" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="113.486896" cy="149.065840" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="56.743448" cy="160.378459" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="128.672727" cy="166.034769" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="164.637366" cy="168.862924" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="132.469184" cy="83.413785" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="166.535595" cy="127.552432" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="183.568800" cy="149.621755" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="91.784400" cy="160.656417" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="45.892200" cy="166.173748" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="22.946100" cy="168.932413" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="11.473050" cy="170.311746" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="55.887026" cy="84.138196" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="78.094015" cy="41.051421" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="89.197509" cy="19.508034" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="144.899757" cy="95.599556" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="172.750881" cy="133.645317" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="86.375441" cy="152.668198" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="93.338222" cy="75.316422" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="146.970114" cy="123.503750" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="173.786059" cy="147.597415" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="187.194032" cy="159.644247" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="143.747518" cy="78.804446" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="122.024260" cy="38.384546" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="111.162631" cy="18.174596" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="55.581316" cy="94.932837" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="128.091661" cy="133.311958" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="114.196332" cy="65.638302" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="57.098166" cy="118.664690" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="28.549083" cy="145.177885" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="114.575544" cy="158.434482" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="157.588775" cy="165.062780" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="128.944889" cy="81.513713" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="64.472444" cy="126.602396" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="132.537225" cy="149.146737" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="166.569615" cy="160.418908" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="83.284808" cy="166.054993" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="91.792905" cy="82.009820" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="146.197455" cy="126.850449" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="73.098728" cy="149.270764" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="136.850367" cy="160.480921" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="168.726186" cy="166.086000" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="134.513594" cy="82.025323" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="167.557800" cy="126.858201" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="184.079903" cy="149.274640" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="92.039951" cy="160.482859" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="46.019976" cy="166.086969" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="123.310991" cy="168.889024" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="111.805997" cy="83.426835" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="106.053500" cy="40.695740" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="103.177251" cy="19.330193" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="101.739127" cy="8.647420" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="101.020065" cy="3.306033" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="150.811035" cy="87.498556" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="175.706520" cy="129.594817" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="138.003761" cy="63.779732" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="169.302883" cy="117.735405" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="84.651442" cy="144.713242" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="92.476222" cy="71.338944" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="46.238111" cy="121.515011" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="123.420058" cy="146.603045" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="111.860530" cy="72.283846" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="106.080767" cy="35.124246" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="103.190885" cy="16.544446" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="151.896445" cy="94.117762" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="176.249225" cy="132.904421" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="188.425615" cy="152.297750" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="94.212808" cy="161.994414" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="97.256905" cy="79.979530" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="98.778954" cy="38.972088" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="99.539978" cy="18.468367" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="49.769989" cy="95.079723" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="125.185997" cy="133.385401" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="112.743500" cy="65.675023" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="156.672753" cy="118.683051" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="178.637379" cy="145.187065" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="139.469191" cy="71.575855" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="170.035598" cy="121.633467" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="185.318802" cy="146.662273" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="92.659401" cy="159.176676" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="96.480202" cy="78.570661" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="98.390602" cy="38.267653" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="99.345802" cy="18.116150" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="49.672901" cy="94.903614" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="74.986952" cy="46.434130" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="37.493476" cy="109.062604" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="119.047741" cy="140.376842" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="159.824873" cy="156.033960" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="130.062938" cy="76.999303" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="115.181970" cy="37.481975" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="157.891988" cy="104.586527" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="129.096495" cy="51.275586" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="114.698749" cy="24.620116" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="107.499876" cy="11.292381" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="53.749938" cy="91.491730" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="77.025470" cy="44.728188" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="38.512735" cy="108.209633" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="69.406869" cy="53.087140" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="34.703434" cy="112.389109" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="67.502219" cy="55.176878" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="33.751109" cy="113.433978" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="117.176557" cy="142.562528" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="158.889281" cy="157.126804" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="79.444641" cy="164.408941" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="89.872822" cy="81.186794" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="44.936411" cy="126.438936" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="22.468205" cy="149.065007" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="111.535105" cy="160.378043" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="156.068555" cy="166.034561" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="178.335280" cy="168.862820" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="189.468643" cy="170.276949" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="195.035324" cy="170.984014" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="97.517662" cy="171.337546" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="98.909332" cy="84.651096" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="49.454666" cy="128.171087" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="125.028336" cy="149.931083" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="62.514168" cy="160.811081" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="131.558087" cy="166.251080" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="115.929545" cy="82.107863" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="158.265775" cy="126.899471" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="79.132888" cy="149.295275" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="39.566444" cy="160.493177" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="120.084225" cy="166.092128" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="60.042112" cy="168.891603" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="30.021056" cy="170.291341" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="115.311531" cy="170.991210" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="57.655765" cy="171.341144" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="28.827883" cy="171.516112" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="14.413941" cy="171.603595" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="57.357472" cy="84.784121" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="28.678736" cy="128.237600" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="14.339368" cy="149.964339" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="57.320185" cy="73.964493" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="128.961095" cy="122.827786" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="114.631049" cy="60.396216" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="57.315525" cy="116.043647" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="128.958765" cy="143.867363" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="114.629884" cy="70.916005" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="57.314942" cy="121.303542" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="28.657471" cy="146.497310" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="114.629738" cy="159.094194" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="107.465370" cy="78.529420" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="103.883187" cy="38.247033" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="51.941593" cy="104.969056" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="76.121298" cy="51.466851" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="88.211150" cy="24.715748" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="144.406578" cy="98.203414" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="122.353790" cy="48.084030" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="161.477898" cy="109.887554" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="181.039952" cy="140.789317" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="190.820979" cy="156.240198" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="195.711492" cy="163.965638" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="97.855746" cy="167.828358" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="99.078374" cy="82.896502" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="99.689689" cy="40.430574" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="150.145847" cy="106.060826" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="75.072923" cy="138.875953" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="37.536462" cy="155.283516" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="119.069234" cy="163.487297" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="159.835620" cy="167.589188" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="180.218812" cy="169.640133" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="140.259908" cy="83.802390" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="120.280455" cy="40.883518" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="110.290729" cy="19.424082" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="155.446367" cy="95.557580" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="178.024186" cy="133.624330" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="139.162595" cy="65.794488" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="119.731799" cy="31.879567" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="160.166902" cy="101.785323" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="180.384454" cy="136.738201" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="90.192227" cy="154.214640" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="95.246615" cy="76.089643" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="147.924310" cy="123.890361" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="73.962155" cy="147.790720" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="36.981078" cy="159.740899" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="18.490539" cy="165.715989" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="109.546272" cy="168.703534" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="155.074139" cy="170.197306" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="77.537069" cy="170.944193" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="139.069537" cy="171.317636" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="169.835771" cy="171.504357" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="84.917886" cy="171.597718" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="92.609444" cy="84.781182" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="46.304722" cy="128.236130" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="123.453364" cy="149.963605" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="111.877183" cy="73.964125" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="55.938592" cy="122.827602" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="128.270299" cy="147.259340" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="164.436152" cy="159.475210" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="132.368577" cy="78.719928" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="116.334790" cy="38.342287" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="108.317896" cy="18.153466" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="104.309450" cy="8.059056" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="102.305226" cy="3.011851" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="51.152613" cy="87.351465" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="75.726808" cy="42.658055" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="37.863404" cy="107.174567" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="18.931702" cy="139.432823" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="109.766854" cy="155.561951" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="54.883427" cy="163.626515" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="27.441713" cy="167.658797" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="13.720857" cy="169.674938" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="57.010930" cy="83.819792" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="128.806468" cy="127.755435" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="114.553735" cy="62.860041" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="157.577870" cy="117.275560" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="78.788935" cy="144.483319" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="89.544969" cy="71.223983" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="145.073487" cy="121.457531" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="72.536744" cy="146.574305" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="136.569375" cy="159.132692" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="68.284687" cy="165.411885" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="34.142344" cy="168.551482" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="117.372175" cy="170.121280" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="158.987090" cy="170.906180" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="129.644046" cy="84.435413" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="64.822023" cy="128.063246" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="32.411012" cy="149.877162" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="116.506509" cy="160.784121" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="158.554257" cy="166.237600" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="179.578131" cy="168.964339" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="190.090068" cy="170.327709" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="195.346037" cy="171.009394" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="147.823520" cy="84.487020" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="73.911760" cy="128.089049" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="137.256883" cy="149.890064" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="118.778943" cy="73.927355" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="59.389471" cy="122.809217" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="29.694736" cy="147.250148" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="64.997869" cy="72.607397" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="32.498935" cy="122.149238" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="66.399969" cy="60.056942" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="133.500987" cy="115.874010" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="116.900995" cy="56.919328" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="108.600999" cy="27.441987" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="54.300499" cy="99.566533" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="27.150250" cy="135.628806" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="113.876128" cy="153.659942" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="157.239066" cy="162.675511" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="78.619533" cy="167.183295" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="39.309767" cy="169.437187" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="69.805385" cy="83.700916" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="135.203695" cy="127.695998" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="167.902850" cy="149.693538" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="184.252428" cy="160.692308" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="192.427217" cy="166.191694" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="196.514611" cy="168.941386" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="198.558308" cy="170.316232" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="149.429655" cy="84.140439" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="124.865329" cy="41.052543" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="62.432665" cy="106.371811" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="81.366834" cy="52.168228" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="140.984420" cy="111.929654" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="170.793212" cy="141.810366" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="185.697609" cy="156.750722" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="193.149807" cy="164.220901" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="146.725405" cy="81.092773" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="73.362702" cy="126.391926" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="86.831853" cy="62.178286" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="43.415926" cy="116.934682" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="71.858465" cy="57.449664" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="86.079734" cy="27.707155" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="143.340870" cy="99.699117" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="71.670435" cy="135.695098" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="136.136220" cy="153.693088" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="118.218611" cy="75.828867" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="109.259807" cy="36.896757" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="104.780405" cy="17.430701" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="102.540704" cy="7.697674" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="51.270352" cy="89.694376" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="125.936179" cy="130.692727" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="62.968089" cy="151.191903" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="81.634546" cy="74.578275" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="90.967774" cy="36.271460" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="95.634389" cy="17.118053" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="47.817194" cy="94.404566" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="74.059098" cy="46.184606" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="37.029549" cy="108.937842" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="18.514775" cy="140.314461" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="9.257387" cy="156.002770" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="54.779195" cy="76.983708" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="77.540099" cy="37.474177" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="38.770049" cy="104.582628" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="69.535526" cy="51.273637" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="34.767763" cy="111.482358" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="67.534383" cy="54.723502" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="134.068194" cy="113.207290" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="67.034097" cy="142.449185" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="133.818051" cy="157.070132" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="167.210028" cy="164.380605" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="83.605014" cy="168.035842" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="142.103510" cy="169.863460" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="121.202256" cy="83.914053" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="110.751629" cy="40.939350" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="55.375815" cy="106.315214" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="127.988910" cy="139.003146" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="114.144956" cy="68.483896" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="157.373481" cy="120.087487" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="178.987743" cy="145.889283" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="189.794874" cy="158.790181" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="94.897437" cy="165.240630" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="97.599220" cy="81.602638" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="48.799610" cy="126.646858" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="74.550306" cy="62.305752" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="37.275153" cy="116.998415" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="18.637577" cy="144.344747" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="109.619791" cy="158.017913" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="54.809896" cy="164.854496" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="127.705950" cy="168.272787" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="164.153978" cy="169.981933" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="182.377992" cy="170.836506" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="91.188996" cy="171.263792" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="145.895501" cy="171.477436" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="72.947750" cy="171.584257" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="86.624377" cy="84.774452" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="143.613191" cy="128.232765" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="71.806595" cy="149.961922" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="86.053799" cy="73.963284" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="43.026900" cy="122.827181" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="71.663951" cy="60.395914" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="136.132978" cy="116.043496" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="168.367492" cy="143.867287" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="184.484749" cy="157.779183" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="142.392876" cy="77.871915" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="71.196438" cy="124.781497" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="135.899222" cy="148.236288" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="168.250614" cy="159.963683" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="134.275808" cy="78.964165" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="67.137904" cy="125.327622" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="33.568952" cy="148.509350" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="66.934977" cy="73.236998" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="33.467489" cy="122.464038" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="66.884246" cy="60.214342" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="83.592624" cy="29.089494" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="91.946813" cy="13.527070" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="45.973407" cy="92.609074" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="123.287706" cy="132.150077" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="61.643853" cy="151.920578" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="80.972428" cy="74.942612" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="40.486214" cy="123.316845" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="20.243107" cy="147.503962" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="10.121553" cy="159.597520" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="5.060777" cy="165.644300" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="2.530388" cy="168.667689" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="1.265194" cy="170.179384" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="50.783098" cy="84.072015" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="25.391549" cy="127.881547" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="62.846276" cy="62.923096" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="131.724141" cy="117.307088" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="116.012572" cy="57.635867" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="108.156787" cy="27.800256" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="154.379396" cy="99.745668" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="177.490701" cy="135.718373" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="189.046353" cy="153.704726" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="194.824179" cy="162.697902" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="97.412090" cy="167.194491" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="98.856546" cy="82.579568" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="149.729276" cy="127.135324" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="125.015139" cy="62.549985" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="112.658071" cy="30.257315" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="156.630038" cy="100.974197" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="178.616022" cy="136.332638" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="189.609014" cy="154.011858" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="144.955008" cy="75.988252" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="72.477504" cy="123.839665" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="36.238752" cy="147.765372" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="118.420379" cy="159.728225" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="59.210189" cy="165.709652" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="29.605095" cy="168.700365" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="115.103550" cy="170.195722" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="57.551775" cy="170.943400" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="129.076890" cy="171.317240" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="64.538445" cy="171.504159" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="82.419724" cy="84.734403" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="91.360363" cy="41.349524" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="145.981184" cy="106.520302" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="123.141094" cy="52.242474" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="111.721048" cy="25.103560" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="156.161527" cy="98.397319" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="178.381766" cy="135.044199" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="139.341384" cy="66.504423" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="69.670692" cy="119.097751" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="135.136349" cy="145.394415" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="167.869177" cy="158.542747" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="83.934589" cy="165.116913" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="41.967294" cy="168.403996" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="71.134148" cy="83.184321" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="85.717576" cy="40.574483" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="143.159791" cy="106.132781" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="121.730397" cy="52.048714" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="111.015700" cy="25.006680" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="105.658351" cy="11.485663" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="52.829176" cy="91.588371" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="126.715591" cy="131.639725" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="163.658798" cy="151.665402" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="131.979900" cy="74.815024" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="116.140452" cy="36.389835" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="158.371228" cy="104.040457" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="129.336116" cy="51.002551" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="114.818559" cy="24.483599" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="107.559781" cy="11.224122" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="53.779890" cy="91.457601" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="77.040447" cy="44.711123" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="88.670725" cy="21.337885" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="44.335362" cy="96.514482" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="22.167681" cy="134.102780" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="11.083841" cy="152.896929" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="5.541920" cy="162.294004" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="103.071963" cy="166.992541" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="51.535981" cy="169.341810" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="126.068993" cy="170.516444" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="63.034497" cy="171.103762" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="31.517248" cy="171.397420" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="116.059627" cy="171.544249" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="158.330816" cy="171.617664" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="179.466411" cy="171.654371" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="139.883707" cy="84.809509" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="170.242856" cy="128.250294" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="135.271929" cy="63.107470" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="67.635965" cy="117.399274" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="134.118985" cy="144.545177" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="117.209994" cy="71.254911" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="158.906000" cy="121.472995" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="79.453000" cy="146.582037" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="140.027503" cy="159.136558" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="170.314754" cy="165.413818" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="85.157377" cy="168.552449" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="92.729190" cy="83.258547" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="46.364595" cy="127.474813" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="123.483300" cy="149.582946" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="61.741650" cy="160.637012" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="81.021326" cy="79.300829" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="140.811666" cy="125.495954" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="120.556334" cy="61.730300" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="110.428669" cy="29.847473" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="155.515337" cy="100.769276" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="178.058671" cy="136.230177" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="89.029336" cy="153.960628" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="94.665169" cy="75.962637" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="97.483086" cy="36.963642" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="98.892044" cy="17.464144" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="49.446022" cy="94.577611" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="125.024014" cy="133.134345" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="62.512007" cy="152.412712" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="131.557006" cy="162.051895" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="115.929004" cy="80.008271" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="57.964502" cy="125.849675" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="28.982251" cy="148.770377" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="114.792128" cy="160.230728" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="157.697067" cy="165.960903" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="78.848533" cy="168.825991" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="39.424267" cy="170.258535" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="120.013136" cy="170.974807" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="160.307571" cy="171.332943" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="80.153785" cy="171.512011" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="140.377895" cy="171.601545" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="120.339449" cy="84.783095" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="160.470727" cy="128.237087" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="130.385865" cy="63.100867" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="65.192932" cy="117.395973" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="82.746968" cy="57.680309" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="91.523985" cy="27.822478" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="146.062995" cy="99.756778" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="173.332500" cy="135.723928" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="86.666250" cy="153.707504" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="143.634128" cy="162.699291" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="121.967565" cy="80.331969" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="161.284785" cy="126.011524" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="180.943395" cy="148.851301" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="190.772700" cy="160.271190" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="145.536852" cy="79.117918" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="72.768426" cy="125.404498" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="136.685216" cy="148.547789" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="118.493109" cy="73.256217" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="59.246555" cy="122.473648" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="129.924280" cy="147.082363" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="64.962140" cy="159.386721" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="82.631571" cy="78.675684" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="91.466287" cy="38.320165" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="95.883645" cy="18.142405" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="98.092324" cy="8.053526" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="149.347165" cy="89.872302" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="174.974585" cy="130.781690" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="87.487293" cy="151.236385" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="144.044649" cy="161.463732" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="172.323327" cy="166.577405" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="136.312165" cy="82.271026" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="168.457085" cy="126.981052" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="134.379044" cy="62.472849" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="167.490525" cy="117.081964" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" /><circle cx="184.046265" cy="144.386521" r="1.006667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" />
            </svg>
        "/></mstyle></math>
p2460
sg15
I5
sass(g1709
g2179
VNestWhile
p2461
I0
tp2462
(dp2463
g6
VNestWhile[#/2&, 10000, IntegerQ]
p2464
sg8
(lp2465
(dp2466
g11
(lp2467
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mfrac><mn>625</mn> <mn>2</mn></mfrac></mstyle></math>
p2468
sg15
I1
sass(g1709
g2179
VReturn
p2469
I0
tp2470
(dp2471
g6
Vf[x_] := (If[x < 0, Return[0]]; x)
p2472
sg8
(lp2473
(dp2474
g11
(lp2475
sg13
Nsg15
I1
sass(g1709
g2179
g2469
I1
tp2476
(dp2477
g6
Vf[-1]
p2478
sg8
(lp2479
(dp2480
g11
(lp2481
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0</mn></mstyle></math>
p2482
sg15
I2
sass(g1709
g2179
g2469
I2
tp2483
(dp2484
g6
VDo[If[i > 3, Return[]]; Print[i], {i, 10}]
p2485
sg8
(lp2486
(dp2487
g11
(lp2488
(dp2489
g149
I00
sg156
V1
p2490
sa(dp2491
g149
I00
sg156
V2
p2492
sa(dp2493
g149
I00
sg156
V3
p2494
sasg13
Nsg15
I3
sass(g1709
g2179
g2469
I3
tp2495
(dp2496
g6
Vg[x_] := (Do[If[x < 0, Return[0]], {i, {2, 1, 0, -1}}]; x)
p2497
sg8
(lp2498
(dp2499
g11
(lp2500
sg13
Nsg15
I4
sass(g1709
g2179
g2469
I4
tp2501
(dp2502
g6
Vg[-1]
p2503
sg8
(lp2504
(dp2505
g11
(lp2506
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>-1</mtext></mstyle></math>
p2507
sg15
I5
sass(g1709
g2179
VSwitch
p2508
I0
tp2509
(dp2510
g6
VSwitch[2, 1, x, 2, y, 3, z]
p2511
sg8
(lp2512
(dp2513
g11
(lp2514
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>y</mi></mstyle></math>
p2515
sg15
I1
sass(g1709
g2179
g2508
I1
tp2516
(dp2517
g6
VSwitch[5, 1, x, 2, y]
p2518
sg8
(lp2519
(dp2520
g11
(lp2521
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Switch</mi> <mo>[</mo> <mrow><mn>5</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mi>x</mi> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mi>y</mi></mrow> <mo>]</mo></mrow></mstyle></math>
p2522
sg15
I2
sass(g1709
g2179
g2508
I2
tp2523
(dp2524
g6
VSwitch[5, 1, x, 2, y, _, z]
p2525
sg8
(lp2526
(dp2527
g11
(lp2528
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>z</mi></mstyle></math>
p2529
sg15
I3
sass(g1709
g2179
g2508
I3
tp2530
(dp2531
g6
VSwitch[2, 1]
p2532
sg8
(lp2533
(dp2534
g11
(lp2535
(dp2536
g149
I01
sg150
VSwitch
p2537
sg152
Vargct
p2538
sg154
VSwitch::argct
p2539
sg156
VSwitch called with 2 arguments. Switch must be called with an odd number of arguments.
p2540
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Switch</mi> <mo>[</mo> <mrow><mn>2</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>]</mo></mrow></mstyle></math>
p2541
sg15
I4
sass(g1709
g2179
VWhich
p2542
I0
tp2543
(dp2544
g6
Vn = 5;
p2545
sg8
(lp2546
(dp2547
g11
(lp2548
sg13
Nsg15
I1
sass(g1709
g2179
g2542
I1
tp2549
(dp2550
g6
VWhich[n == 3, x, n == 5, y]
p2551
sg8
(lp2552
(dp2553
g11
(lp2554
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>y</mi></mstyle></math>
p2555
sg15
I2
sass(g1709
g2179
g2542
I2
tp2556
(dp2557
g6
Vf[x_] := Which[x < 0, -x, x == 0, 0, x > 0, x]
p2558
sg8
(lp2559
(dp2560
g11
(lp2561
sg13
Nsg15
I3
sass(g1709
g2179
g2542
I3
tp2562
(dp2563
g6
Vf[-3]
p2564
sg8
(lp2565
(dp2566
g11
(lp2567
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>3</mn></mstyle></math>
p2568
sg15
I4
sass(g1709
g2179
g2542
I4
tp2569
(dp2570
g6
VWhich[False, a]
p2571
sg8
(lp2572
(dp2573
g11
(lp2574
sg13
Nsg15
I5
sass(g1709
g2179
g2542
I5
tp2575
(dp2576
g6
VWhich[False, a, x, b, True, c]
p2577
sg8
(lp2578
(dp2579
g11
(lp2580
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Which</mi> <mo>[</mo> <mrow><mi>x</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>True</mi> <mo>,</mo> <mi>c</mi></mrow> <mo>]</mo></mrow></mstyle></math>
p2581
sg15
I6
sass(g1709
g2179
g2542
I6
tp2582
(dp2583
g6
VWhich[a, b, c]
p2584
sg8
(lp2585
(dp2586
g11
(lp2587
(dp2588
g149
I01
sg150
VWhich
p2589
sg152
g2538
sg154
VWhich::argct
p2590
sg156
VWhich called with 3 arguments.
p2591
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Which</mi> <mo>[</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>c</mi></mrow> <mo>]</mo></mrow></mstyle></math>
p2592
sg15
I7
sass(g1709
g2179
VWhile
p2593
I0
tp2594
(dp2595
g6
V{a, b} = {27, 6};
p2596
sg8
(lp2597
(dp2598
g11
(lp2599
sg13
Nsg15
I1
sass(g1709
g2179
g2593
I1
tp2600
(dp2601
g6
VWhile[b != 0, {a, b} = {b, Mod[a, b]}];
p2602
sg8
(lp2603
(dp2604
g11
(lp2605
sg13
Nsg15
I2
sass(g1709
g2179
g2593
I2
tp2606
(dp2607
g6
g544
sg8
(lp2608
(dp2609
g11
(lp2610
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>3</mn></mstyle></math>
p2611
sg15
I3
sass(g1709
VDate and Time
p2612
VAbsoluteTime
p2613
I0
tp2614
(dp2615
g6
VAbsoluteTime[]
p2616
sg8
(lp2617
(dp2618
g11
(lp2619
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>3.82098</mn> <mo></mo> <msup><mn>10</mn> <mn>9</mn></msup></mrow></mstyle></math>
p2620
sg15
I1
sass(g1709
g2612
g2613
I1
tp2621
(dp2622
g6
VAbsoluteTime[{2000}]
p2623
sg8
(lp2624
(dp2625
g11
(lp2626
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>3155673600</mn></mstyle></math>
p2627
sg15
I2
sass(g1709
g2612
g2613
I2
tp2628
(dp2629
g6
VAbsoluteTime[{"01/02/03", {"Day", "Month", "YearShort"}}]
p2630
sg8
(lp2631
(dp2632
g11
(lp2633
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>3253046400</mn></mstyle></math>
p2634
sg15
I3
sass(g1709
g2612
g2613
I3
tp2635
(dp2636
g6
VAbsoluteTime["6 June 1991"]
p2637
sg8
(lp2638
(dp2639
g11
(lp2640
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>2885155200</mn></mstyle></math>
p2641
sg15
I4
sass(g1709
g2612
g2613
I4
tp2642
(dp2643
g6
VAbsoluteTime[{"6-6-91", {"Day", "Month", "YearShort"}}]
p2644
sg8
(lp2645
(dp2646
g11
(lp2647
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>2885155200</mn></mstyle></math>
p2648
sg15
I5
sass(g1709
g2612
VAbsoluteTiming
p2649
I0
tp2650
(dp2651
g6
VAbsoluteTiming[50!]
p2652
sg8
(lp2653
(dp2654
g11
(lp2655
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>0.000201225</mn> <mo>,</mo> <mn>30414093201713378043612608166064768844377641568960512000000000000</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p2656
sg15
I1
sass(g1709
g2612
g2649
I1
tp2657
(dp2658
g6
VAttributes[AbsoluteTiming]
p2659
sg8
(lp2660
(dp2661
g11
(lp2662
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>HoldAll</mi> <mo>,</mo> <mi>Protected</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p2663
sg15
I2
sass(g1709
g2612
VDateDifference
p2664
I0
tp2665
(dp2666
g6
VDateDifference[{2042, 1, 4}, {2057, 1, 1}]
p2667
sg8
(lp2668
(dp2669
g11
(lp2670
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>5476</mn></mstyle></math>
p2671
sg15
I1
sass(g1709
g2612
g2664
I1
tp2672
(dp2673
g6
VDateDifference[{1936, 8, 14}, {2000, 12, 1}, "Year"]
p2674
sg8
(lp2675
(dp2676
g11
(lp2677
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>64.3425</mn> <mo>,</mo> <mtext>Year</mtext></mrow> <mo>}</mo></mrow></mstyle></math>
p2678
sg15
I2
sass(g1709
g2612
g2664
I2
tp2679
(dp2680
g6
VDateDifference[{2010, 6, 1}, {2015, 1, 1}, "Hour"]
p2681
sg8
(lp2682
(dp2683
g11
(lp2684
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>40200</mn> <mo>,</mo> <mtext>Hour</mtext></mrow> <mo>}</mo></mrow></mstyle></math>
p2685
sg15
I3
sass(g1709
g2612
g2664
I3
tp2686
(dp2687
g6
VDateDifference[{2003, 8, 11}, {2003, 10, 19}, {"Week", "Day"}]
p2688
sg8
(lp2689
(dp2690
g11
(lp2691
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>9</mn> <mo>,</mo> <mtext>Week</mtext></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>6</mn> <mo>,</mo> <mtext>Day</mtext></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p2692
sg15
I4
sass(g1709
g2612
VDateList
p2693
I0
tp2694
(dp2695
g6
VDateList[0]
p2696
sg8
(lp2697
(dp2698
g11
(lp2699
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>1900</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0.</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p2700
sg15
I1
sass(g1709
g2612
g2693
I1
tp2701
(dp2702
g6
VDateList[3155673600]
p2703
sg8
(lp2704
(dp2705
g11
(lp2706
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>2000</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0.</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p2707
sg15
I2
sass(g1709
g2612
g2693
I2
tp2708
(dp2709
g6
VDateList[{2003, 5, 0.5, 0.1, 0.767}]
p2710
sg8
(lp2711
(dp2712
g11
(lp2713
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>2003</mn> <mo>,</mo> <mn>4</mn> <mo>,</mo> <mn>30</mn> <mo>,</mo> <mn>12</mn> <mo>,</mo> <mn>6</mn> <mo>,</mo> <mn>46.02</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p2714
sg15
I3
sass(g1709
g2612
g2693
I3
tp2715
(dp2716
g6
VDateList[{2012, 1, 300., 10}]
p2717
sg8
(lp2718
(dp2719
g11
(lp2720
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>2012</mn> <mo>,</mo> <mn>10</mn> <mo>,</mo> <mn>26</mn> <mo>,</mo> <mn>10</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0.</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p2721
sg15
I4
sass(g1709
g2612
g2693
I4
tp2722
(dp2723
g6
VDateList["31/10/1991"]
p2724
sg8
(lp2725
(dp2726
g11
(lp2727
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>1991</mn> <mo>,</mo> <mn>10</mn> <mo>,</mo> <mn>31</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0.</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p2728
sg15
I5
sass(g1709
g2612
g2693
I5
tp2729
(dp2730
g6
VDateList["1/10/1991"]
p2731
sg8
(lp2732
(dp2733
g11
(lp2734
(dp2735
g149
I01
sg150
VDateList
p2736
sg152
Vambig
p2737
sg154
VDateList::ambig
p2738
sg156
VThe interpretation of 1/10/1991 is ambiguous.
p2739
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>1991</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>10</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0.</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p2740
sg15
I6
sass(g1709
g2612
g2693
I8
tp2741
(dp2742
g6
VDateList[{"31/10/91", {"Day", "Month", "YearShort"}}]
p2743
sg8
(lp2744
(dp2745
g11
(lp2746
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>1991</mn> <mo>,</mo> <mn>10</mn> <mo>,</mo> <mn>31</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0.</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p2747
sg15
I7
sass(g1709
g2612
g2693
I9
tp2748
(dp2749
g6
VDateList[{"31 10/91", {"Day", " ", "Month", "/", "YearShort"}}]
p2750
sg8
(lp2751
(dp2752
g11
(lp2753
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>1991</mn> <mo>,</mo> <mn>10</mn> <mo>,</mo> <mn>31</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0.</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p2754
sg15
I8
sass(g1709
g2612
g2693
I14
tp2755
(dp2756
g6
VDateList[{"5/18", {"Month", "Day"}}]
p2757
sg8
(lp2758
(dp2759
g11
(lp2760
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>2021</mn> <mo>,</mo> <mn>5</mn> <mo>,</mo> <mn>18</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0.</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p2761
sg15
I9
sass(g1709
g2612
VDatePlus
p2762
I0
tp2763
(dp2764
g6
VDatePlus[{2010, 2, 5}, 73]
p2765
sg8
(lp2766
(dp2767
g11
(lp2768
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>2010</mn> <mo>,</mo> <mn>4</mn> <mo>,</mo> <mn>19</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p2769
sg15
I1
sass(g1709
g2612
g2762
I1
tp2770
(dp2771
g6
VDatePlus[{2010, 2, 5}, {{8, "Week"}, {1, "Day"}}]
p2772
sg8
(lp2773
(dp2774
g11
(lp2775
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>2010</mn> <mo>,</mo> <mn>4</mn> <mo>,</mo> <mn>3</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p2776
sg15
I2
sass(g1709
g2612
VDateString
p2777
I0
tp2778
(dp2779
g6
VDateString[];
p2780
sg8
(lp2781
(dp2782
g11
(lp2783
sg13
Nsg15
I1
sass(g1709
g2612
g2777
I1
tp2784
(dp2785
g6
VDateString[{1991, 10, 31, 0, 0}, {"Day", " ", "MonthName", " ", "Year"}]
p2786
sg8
(lp2787
(dp2788
g11
(lp2789
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>31&nbsp;October&nbsp;1991</mtext></mstyle></math>
p2790
sg15
I2
sass(g1709
g2612
g2777
I2
tp2791
(dp2792
g6
VDateString[{2007, 4, 15, 0}]
p2793
sg8
(lp2794
(dp2795
g11
(lp2796
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>Sun&nbsp;15&nbsp;Apr&nbsp;2007&nbsp;00:00:00</mtext></mstyle></math>
p2797
sg15
I3
sass(g1709
g2612
g2777
I3
tp2798
(dp2799
g6
VDateString[{1979, 3, 14}, {"DayName", "  ", "Month", "-", "YearShort"}]
p2800
sg8
(lp2801
(dp2802
g11
(lp2803
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>Wednesday&nbsp;&nbsp;03-79</mtext></mstyle></math>
p2804
sg15
I4
sass(g1709
g2612
g2777
I4
tp2805
(dp2806
g6
VDateString[{1991, 6, 6.5}]
p2807
sg8
(lp2808
(dp2809
g11
(lp2810
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>Thu&nbsp;6&nbsp;Jun&nbsp;1991&nbsp;12:00:00</mtext></mstyle></math>
p2811
sg15
I5
sass(g1709
g2612
V$DateStringFormat
p2812
I0
tp2813
(dp2814
g6
V$DateStringFormat
p2815
sg8
(lp2816
(dp2817
g11
(lp2818
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mtext>DateTimeShort</mtext> <mo>}</mo></mrow></mstyle></math>
p2819
sg15
I1
sass(g1709
g2612
VEasterSunday
p2820
I0
tp2821
(dp2822
g6
VEasterSunday[2000]
p2823
sg8
(lp2824
(dp2825
g11
(lp2826
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>2000</mn> <mo>,</mo> <mn>4</mn> <mo>,</mo> <mn>23</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p2827
sg15
I1
sass(g1709
g2612
g2820
I1
tp2828
(dp2829
g6
VEasterSunday[2030]
p2830
sg8
(lp2831
(dp2832
g11
(lp2833
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>2030</mn> <mo>,</mo> <mn>4</mn> <mo>,</mo> <mn>21</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p2834
sg15
I2
sass(g1709
g2612
VPause
p2835
I0
tp2836
(dp2837
g6
VPause[0.5]
p2838
sg8
(lp2839
(dp2840
g11
(lp2841
sg13
Nsg15
I1
sass(g1709
g2612
VSessionTime
p2842
I0
tp2843
(dp2844
g6
VSessionTime[]
p2845
sg8
(lp2846
(dp2847
g11
(lp2848
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>78.7884</mn></mstyle></math>
p2849
sg15
I1
sass(g1709
g2612
V$SystemTimeZone
p2850
I0
tp2851
(dp2852
g6
V$SystemTimeZone
p2853
sg8
(lp2854
(dp2855
g11
(lp2856
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>-5.</mtext></mstyle></math>
p2857
sg15
I1
sass(g1709
g2612
VTimeConstrained
p2858
I0
tp2859
(dp2860
g6
VTimeConstrained[Integrate[Sin[x]^1000000,x],1]
p2861
sg8
(lp2862
(dp2863
g11
(lp2864
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>$Aborted</mi></mstyle></math>
p2865
sg15
I1
sass(g1709
g2612
g2858
I1
tp2866
(dp2867
g6
VTimeConstrained[Integrate[Sin[x]^1000000,x], 1, Integrate[Cos[x],x]]
p2868
sg8
(lp2869
(dp2870
g11
(lp2871
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Sin</mi> <mo>[</mo> <mi>x</mi> <mo>]</mo></mrow></mstyle></math>
p2872
sg15
I2
sass(g1709
g2612
g2858
I2
tp2873
(dp2874
g6
Vs=TimeConstrained[Integrate[Sin[x] ^ 3, x], a]
p2875
sg8
(lp2876
(dp2877
g11
(lp2878
(dp2879
g149
I01
sg150
VTimeConstrained
p2880
sg152
Vtimc
p2881
sg154
VTimeConstrained::timc
p2882
sg156
VNumber of seconds a is not a positive machine-sized number or Infinity.
p2883
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>TimeConstrained</mi> <mo>[</mo> <mrow><mrow><mo>\u222b</mo> <msup><mrow><mi>Sin</mi> <mo>[</mo> <mi>x</mi> <mo>]</mo></mrow> <mn>3</mn></msup> <mo form="prefix" lspace="0" rspace="0.2em">\u2062</mo> <mrow><mtext>\uf74c</mtext> <mi>x</mi></mrow></mrow> <mo>,</mo> <mi>a</mi></mrow> <mo>]</mo></mrow></mstyle></math>
p2884
sg15
I3
sass(g1709
g2612
g2858
I3
tp2885
(dp2886
g6
Va=1; s
p2887
sg8
(lp2888
(dp2889
g11
(lp2890
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mrow><mo>-</mo> <mrow><mi>Cos</mi> <mo>[</mo> <mi>x</mi> <mo>]</mo></mrow></mrow> <mo>+</mo> <mfrac><msup><mrow><mi>Cos</mi> <mo>[</mo> <mi>x</mi> <mo>]</mo></mrow> <mn>3</mn></msup> <mn>3</mn></mfrac></mrow></mstyle></math>
p2891
sg15
I4
sass(g1709
g2612
VTimeRemaining
p2892
I0
tp2893
(dp2894
g6
VTimeRemaining[]
p2895
sg8
(lp2896
(dp2897
g11
(lp2898
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>\u221e</mi></mstyle></math>
p2899
sg15
I1
sass(g1709
g2612
g2892
I1
tp2900
(dp2901
g6
VTimeConstrained[1+2; Print[TimeRemaining[]], 0.9]
p2902
sg8
(lp2903
(dp2904
g11
(lp2905
(dp2906
g149
I00
sg156
V0.899203
p2907
sasg13
Nsg15
I2
sass(g1709
g2612
VTimeUsed
p2908
I0
tp2909
(dp2910
g6
VTimeUsed[]
p2911
sg8
(lp2912
(dp2913
g11
(lp2914
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>258.484</mn></mstyle></math>
p2915
sg15
I1
sass(g1709
g2612
V$TimeZone
p2916
I0
tp2917
(dp2918
g6
V$TimeZone
p2919
sg8
(lp2920
(dp2921
g11
(lp2922
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>-5.</mtext></mstyle></math>
p2923
sg15
I1
sass(g1709
g2612
VTiming
p2924
I0
tp2925
(dp2926
g6
VTiming[50!]
p2927
sg8
(lp2928
(dp2929
g11
(lp2930
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>0.0002147</mn> <mo>,</mo> <mn>30414093201713378043612608166064768844377641568960512000000000000</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p2931
sg15
I1
sass(g1709
g2612
g2924
I1
tp2932
(dp2933
g6
VAttributes[Timing]
p2934
sg8
(lp2935
(dp2936
g11
(lp2937
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>HoldAll</mi> <mo>,</mo> <mi>Protected</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p2938
sg15
I2
sass(g1709
VGraphics (3D)
p2939
VCuboid
p2940
I0
tp2941
(dp2942
g6
VGraphics3D[Cuboid[{0, 0, 1}]]
p2943
sg8
(lp2944
(dp2945
g11
(lp2946
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtable><mtr><mtd><graphics3d data="{&quot;elements&quot;: [{&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0, 0.0, 1.0], null], [[0.0, 1.0, 1.0], null], [[0.0, 1.0, 2.0], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0, 0.0, 1.0], null], [[0.0, 0.0, 2.0], null], [[0.0, 1.0, 2.0], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[1.0, 0.0, 1.0], null], [[1.0, 1.0, 1.0], null], [[1.0, 1.0, 2.0], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[1.0, 0.0, 1.0], null], [[1.0, 0.0, 2.0], null], [[1.0, 1.0, 2.0], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0, 0.0, 1.0], null], [[1.0, 0.0, 1.0], null], [[1.0, 0.0, 2.0], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0, 0.0, 1.0], null], [[0.0, 0.0, 2.0], null], [[1.0, 0.0, 2.0], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0, 1.0, 1.0], null], [[1.0, 1.0, 1.0], null], [[1.0, 1.0, 2.0], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0, 1.0, 1.0], null], [[0.0, 1.0, 2.0], null], [[1.0, 1.0, 2.0], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0, 0.0, 1.0], null], [[0.0, 1.0, 1.0], null], [[1.0, 1.0, 1.0], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0, 0.0, 1.0], null], [[1.0, 0.0, 1.0], null], [[1.0, 1.0, 1.0], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0, 0.0, 2.0], null], [[0.0, 1.0, 2.0], null], [[1.0, 1.0, 2.0], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0, 0.0, 2.0], null], [[1.0, 0.0, 2.0], null], [[1.0, 1.0, 2.0], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}], &quot;axes&quot;: {&quot;hasaxes&quot;: [false, false, false], &quot;ticks&quot;: [[[0.0, 0.2, 0.4, 0.6000000000000001, 0.8, 1.0], [0.05, 0.1, 0.15000000000000002, 0.25, 0.30000000000000004, 0.35000000000000003, 0.45, 0.5, 0.55, 0.65, 0.7000000000000001, 0.75, 0.8500000000000001, 0.9, 0.9500000000000001], [&quot;0&quot;, &quot;0.2&quot;, &quot;0.4&quot;, &quot;0.6&quot;, &quot;0.8&quot;, &quot;1&quot;]], [[0.0, 0.2, 0.4, 0.6000000000000001, 0.8, 1.0], [0.05, 0.1, 0.15000000000000002, 0.25, 0.30000000000000004, 0.35000000000000003, 0.45, 0.5, 0.55, 0.65, 0.7000000000000001, 0.75, 0.8500000000000001, 0.9, 0.9500000000000001], [&quot;0&quot;, &quot;0.2&quot;, &quot;0.4&quot;, &quot;0.6&quot;, &quot;0.8&quot;, &quot;1&quot;]], [[1.2000000000000002, 1.4000000000000001, 1.6, 1.8, 2.0], [1.05, 1.1, 1.1500000000000001, 1.25, 1.3, 1.35, 1.4500000000000002, 1.5, 1.55, 1.6500000000000001, 1.7000000000000002, 1.75, 1.85, 1.9000000000000001, 1.9500000000000002], [&quot;1.2&quot;, &quot;1.4&quot;, &quot;1.6&quot;, &quot;1.8&quot;, &quot;2&quot;]]]}, &quot;extent&quot;: {&quot;xmin&quot;: 0.0, &quot;xmax&quot;: 1.0, &quot;ymin&quot;: 0.0, &quot;ymax&quot;: 1.0, &quot;zmin&quot;: 1.0, &quot;zmax&quot;: 2.0}, &quot;lighting&quot;: [{&quot;type&quot;: &quot;Ambient&quot;, &quot;color&quot;: [0.3, 0.2, 0.4]}, {&quot;type&quot;: &quot;Directional&quot;, &quot;color&quot;: [0.8, 0.0, 0.0], &quot;position&quot;: [2.0, 0.0, 2.0]}, {&quot;type&quot;: &quot;Directional&quot;, &quot;color&quot;: [0.0, 0.8, 0.0], &quot;position&quot;: [2.0, 2.0, 2.0]}, {&quot;type&quot;: &quot;Directional&quot;, &quot;color&quot;: [0.0, 0.0, 0.8], &quot;position&quot;: [0.0, 2.0, 2.0]}], &quot;viewpoint&quot;: [1.3, -2.4, 2.0]}" /></mtd></mtr></mtable></mstyle></math>
p2947
sg15
I1
sass(g1709
g2939
g2940
I1
tp2948
(dp2949
g6
VGraphics3D[{Red, Cuboid[{0, 0, 0}, {1, 1, 0.5}], Blue, Cuboid[{0.25, 0.25, 0.5}, {0.75, 0.75, 1}]}]
p2950
sg8
(lp2951
(dp2952
g11
(lp2953
(dp2954
g149
I01
sg150
VGeneral
p2955
sg152
g1275
sg154
VGeneral::notboxes
p2956
sg156
VGraphics3DBox[List[StyleBox[Graphics[List[EdgeForm[GrayLevel[0]], RGBColor[1, 0, 0], Rectangle[List[0, 0]]], Rule[ImageSize, 16]], Rule[ImageSizeMultipliers, List[1, 1]]], Polygon3DBox[List[List[List[0., 0., 0.], List[0., 1., 0.], List[0., 1., 0.5]], List[List[0., 0., 0.], List[0., 0., 0.5], List[0., 1., 0.5]], List[List[1., 0., 0.], List[1., 1., 0.], List[1., 1., 0.5]], List[List[1., 0., 0.], List[1., 0., 0.5], List[1., 1., 0.5]], List[List[0., 0., 0.], List[1., 0., 0.], List[1., 0., 0.5]], List[List[0., 0., 0.], List[0., 0., 0.5], List[1., 0., 0.5]], List[List[0., 1., 0.], List[1., 1., 0.], List[1., 1., 0.5]], List[List[0., 1., 0.], List[0., 1., 0.5], List[1., 1., 0.5]], List[List[0., 0., 0.], List[0., 1., 0.], List[1., 1., 0.]], List[List[0., 0., 0.], List[1., 0., 0.], List[1., 1., 0.]], List[List[0., 0., 0.5], List[0., 1., 0.5], List[1., 1., 0.5]], List[List[0., 0., 0.5], List[1., 0., 0.5], List[1., 1., 0.5]]]], StyleBox[Graphics[List[EdgeForm[GrayLevel[0]], RGBColor[0, 0, 1], Rectangle[List[0, 0]]], Rule[ImageSize, 16]], Rule[ImageSizeMultipliers, List[1, 1]]], Polygon3DBox[List[List[List[0.25, 0.25, 0.5], List[0.25, 0.75, 0.5], List[0.25, 0.75, 1.]], List[List[0.25, 0.25, 0.5], List[0.25, 0.25, 1.], List[0.25, 0.75, 1.]], List[List[0.75, 0.25, 0.5], List[0.75, 0.75, 0.5], List[0.75, 0.75, 1.]], List[List[0.75, 0.25, 0.5], List[0.75, 0.25, 1.], List[0.75, 0.75, 1.]], List[List[0.25, 0.25, 0.5], List[0.75, 0.25, 0.5], List[0.75, 0.25, 1.]], List[List[0.25, 0.25, 0.5], List[0.25, 0.25, 1.], List[0.75, 0.25, 1.]], List[List[0.25, 0.75, 0.5], List[0.75, 0.75, 0.5], List[0.75, 0.75, 1.]], List[List[0.25, 0.75, 0.5], List[0.25, 0.75, 1.], List[0.75, 0.75, 1.]], List[List[0.25, 0.25, 0.5], List[0.25, 0.75, 0.5], List[0.75, 0.75, 0.5]], List[List[0.25, 0.25, 0.5], List[0.75, 0.25, 0.5], List[0.75, 0.75, 0.5]], List[List[0.25, 0.25, 1.], List[0.25, 0.75, 1.], List[0.75, 0.75, 1.]], List[List[0.25, 0.25, 1.], List[0.75, 0.25, 1.], List[0.75, 0.75, 1.]]]]], Rule[$OptionSyntax, Ignore], Rule[AspectRatio, Automatic], Rule[Axes, False], Rule[AxesStyle, List[]], Rule[Background, Automatic], Rule[BoxRatios, Automatic], Rule[ImageSize, Automatic], Rule[LabelStyle, List[]], Rule[Lighting, Automatic], Rule[PlotRange, Automatic], Rule[PlotRangePadding, Automatic], Rule[TicksStyle, List[]], Rule[ViewPoint, List[1.3, -2.4, 2.]]] is not a valid box structure.
p2957
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"></mstyle></math>
p2958
sg15
I2
sass(g1709
g2939
VGraphics3D
p2959
I0
tp2960
(dp2961
g6
VGraphics3D[Polygon[{{0,0,0}, {0,1,1}, {1,0,0}}]]
p2962
sg8
(lp2963
(dp2964
g11
(lp2965
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtable><mtr><mtd><graphics3d data="{&quot;elements&quot;: [{&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0, 0.0, 0.0], null], [[0.0, 1.0, 1.0], null], [[1.0, 0.0, 0.0], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}], &quot;axes&quot;: {&quot;hasaxes&quot;: [false, false, false], &quot;ticks&quot;: [[[0.0, 0.2, 0.4, 0.6000000000000001, 0.8, 1.0], [0.05, 0.1, 0.15000000000000002, 0.25, 0.30000000000000004, 0.35000000000000003, 0.45, 0.5, 0.55, 0.65, 0.7000000000000001, 0.75, 0.8500000000000001, 0.9, 0.9500000000000001], [&quot;0&quot;, &quot;0.2&quot;, &quot;0.4&quot;, &quot;0.6&quot;, &quot;0.8&quot;, &quot;1&quot;]], [[0.0, 0.2, 0.4, 0.6000000000000001, 0.8, 1.0], [0.05, 0.1, 0.15000000000000002, 0.25, 0.30000000000000004, 0.35000000000000003, 0.45, 0.5, 0.55, 0.65, 0.7000000000000001, 0.75, 0.8500000000000001, 0.9, 0.9500000000000001], [&quot;0&quot;, &quot;0.2&quot;, &quot;0.4&quot;, &quot;0.6&quot;, &quot;0.8&quot;, &quot;1&quot;]], [[0.0, 0.2, 0.4, 0.6000000000000001, 0.8, 1.0], [0.05, 0.1, 0.15000000000000002, 0.25, 0.30000000000000004, 0.35000000000000003, 0.45, 0.5, 0.55, 0.65, 0.7000000000000001, 0.75, 0.8500000000000001, 0.9, 0.9500000000000001], [&quot;0&quot;, &quot;0.2&quot;, &quot;0.4&quot;, &quot;0.6&quot;, &quot;0.8&quot;, &quot;1&quot;]]]}, &quot;extent&quot;: {&quot;xmin&quot;: 0.0, &quot;xmax&quot;: 1.0, &quot;ymin&quot;: 0.0, &quot;ymax&quot;: 1.0, &quot;zmin&quot;: 0.0, &quot;zmax&quot;: 1.0}, &quot;lighting&quot;: [{&quot;type&quot;: &quot;Ambient&quot;, &quot;color&quot;: [0.3, 0.2, 0.4]}, {&quot;type&quot;: &quot;Directional&quot;, &quot;color&quot;: [0.8, 0.0, 0.0], &quot;position&quot;: [2.0, 0.0, 2.0]}, {&quot;type&quot;: &quot;Directional&quot;, &quot;color&quot;: [0.0, 0.8, 0.0], &quot;position&quot;: [2.0, 2.0, 2.0]}, {&quot;type&quot;: &quot;Directional&quot;, &quot;color&quot;: [0.0, 0.0, 0.8], &quot;position&quot;: [0.0, 2.0, 2.0]}], &quot;viewpoint&quot;: [1.3, -2.4, 2.0]}" /></mtd></mtr></mtable></mstyle></math>
p2966
sg15
I1
sass(g1709
g2939
g2959
I1
tp2967
(dp2968
g6
VGraphics3D[Sphere[]] // TeXForm
p2969
sg8
(lp2970
(dp2971
g11
(lp2972
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mtext></mtext><mtext>\u005cbegin{asy}</mtext><mtext>import&nbsp;three;</mtext><mtext>import&nbsp;solids;</mtext><mtext>size(6.6667cm,&nbsp;6.6667cm);</mtext><mtext>currentprojection=perspective(2.6,-4.8,4.0);</mtext><mtext>currentlight=light(rgb(0.5,0.5,1),&nbsp;specular=red,&nbsp;(2,0,2),&nbsp;(2,2,2),&nbsp;(0,2,2));</mtext><mtext>draw(surface(sphere((0,&nbsp;0,&nbsp;0),&nbsp;1)),&nbsp;rgb(1,1,1));</mtext><mtext>draw(((-1,-1,-1)--(1,-1,-1)),&nbsp;rgb(0.4,&nbsp;0.4,&nbsp;0.4)+linewidth(1));</mtext><mtext>draw(((-1,1,-1)--(1,1,-1)),&nbsp;rgb(0.4,&nbsp;0.4,&nbsp;0.4)+linewidth(1));</mtext><mtext>draw(((-1,-1,1)--(1,-1,1)),&nbsp;rgb(0.4,&nbsp;0.4,&nbsp;0.4)+linewidth(1));</mtext><mtext>draw(((-1,1,1)--(1,1,1)),&nbsp;rgb(0.4,&nbsp;0.4,&nbsp;0.4)+linewidth(1));</mtext><mtext>draw(((-1,-1,-1)--(-1,1,-1)),&nbsp;rgb(0.4,&nbsp;0.4,&nbsp;0.4)+linewidth(1));</mtext><mtext>draw(((1,-1,-1)--(1,1,-1)),&nbsp;rgb(0.4,&nbsp;0.4,&nbsp;0.4)+linewidth(1));</mtext><mtext>draw(((-1,-1,1)--(-1,1,1)),&nbsp;rgb(0.4,&nbsp;0.4,&nbsp;0.4)+linewidth(1));</mtext><mtext>draw(((1,-1,1)--(1,1,1)),&nbsp;rgb(0.4,&nbsp;0.4,&nbsp;0.4)+linewidth(1));</mtext><mtext>draw(((-1,-1,-1)--(-1,-1,1)),&nbsp;rgb(0.4,&nbsp;0.4,&nbsp;0.4)+linewidth(1));</mtext><mtext>draw(((1,-1,-1)--(1,-1,1)),&nbsp;rgb(0.4,&nbsp;0.4,&nbsp;0.4)+linewidth(1));</mtext><mtext>draw(((-1,1,-1)--(-1,1,1)),&nbsp;rgb(0.4,&nbsp;0.4,&nbsp;0.4)+linewidth(1));</mtext><mtext>draw(((1,1,-1)--(1,1,1)),&nbsp;rgb(0.4,&nbsp;0.4,&nbsp;0.4)+linewidth(1));</mtext><mtext>\u005cend{asy}</mtext><mtext></mtext></mrow></mstyle></math>
p2973
sg15
I2
sass(g1709
g2939
VSphere
p2974
I0
tp2975
(dp2976
g6
VGraphics3D[Sphere[{0, 0, 0}, 1]]
p2977
sg8
(lp2978
(dp2979
g11
(lp2980
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtable><mtr><mtd><graphics3d data="{&quot;elements&quot;: [{&quot;type&quot;: &quot;sphere&quot;, &quot;coords&quot;: [[[0, 0, 0], null]], &quot;radius&quot;: 1, &quot;faceColor&quot;: [1, 1, 1, 1]}], &quot;axes&quot;: {&quot;hasaxes&quot;: [false, false, false], &quot;ticks&quot;: [[[-1.0, -0.5, 0.0, 0.5, 1.0], [-0.9, -0.8, -0.7000000000000001, -0.6000000000000001, -0.4, -0.30000000000000004, -0.2, -0.1, 0.1, 0.2, 0.30000000000000004, 0.4, 0.6000000000000001, 0.7000000000000001, 0.8, 0.9], [&quot;-1&quot;, &quot;-0.5&quot;, &quot;0&quot;, &quot;0.5&quot;, &quot;1&quot;]], [[-1.0, -0.5, 0.0, 0.5, 1.0], [-0.9, -0.8, -0.7000000000000001, -0.6000000000000001, -0.4, -0.30000000000000004, -0.2, -0.1, 0.1, 0.2, 0.30000000000000004, 0.4, 0.6000000000000001, 0.7000000000000001, 0.8, 0.9], [&quot;-1&quot;, &quot;-0.5&quot;, &quot;0&quot;, &quot;0.5&quot;, &quot;1&quot;]], [[-1.0, -0.5, 0.0, 0.5, 1.0], [-0.9, -0.8, -0.7000000000000001, -0.6000000000000001, -0.4, -0.30000000000000004, -0.2, -0.1, 0.1, 0.2, 0.30000000000000004, 0.4, 0.6000000000000001, 0.7000000000000001, 0.8, 0.9], [&quot;-1&quot;, &quot;-0.5&quot;, &quot;0&quot;, &quot;0.5&quot;, &quot;1&quot;]]]}, &quot;extent&quot;: {&quot;xmin&quot;: -1.0, &quot;xmax&quot;: 1.0, &quot;ymin&quot;: -1.0, &quot;ymax&quot;: 1.0, &quot;zmin&quot;: -1.0, &quot;zmax&quot;: 1.0}, &quot;lighting&quot;: [{&quot;type&quot;: &quot;Ambient&quot;, &quot;color&quot;: [0.3, 0.2, 0.4]}, {&quot;type&quot;: &quot;Directional&quot;, &quot;color&quot;: [0.8, 0.0, 0.0], &quot;position&quot;: [2.0, 0.0, 2.0]}, {&quot;type&quot;: &quot;Directional&quot;, &quot;color&quot;: [0.0, 0.8, 0.0], &quot;position&quot;: [2.0, 2.0, 2.0]}, {&quot;type&quot;: &quot;Directional&quot;, &quot;color&quot;: [0.0, 0.0, 0.8], &quot;position&quot;: [0.0, 2.0, 2.0]}], &quot;viewpoint&quot;: [2.6, -4.8, 4.0]}" /></mtd></mtr></mtable></mstyle></math>
p2981
sg15
I1
sass(g1709
g2939
g2974
I1
tp2982
(dp2983
g6
VGraphics3D[{Yellow, Sphere[{{-1, 0, 0}, {1, 0, 0}, {0, 0, Sqrt[3.]}}, 1]}]
p2984
sg8
(lp2985
(dp2986
g11
(lp2987
(dp2988
g149
I01
sg150
VGeneral
p2989
sg152
g1275
sg154
VGeneral::notboxes
p2990
sg156
VGraphics3DBox[List[StyleBox[Graphics[List[EdgeForm[GrayLevel[0]], RGBColor[1, 1, 0], Rectangle[List[0, 0]]], Rule[ImageSize, 16]], Rule[ImageSizeMultipliers, List[1, 1]]], Sphere3DBox[List[List[-1, 0, 0], List[1, 0, 0], List[0, 0, 1.7320508075688772]], 1]], Rule[$OptionSyntax, Ignore], Rule[AspectRatio, Automatic], Rule[Axes, False], Rule[AxesStyle, List[]], Rule[Background, Automatic], Rule[BoxRatios, Automatic], Rule[ImageSize, Automatic], Rule[LabelStyle, List[]], Rule[Lighting, Automatic], Rule[PlotRange, Automatic], Rule[PlotRangePadding, Automatic], Rule[TicksStyle, List[]], Rule[ViewPoint, List[1.3, -2.4, 2.]]] is not a valid box structure.
p2991
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"></mstyle></math>
p2992
sg15
I2
sass(g1709
VInput and Output
p2993
VBaseForm
p2994
I0
tp2995
(dp2996
g6
VBaseForm[33, 2]
p2997
sg8
(lp2998
(dp2999
g11
(lp3000
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><msub><mn>100001</mn> <mn>2</mn></msub></mstyle></math>
p3001
sg15
I1
sass(g1709
g2993
g2994
I1
tp3002
(dp3003
g6
VBaseForm[234, 16]
p3004
sg8
(lp3005
(dp3006
g11
(lp3007
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><msub><mi>ea</mi> <mn>16</mn></msub></mstyle></math>
p3008
sg15
I2
sass(g1709
g2993
g2994
I2
tp3009
(dp3010
g6
VBaseForm[12.3, 2]
p3011
sg8
(lp3012
(dp3013
g11
(lp3014
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><msub><mn>1100.01001100110011001</mn> <mn>2</mn></msub></mstyle></math>
p3015
sg15
I3
sass(g1709
g2993
g2994
I3
tp3016
(dp3017
g6
VBaseForm[-42, 16]
p3018
sg8
(lp3019
(dp3020
g11
(lp3021
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><msub><mtext>-2a</mtext> <mn>16</mn></msub></mstyle></math>
p3022
sg15
I4
sass(g1709
g2993
g2994
I4
tp3023
(dp3024
g6
VBaseForm[x, 2]
p3025
sg8
(lp3026
(dp3027
g11
(lp3028
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>x</mi></mstyle></math>
p3029
sg15
I5
sass(g1709
g2993
g2994
I5
tp3030
(dp3031
g6
VBaseForm[12, 3] // FullForm
p3032
sg8
(lp3033
(dp3034
g11
(lp3035
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>BaseForm</mi> <mo>[</mo> <mrow><mn>12</mn> <mtext>,&nbsp;</mtext> <mn>3</mn></mrow> <mo>]</mo></mrow></mstyle></math>
p3036
sg15
I6
sass(g1709
g2993
g2994
I6
tp3037
(dp3038
g6
VBaseForm[12, -3]
p3039
sg8
(lp3040
(dp3041
g11
(lp3042
(dp3043
g149
I01
sg150
VBaseForm
p3044
sg152
Vintpm
p3045
sg154
VBaseForm::intpm
p3046
sg156
VPositive machine-sized integer expected at position 2 in BaseForm[12, -3].
p3047
sa(dp3048
g149
I01
sg150
VGeneral
p3049
sg152
g1275
sg154
VGeneral::notboxes
p3050
sg156
VMakeBoxes[BaseForm[12, -3], StandardForm] is not a valid box structure.
p3051
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"></mstyle></math>
p3052
sg15
I7
sass(g1709
g2993
g2994
I7
tp3053
(dp3054
g6
VBaseForm[12, 100]
p3055
sg8
(lp3056
(dp3057
g11
(lp3058
(dp3059
g149
I01
sg150
VBaseForm
p3060
sg152
Vbasf
p3061
sg154
VBaseForm::basf
p3062
sg156
VRequested base 100 must be between 2 and 36.
p3063
sa(dp3064
g149
I01
sg150
VGeneral
p3065
sg152
g1275
sg154
VGeneral::notboxes
p3066
sg156
VMakeBoxes[BaseForm[12, 100], StandardForm] is not a valid box structure.
p3067
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"></mstyle></math>
p3068
sg15
I8
sass(g1709
g2993
VCheck
p3069
I0
tp3070
(dp3071
g6
VCheck[1/0, err]
p3072
sg8
(lp3073
(dp3074
g11
(lp3075
(dp3076
g149
I01
sg150
VPower
p3077
sg152
g153
sg154
VPower::infy
p3078
sg156
VInfinite expression 1 / 0 encountered.
p3079
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>err</mi></mstyle></math>
p3080
sg15
I1
sass(g1709
g2993
g3069
I2
tp3081
(dp3082
g6
VCheck[Sin[0^0], err, Sin::argx]
p3083
sg8
(lp3084
(dp3085
g11
(lp3086
(dp3087
g149
I01
sg150
VPower
p3088
sg152
g174
sg154
VPower::indet
p3089
sg156
VIndeterminate expression 0 ^ 0 encountered.
p3090
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>Indeterminate</mi></mstyle></math>
p3091
sg15
I2
sass(g1709
g2993
g3069
I3
tp3092
(dp3093
g6
VCheck[1/0, err, Power::infy]
p3094
sg8
(lp3095
(dp3096
g11
(lp3097
(dp3098
g149
I01
sg150
VPower
p3099
sg152
g153
sg154
VPower::infy
p3100
sg156
VInfinite expression 1 / 0 encountered.
p3101
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>err</mi></mstyle></math>
p3102
sg15
I3
sass(g1709
g2993
VFormat
p3103
I0
tp3104
(dp3105
g6
VFormat[f[x___]] := Infix[{x}, "~"]
p3106
sg8
(lp3107
(dp3108
g11
(lp3109
sg13
Nsg15
I1
sass(g1709
g2993
g3103
I1
tp3110
(dp3111
g6
Vf[1, 2, 3]
p3112
sg8
(lp3113
(dp3114
g11
(lp3115
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>1</mn> <mtext>~</mtext> <mn>2</mn> <mtext>~</mtext> <mn>3</mn></mrow></mstyle></math>
p3116
sg15
I2
sass(g1709
g2993
g3103
I2
tp3117
(dp3118
g6
Vf[1]
p3119
sg8
(lp3120
(dp3121
g11
(lp3122
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>1</mn></mstyle></math>
p3123
sg15
I3
sass(g1709
g2993
g3103
I3
tp3124
(dp3125
g6
VFormat[3] = "three";
p3126
sg8
(lp3127
(dp3128
g11
(lp3129
(dp3130
g149
I01
sg150
VSet
p3131
sg152
Vsetraw
p3132
sg154
VSet::setraw
p3133
sg156
VCannot assign to raw object 3.
p3134
sasg13
Nsg15
I4
sass(g1709
g2993
g3103
I4
tp3135
(dp3136
g6
VFormat[r, a + b] = "r";
p3137
sg8
(lp3138
(dp3139
g11
(lp3140
(dp3141
g149
I01
sg150
VFormat
p3142
sg152
Vfttp
p3143
sg154
VFormat::fttp
p3144
sg156
VFormat type a + b is not a symbol.
p3145
sasg13
Nsg15
I5
sass(g1709
g2993
g3103
I5
tp3146
(dp3147
g6
Vf /: Format[g[f]] = "my f";
p3148
sg8
(lp3149
(dp3150
g11
(lp3151
(dp3152
g149
I01
sg150
VTagSet
p3153
sg152
Vtagnfd
p3154
sg154
VTagSet::tagnfd
p3155
sg156
VTag f not found or too deep for an assigned rule.
p3156
sasg13
Nsg15
I6
sass(g1709
g2993
VFullForm
p3157
I0
tp3158
(dp3159
g6
VFullForm[a + b * c]
p3160
sg8
(lp3161
(dp3162
g11
(lp3163
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Plus</mi> <mo>[</mo> <mrow><mi>a</mi> <mtext>,&nbsp;</mtext> <mrow><mi>Times</mi> <mo>[</mo> <mrow><mi>b</mi> <mtext>,&nbsp;</mtext> <mi>c</mi></mrow> <mo>]</mo></mrow></mrow> <mo>]</mo></mrow></mstyle></math>
p3164
sg15
I1
sass(g1709
g2993
g3157
I1
tp3165
(dp3166
g6
VFullForm[2/3]
p3167
sg8
(lp3168
(dp3169
g11
(lp3170
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Rational</mi> <mo>[</mo> <mrow><mn>2</mn> <mtext>,&nbsp;</mtext> <mn>3</mn></mrow> <mo>]</mo></mrow></mstyle></math>
p3171
sg15
I2
sass(g1709
g2993
g3157
I2
tp3172
(dp3173
g6
VFullForm["A string"]
p3174
sg8
(lp3175
(dp3176
g11
(lp3177
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><ms>A&nbsp;string</ms></mstyle></math>
p3178
sg15
I3
sass(g1709
g2993
VGeneral
p3179
I0
tp3180
(dp3181
g6
VGeneral::argr
p3182
sg8
(lp3183
(dp3184
g11
(lp3185
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>`1`&nbsp;called&nbsp;with&nbsp;1&nbsp;argument;&nbsp;`2`&nbsp;arguments&nbsp;are&nbsp;expected.</mtext></mstyle></math>
p3186
sg15
I1
sass(g1709
g2993
g3179
I1
tp3187
(dp3188
g6
VMessage[Rule::argr, Rule, 2]
p3189
sg8
(lp3190
(dp3191
g11
(lp3192
(dp3193
g149
I01
sg150
VRule
p3194
sg152
Vargr
p3195
sg154
VRule::argr
p3196
sg156
VRule called with 1 argument; 2 arguments are expected.
p3197
sasg13
Nsg15
I2
sass(g1709
g2993
VGrid
p3198
I0
tp3199
(dp3200
g6
VGrid[{{a, b}, {c, d}}]
p3201
sg8
(lp3202
(dp3203
g11
(lp3204
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtable columnalign="center">\u000a<mtr><mtd columnalign="center"><mi>a</mi></mtd><mtd columnalign="center"><mi>b</mi></mtd></mtr>\u000a<mtr><mtd columnalign="center"><mi>c</mi></mtd><mtd columnalign="center"><mi>d</mi></mtd></mtr>\u000a</mtable></mstyle></math>
p3205
sg15
I1
sass(g1709
g2993
VInfix
p3206
I0
tp3207
(dp3208
g6
VFormat[g[x_, y_]] := Infix[{x, y}, "#", 350, Left]
p3209
sg8
(lp3210
(dp3211
g11
(lp3212
sg13
Nsg15
I1
sass(g1709
g2993
g3206
I1
tp3213
(dp3214
g6
Vg[a, g[b, c]]
p3215
sg8
(lp3216
(dp3217
g11
(lp3218
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>a</mi> <mtext>#</mtext> <mrow><mo>(</mo> <mrow><mi>b</mi> <mtext>#</mtext> <mi>c</mi></mrow> <mo>)</mo></mrow></mrow></mstyle></math>
p3219
sg15
I2
sass(g1709
g2993
g3206
I2
tp3220
(dp3221
g6
Vg[g[a, b], c]
p3222
sg8
(lp3223
(dp3224
g11
(lp3225
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mrow><mi>a</mi> <mtext>#</mtext> <mi>b</mi></mrow> <mtext>#</mtext> <mi>c</mi></mrow></mstyle></math>
p3226
sg15
I3
sass(g1709
g2993
g3206
I3
tp3227
(dp3228
g6
Vg[a + b, c]
p3229
sg8
(lp3230
(dp3231
g11
(lp3232
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mrow><mo>(</mo> <mrow><mi>a</mi> <mo>+</mo> <mi>b</mi></mrow> <mo>)</mo></mrow> <mtext>#</mtext> <mi>c</mi></mrow></mstyle></math>
p3233
sg15
I4
sass(g1709
g2993
g3206
I4
tp3234
(dp3235
g6
Vg[a * b, c]
p3236
sg8
(lp3237
(dp3238
g11
(lp3239
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mrow><mi>a</mi> <mo>&nbsp;</mo> <mi>b</mi></mrow> <mtext>#</mtext> <mi>c</mi></mrow></mstyle></math>
p3240
sg15
I5
sass(g1709
g2993
g3206
I5
tp3241
(dp3242
g6
Vg[a, b] + c
p3243
sg8
(lp3244
(dp3245
g11
(lp3246
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>c</mi> <mo>+</mo> <mrow><mi>a</mi> <mtext>#</mtext> <mi>b</mi></mrow></mrow></mstyle></math>
p3247
sg15
I6
sass(g1709
g2993
g3206
I6
tp3248
(dp3249
g6
Vg[a, b] * c
p3250
sg8
(lp3251
(dp3252
g11
(lp3253
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>c</mi> <mo>&nbsp;</mo> <mrow><mo>(</mo> <mrow><mi>a</mi> <mtext>#</mtext> <mi>b</mi></mrow> <mo>)</mo></mrow></mrow></mstyle></math>
p3254
sg15
I7
sass(g1709
g2993
g3206
I7
tp3255
(dp3256
g6
VInfix[{a, b, c}, {"+", "-"}]
p3257
sg8
(lp3258
(dp3259
g11
(lp3260
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>a</mi> <mo>+</mo> <mi>b</mi> <mo>-</mo> <mi>c</mi></mrow></mstyle></math>
p3261
sg15
I8
sass(g1709
g2993
VInputForm
p3262
I0
tp3263
(dp3264
g6
VInputForm[a + b * c]
p3265
sg8
(lp3266
(dp3267
g11
(lp3268
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>a</mi> <mtext>&nbsp;+&nbsp;</mtext> <mrow><mi>b</mi> <mtext>*</mtext> <mi>c</mi></mrow></mrow></mstyle></math>
p3269
sg15
I1
sass(g1709
g2993
g3262
I1
tp3270
(dp3271
g6
VInputForm["A string"]
p3272
sg8
(lp3273
(dp3274
g11
(lp3275
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><ms>A&nbsp;string</ms></mstyle></math>
p3276
sg15
I2
sass(g1709
g2993
g3262
I2
tp3277
(dp3278
g6
VInputForm[f'[x]]
p3279
sg8
(lp3280
(dp3281
g11
(lp3282
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mrow><mrow><mi>Derivative</mi> <mo>[</mo> <mn>1</mn> <mo>]</mo></mrow> <mo>[</mo> <mi>f</mi> <mo>]</mo></mrow> <mo>[</mo> <mi>x</mi> <mo>]</mo></mrow></mstyle></math>
p3283
sg15
I3
sass(g1709
g2993
g3262
I3
tp3284
(dp3285
g6
VInputForm[Derivative[1, 0][f][x]]
p3286
sg8
(lp3287
(dp3288
g11
(lp3289
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mrow><mrow><mi>Derivative</mi> <mo>[</mo> <mrow><mn>1</mn> <mtext>,&nbsp;</mtext> <mn>0</mn></mrow> <mo>]</mo></mrow> <mo>[</mo> <mi>f</mi> <mo>]</mo></mrow> <mo>[</mo> <mi>x</mi> <mo>]</mo></mrow></mstyle></math>
p3290
sg15
I4
sass(g1709
g2993
VMakeBoxes
p3291
I0
tp3292
(dp3293
g6
V\u005c(x \u005c^ 2\u005c)
p3294
sg8
(lp3295
(dp3296
g11
(lp3297
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>SuperscriptBox</mi> <mo>[</mo> <mrow><mtext>x</mtext> <mo>,</mo> <mtext>2</mtext></mrow> <mo>]</mo></mrow></mstyle></math>
p3298
sg15
I1
sass(g1709
g2993
g3291
I1
tp3299
(dp3300
g6
V\u005c(x \u005c_ 2\u005c)
p3301
sg8
(lp3302
(dp3303
g11
(lp3304
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>SubscriptBox</mi> <mo>[</mo> <mrow><mtext>x</mtext> <mo>,</mo> <mtext>2</mtext></mrow> <mo>]</mo></mrow></mstyle></math>
p3305
sg15
I2
sass(g1709
g2993
g3291
I2
tp3306
(dp3307
g6
V\u005c( a \u005c+ b \u005c% c\u005c)
p3308
sg8
(lp3309
(dp3310
g11
(lp3311
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>UnderoverscriptBox</mi> <mo>[</mo> <mrow><mtext>a</mtext> <mo>,</mo> <mtext>b</mtext> <mo>,</mo> <mtext>c</mtext></mrow> <mo>]</mo></mrow></mstyle></math>
p3312
sg15
I3
sass(g1709
g2993
g3291
I3
tp3313
(dp3314
g6
V\u005c( a \u005c& b \u005c% c\u005c)
p3315
sg8
(lp3316
(dp3317
g11
(lp3318
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>UnderoverscriptBox</mi> <mo>[</mo> <mrow><mtext>a</mtext> <mo>,</mo> <mtext>c</mtext> <mo>,</mo> <mtext>b</mtext></mrow> <mo>]</mo></mrow></mstyle></math>
p3319
sg15
I4
sass(g1709
g2993
g3291
I5
tp3320
(dp3321
g6
V\u005c(x \u005c& y \u005c)
p3322
sg8
(lp3323
(dp3324
g11
(lp3325
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>OverscriptBox</mi> <mo>[</mo> <mrow><mtext>x</mtext> <mo>,</mo> <mtext>y</mtext></mrow> <mo>]</mo></mrow></mstyle></math>
p3326
sg15
I5
sass(g1709
g2993
g3291
I6
tp3327
(dp3328
g6
V\u005c(x \u005c+ y \u005c)
p3329
sg8
(lp3330
(dp3331
g11
(lp3332
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>UnderscriptBox</mi> <mo>[</mo> <mrow><mtext>x</mtext> <mo>,</mo> <mtext>y</mtext></mrow> <mo>]</mo></mrow></mstyle></math>
p3333
sg15
I6
sass(g1709
g2993
VMathMLForm
p3334
I0
tp3335
(dp3336
g6
VMathMLForm[HoldForm[Sqrt[a^3]]]
p3337
sg8
(lp3338
(dp3339
g11
(lp3340
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mtext>&lt;math&nbsp;display=&quot;block&quot;&gt;&lt;mstyle&nbsp;mathvariant=&quot;sans-serif&quot;&gt;&lt;msqrt&gt;&lt;msup&gt;&lt;mi&gt;a&lt;/mi&gt;&nbsp;&lt;mn&gt;3&lt;/mn&gt;&lt;/msup&gt;&lt;/msqrt&gt;&lt;/mstyle&gt;&lt;/math&gt;</mtext></mrow></mstyle></math>
p3341
sg15
I1
sass(g1709
g2993
g3334
I1
tp3342
(dp3343
g6
VMathMLForm[\u005c[Mu]]
p3344
sg8
(lp3345
(dp3346
g11
(lp3347
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mtext>&lt;math&nbsp;display=&quot;block&quot;&gt;&lt;mstyle&nbsp;mathvariant=&quot;sans-serif&quot;&gt;&lt;mi&gt;\u03bc&lt;/mi&gt;&lt;/mstyle&gt;&lt;/math&gt;</mtext></mrow></mstyle></math>
p3348
sg15
I2
sass(g1709
g2993
VMatrixForm
p3349
I0
tp3350
(dp3351
g6
VArray[a,{4,3}]//MatrixForm
p3352
sg8
(lp3353
(dp3354
g11
(lp3355
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>(</mo> <mtable columnalign="center">\u000a<mtr><mtd columnalign="center"><mrow><mi>a</mi> <mo>[</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>]</mo></mrow></mtd><mtd columnalign="center"><mrow><mi>a</mi> <mo>[</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>2</mn></mrow> <mo>]</mo></mrow></mtd><mtd columnalign="center"><mrow><mi>a</mi> <mo>[</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>3</mn></mrow> <mo>]</mo></mrow></mtd></mtr>\u000a<mtr><mtd columnalign="center"><mrow><mi>a</mi> <mo>[</mo> <mrow><mn>2</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>]</mo></mrow></mtd><mtd columnalign="center"><mrow><mi>a</mi> <mo>[</mo> <mrow><mn>2</mn> <mo>,</mo> <mn>2</mn></mrow> <mo>]</mo></mrow></mtd><mtd columnalign="center"><mrow><mi>a</mi> <mo>[</mo> <mrow><mn>2</mn> <mo>,</mo> <mn>3</mn></mrow> <mo>]</mo></mrow></mtd></mtr>\u000a<mtr><mtd columnalign="center"><mrow><mi>a</mi> <mo>[</mo> <mrow><mn>3</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>]</mo></mrow></mtd><mtd columnalign="center"><mrow><mi>a</mi> <mo>[</mo> <mrow><mn>3</mn> <mo>,</mo> <mn>2</mn></mrow> <mo>]</mo></mrow></mtd><mtd columnalign="center"><mrow><mi>a</mi> <mo>[</mo> <mrow><mn>3</mn> <mo>,</mo> <mn>3</mn></mrow> <mo>]</mo></mrow></mtd></mtr>\u000a<mtr><mtd columnalign="center"><mrow><mi>a</mi> <mo>[</mo> <mrow><mn>4</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>]</mo></mrow></mtd><mtd columnalign="center"><mrow><mi>a</mi> <mo>[</mo> <mrow><mn>4</mn> <mo>,</mo> <mn>2</mn></mrow> <mo>]</mo></mrow></mtd><mtd columnalign="center"><mrow><mi>a</mi> <mo>[</mo> <mrow><mn>4</mn> <mo>,</mo> <mn>3</mn></mrow> <mo>]</mo></mrow></mtd></mtr>\u000a</mtable> <mo>)</mo></mrow></mstyle></math>
p3356
sg15
I1
sass(g1709
g2993
VMessage
p3357
I0
tp3358
(dp3359
g6
Va::b = "Hello world!"
p3360
sg8
(lp3361
(dp3362
g11
(lp3363
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>Hello&nbsp;world!</mtext></mstyle></math>
p3364
sg15
I1
sass(g1709
g2993
g3357
I1
tp3365
(dp3366
g6
VMessage[a::b]
p3367
sg8
(lp3368
(dp3369
g11
(lp3370
(dp3371
g149
I01
sg150
g544
sg152
g262
sg154
Va::b
p3372
sg156
VHello world!
p3373
sasg13
Nsg15
I2
sass(g1709
g2993
g3357
I2
tp3374
(dp3375
g6
Va::c := "Hello `1`, Mr 00`2`!"
p3376
sg8
(lp3377
(dp3378
g11
(lp3379
sg13
Nsg15
I3
sass(g1709
g2993
g3357
I3
tp3380
(dp3381
g6
VMessage[a::c, "you", 3 + 4]
p3382
sg8
(lp3383
(dp3384
g11
(lp3385
(dp3386
g149
I01
sg150
g544
sg152
Vc
p3387
sg154
Va::c
p3388
sg156
VHello you, Mr 007!
p3389
sasg13
Nsg15
I4
sass(g1709
g2993
VMessageName
p3390
I0
tp3391
(dp3392
g6
VFullForm[a::b]
p3393
sg8
(lp3394
(dp3395
g11
(lp3396
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>MessageName</mi> <mo>[</mo> <mrow><mi>a</mi> <mtext>,&nbsp;</mtext> <ms>b</ms></mrow> <mo>]</mo></mrow></mstyle></math>
p3397
sg15
I1
sass(g1709
g2993
g3390
I1
tp3398
(dp3399
g6
VFullForm[a::"b"]
p3400
sg8
(lp3401
(dp3402
g11
(lp3403
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>MessageName</mi> <mo>[</mo> <mrow><mi>a</mi> <mtext>,&nbsp;</mtext> <ms>b</ms></mrow> <mo>]</mo></mrow></mstyle></math>
p3404
sg15
I2
sass(g1709
g2993
VNumberForm
p3405
I0
tp3406
(dp3407
g6
VNumberForm[N[Pi], 10]
p3408
sg8
(lp3409
(dp3410
g11
(lp3411
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>3.141592654</mn></mstyle></math>
p3412
sg15
I1
sass(g1709
g2993
g3405
I1
tp3413
(dp3414
g6
VNumberForm[N[Pi], {10, 5}]
p3415
sg8
(lp3416
(dp3417
g11
(lp3418
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>3.14159</mn></mstyle></math>
p3419
sg15
I2
sass(g1709
g2993
VOff
p3420
I0
tp3421
(dp3422
g6
VOff[Power::infy]
p3423
sg8
(lp3424
(dp3425
g11
(lp3426
sg13
Nsg15
I1
sass(g1709
g2993
g3420
I1
tp3427
(dp3428
g6
V1 / 0
p3429
sg8
(lp3430
(dp3431
g11
(lp3432
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>ComplexInfinity</mi></mstyle></math>
p3433
sg15
I2
sass(g1709
g2993
g3420
I2
tp3434
(dp3435
g6
VOff[Power::indet, Syntax::com]
p3436
sg8
(lp3437
(dp3438
g11
(lp3439
sg13
Nsg15
I3
sass(g1709
g2993
g3420
I3
tp3440
(dp3441
g6
V{0 ^ 0,}
p3442
sg8
(lp3443
(dp3444
g11
(lp3445
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>Indeterminate</mi> <mo>,</mo> <mi>Null</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p3446
sg15
I4
sass(g1709
g2993
VOn
p3447
I0
tp3448
(dp3449
g6
VOff[Power::infy]
p3450
sg8
(lp3451
(dp3452
g11
(lp3453
sg13
Nsg15
I1
sass(g1709
g2993
g3447
I1
tp3454
(dp3455
g6
V1 / 0
p3456
sg8
(lp3457
(dp3458
g11
(lp3459
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>ComplexInfinity</mi></mstyle></math>
p3460
sg15
I2
sass(g1709
g2993
g3447
I2
tp3461
(dp3462
g6
VOn[Power::infy]
p3463
sg8
(lp3464
(dp3465
g11
(lp3466
sg13
Nsg15
I3
sass(g1709
g2993
g3447
I3
tp3467
(dp3468
g6
V1 / 0
p3469
sg8
(lp3470
(dp3471
g11
(lp3472
(dp3473
g149
I01
sg150
VPower
p3474
sg152
g153
sg154
VPower::infy
p3475
sg156
VInfinite expression 1 / 0 encountered.
p3476
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>ComplexInfinity</mi></mstyle></math>
p3477
sg15
I4
sass(g1709
g2993
VOutputForm
p3478
I0
tp3479
(dp3480
g6
VOutputForm[f'[x]]
p3481
sg8
(lp3482
(dp3483
g11
(lp3484
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mrow><mi>f</mi> <mo>'</mo></mrow> <mo>[</mo> <mi>x</mi> <mo>]</mo></mrow></mstyle></math>
p3485
sg15
I1
sass(g1709
g2993
g3478
I1
tp3486
(dp3487
g6
VOutputForm[Derivative[1, 0][f][x]]
p3488
sg8
(lp3489
(dp3490
g11
(lp3491
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mrow><mrow><mi>Derivative</mi> <mo>[</mo> <mrow><mn>1</mn> <mtext>,&nbsp;</mtext> <mn>0</mn></mrow> <mo>]</mo></mrow> <mo>[</mo> <mi>f</mi> <mo>]</mo></mrow> <mo>[</mo> <mi>x</mi> <mo>]</mo></mrow></mstyle></math>
p3492
sg15
I2
sass(g1709
g2993
g3478
I2
tp3493
(dp3494
g6
VOutputForm["A string"]
p3495
sg8
(lp3496
(dp3497
g11
(lp3498
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>A&nbsp;string</mtext></mstyle></math>
p3499
sg15
I3
sass(g1709
g2993
g3478
I3
tp3500
(dp3501
g6
VOutputForm[Graphics[Rectangle[]]]
p3502
sg8
(lp3503
(dp3504
g11
(lp3505
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="350px" height="350px" src="data:image/svg+xml;base64,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"/></mstyle></math>
p3506
sg15
I4
sass(g1709
g2993
VPostfix
p3507
I0
tp3508
(dp3509
g6
Vb // a
p3510
sg8
(lp3511
(dp3512
g11
(lp3513
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>a</mi> <mo>[</mo> <mi>b</mi> <mo>]</mo></mrow></mstyle></math>
p3514
sg15
I1
sass(g1709
g2993
g3507
I1
tp3515
(dp3516
g6
Vc // b // a
p3517
sg8
(lp3518
(dp3519
g11
(lp3520
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>a</mi> <mo>[</mo> <mrow><mi>b</mi> <mo>[</mo> <mi>c</mi> <mo>]</mo></mrow> <mo>]</mo></mrow></mstyle></math>
p3521
sg15
I2
sass(g1709
g2993
g3507
I2
tp3522
(dp3523
g6
VHold[x // a // b // c // d // e // f]
p3524
sg8
(lp3525
(dp3526
g11
(lp3527
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Hold</mi> <mo>[</mo> <mrow><mi>f</mi> <mo>[</mo> <mrow><mi>e</mi> <mo>[</mo> <mrow><mi>d</mi> <mo>[</mo> <mrow><mi>c</mi> <mo>[</mo> <mrow><mi>b</mi> <mo>[</mo> <mrow><mi>a</mi> <mo>[</mo> <mi>x</mi> <mo>]</mo></mrow> <mo>]</mo></mrow> <mo>]</mo></mrow> <mo>]</mo></mrow> <mo>]</mo></mrow> <mo>]</mo></mrow> <mo>]</mo></mrow></mstyle></math>
p3528
sg15
I3
sass(g1709
g2993
VPrecedence
p3529
I0
tp3530
(dp3531
g6
VPrecedence[Plus]
p3532
sg8
(lp3533
(dp3534
g11
(lp3535
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>310.</mn></mstyle></math>
p3536
sg15
I1
sass(g1709
g2993
g3529
I1
tp3537
(dp3538
g6
VPrecedence[Plus] < Precedence[Times]
p3539
sg8
(lp3540
(dp3541
g11
(lp3542
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p3543
sg15
I2
sass(g1709
g2993
g3529
I2
tp3544
(dp3545
g6
VPrecedence[f]
p3546
sg8
(lp3547
(dp3548
g11
(lp3549
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>670.</mn></mstyle></math>
p3550
sg15
I3
sass(g1709
g2993
g3529
I3
tp3551
(dp3552
g6
VPrecedence[a + b]
p3553
sg8
(lp3554
(dp3555
g11
(lp3556
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>1000.</mn></mstyle></math>
p3557
sg15
I4
sass(g1709
g2993
VPrefix
p3558
I0
tp3559
(dp3560
g6
Va @ b
p3561
sg8
(lp3562
(dp3563
g11
(lp3564
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>a</mi> <mo>[</mo> <mi>b</mi> <mo>]</mo></mrow></mstyle></math>
p3565
sg15
I1
sass(g1709
g2993
g3558
I1
tp3566
(dp3567
g6
Va @ b @ c
p3568
sg8
(lp3569
(dp3570
g11
(lp3571
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>a</mi> <mo>[</mo> <mrow><mi>b</mi> <mo>[</mo> <mi>c</mi> <mo>]</mo></mrow> <mo>]</mo></mrow></mstyle></math>
p3572
sg15
I2
sass(g1709
g2993
g3558
I2
tp3573
(dp3574
g6
VFormat[p[x_]] := Prefix[{x}, "*"]
p3575
sg8
(lp3576
(dp3577
g11
(lp3578
sg13
Nsg15
I3
sass(g1709
g2993
g3558
I3
tp3579
(dp3580
g6
Vp[3]
p3581
sg8
(lp3582
(dp3583
g11
(lp3584
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mtext>*</mtext> <mn>3</mn></mrow></mstyle></math>
p3585
sg15
I4
sass(g1709
g2993
g3558
I4
tp3586
(dp3587
g6
VFormat[q[x_]] := Prefix[{x}, "~", 350]
p3588
sg8
(lp3589
(dp3590
g11
(lp3591
sg13
Nsg15
I5
sass(g1709
g2993
g3558
I5
tp3592
(dp3593
g6
Vq[a+b]
p3594
sg8
(lp3595
(dp3596
g11
(lp3597
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mtext>~</mtext> <mrow><mo>(</mo> <mrow><mi>a</mi> <mo>+</mo> <mi>b</mi></mrow> <mo>)</mo></mrow></mrow></mstyle></math>
p3598
sg15
I6
sass(g1709
g2993
g3558
I6
tp3599
(dp3600
g6
Vq[a*b]
p3601
sg8
(lp3602
(dp3603
g11
(lp3604
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mtext>~</mtext> <mrow><mi>a</mi> <mo>&nbsp;</mo> <mi>b</mi></mrow></mrow></mstyle></math>
p3605
sg15
I7
sass(g1709
g2993
g3558
I7
tp3606
(dp3607
g6
Vq[a]+b
p3608
sg8
(lp3609
(dp3610
g11
(lp3611
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>b</mi> <mo>+</mo> <mrow><mtext>~</mtext> <mi>a</mi></mrow></mrow></mstyle></math>
p3612
sg15
I8
sass(g1709
g2993
g3558
I8
tp3613
(dp3614
g6
VHold[a @ b @ c @ d @ e @ f @ x]
p3615
sg8
(lp3616
(dp3617
g11
(lp3618
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Hold</mi> <mo>[</mo> <mrow><mi>a</mi> <mo>[</mo> <mrow><mi>b</mi> <mo>[</mo> <mrow><mi>c</mi> <mo>[</mo> <mrow><mi>d</mi> <mo>[</mo> <mrow><mi>e</mi> <mo>[</mo> <mrow><mi>f</mi> <mo>[</mo> <mi>x</mi> <mo>]</mo></mrow> <mo>]</mo></mrow> <mo>]</mo></mrow> <mo>]</mo></mrow> <mo>]</mo></mrow> <mo>]</mo></mrow> <mo>]</mo></mrow></mstyle></math>
p3619
sg15
I9
sass(g1709
g2993
VPrint
p3620
I0
tp3621
(dp3622
g6
VPrint["Hello world!"]
p3623
sg8
(lp3624
(dp3625
g11
(lp3626
(dp3627
g149
I00
sg156
VHello world!
p3628
sasg13
Nsg15
I1
sass(g1709
g2993
g3620
I1
tp3629
(dp3630
g6
VPrint["The answer is ", 7 * 6, "."]
p3631
sg8
(lp3632
(dp3633
g11
(lp3634
(dp3635
g149
I00
sg156
VThe answer is 42.
p3636
sasg13
Nsg15
I2
sass(g1709
g2993
VPythonForm
p3637
I0
tp3638
(dp3639
g6
VPythonForm[Infinity]
p3640
sg8
(lp3641
(dp3642
g11
(lp3643
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>math.inf</mtext></mstyle></math>
p3644
sg15
I1
sass(g1709
g2993
g3637
I1
tp3645
(dp3646
g6
VPythonForm[Pi]
p3647
sg8
(lp3648
(dp3649
g11
(lp3650
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>sympy.pi</mtext></mstyle></math>
p3651
sg15
I2
sass(g1709
g2993
g3637
I2
tp3652
(dp3653
g6
VE // PythonForm
p3654
sg8
(lp3655
(dp3656
g11
(lp3657
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>sympy.E</mtext></mstyle></math>
p3658
sg15
I3
sass(g1709
g2993
g3637
I3
tp3659
(dp3660
g6
V{1, 2, 3} // PythonForm
p3661
sg8
(lp3662
(dp3663
g11
(lp3664
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>[1,&nbsp;2,&nbsp;3]</mtext></mstyle></math>
p3665
sg15
I4
sass(g1709
g2993
VQuiet
p3666
I0
tp3667
(dp3668
g6
Va::b = "Hello";
p3669
sg8
(lp3670
(dp3671
g11
(lp3672
sg13
Nsg15
I1
sass(g1709
g2993
g3666
I1
tp3673
(dp3674
g6
VQuiet[x+x, {a::b}]
p3675
sg8
(lp3676
(dp3677
g11
(lp3678
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>2</mn> <mo>&nbsp;</mo> <mi>x</mi></mrow></mstyle></math>
p3679
sg15
I2
sass(g1709
g2993
g3666
I2
tp3680
(dp3681
g6
VQuiet[Message[a::b]; x+x, {a::b}]
p3682
sg8
(lp3683
(dp3684
g11
(lp3685
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>2</mn> <mo>&nbsp;</mo> <mi>x</mi></mrow></mstyle></math>
p3686
sg15
I3
sass(g1709
g2993
g3666
I3
tp3687
(dp3688
g6
VMessage[a::b]; y=Quiet[Message[a::b]; x+x, {a::b}]; Message[a::b]; y
p3689
sg8
(lp3690
(dp3691
g11
(lp3692
(dp3693
g149
I01
sg150
g544
sg152
g262
sg154
Va::b
p3694
sg156
VHello
p3695
sa(dp3696
g149
I01
sg150
g544
sg152
g262
sg154
Va::b
p3697
sg156
g3695
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>2</mn> <mo>&nbsp;</mo> <mi>x</mi></mrow></mstyle></math>
p3698
sg15
I4
sass(g1709
g2993
g3666
I4
tp3699
(dp3700
g6
VQuiet[expr, All, All]
p3701
sg8
(lp3702
(dp3703
g11
(lp3704
(dp3705
g149
I01
sg150
VQuiet
p3706
sg152
Vallall
p3707
sg154
VQuiet::allall
p3708
sg156
VArguments 2 and 3 of Quiet[expr, All, All] should not both be All.
p3709
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Quiet</mi> <mo>[</mo> <mrow><mi>expr</mi> <mo>,</mo> <mi>All</mi> <mo>,</mo> <mi>All</mi></mrow> <mo>]</mo></mrow></mstyle></math>
p3710
sg15
I5
sass(g1709
g2993
g3666
I5
tp3711
(dp3712
g6
VQuiet[x + x, {a::b}, {a::b}]
p3713
sg8
(lp3714
(dp3715
g11
(lp3716
(dp3717
g149
I01
sg150
VQuiet
p3718
sg152
Vconflict
p3719
sg154
VQuiet::conflict
p3720
sg156
VIn Quiet[x + x, {a::b}, {a::b}] the message name(s) {a::b} appear in both the list of messages to switch off and the list of messages to switch on.
p3721
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Quiet</mi> <mo>[</mo> <mrow><mrow><mi>x</mi> <mo>+</mo> <mi>x</mi></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>a</mi> <mo>::</mo> <mtext>b</mtext></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>a</mi> <mo>::</mo> <mtext>b</mtext></mrow> <mo>}</mo></mrow></mrow> <mo>]</mo></mrow></mstyle></math>
p3722
sg15
I6
sass(g1709
g2993
VStandardForm
p3723
I0
tp3724
(dp3725
g6
VStandardForm[a + b * c]
p3726
sg8
(lp3727
(dp3728
g11
(lp3729
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>a</mi> <mo>+</mo> <mrow><mi>b</mi> <mo>&nbsp;</mo> <mi>c</mi></mrow></mrow></mstyle></math>
p3730
sg15
I1
sass(g1709
g2993
g3723
I1
tp3731
(dp3732
g6
VStandardForm["A string"]
p3733
sg8
(lp3734
(dp3735
g11
(lp3736
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>A&nbsp;string</mtext></mstyle></math>
p3737
sg15
I2
sass(g1709
g2993
g3723
I2
tp3738
(dp3739
g6
V"A string"
p3740
sg8
(lp3741
(dp3742
g11
(lp3743
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>A&nbsp;string</mtext></mstyle></math>
p3744
sg15
I3
sass(g1709
g2993
g3723
I3
tp3745
(dp3746
g6
Vf'[x]
p3747
sg8
(lp3748
(dp3749
g11
(lp3750
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><msup><mi>f</mi> <mo>\u2032</mo></msup> <mo>[</mo> <mi>x</mi> <mo>]</mo></mrow></mstyle></math>
p3751
sg15
I4
sass(g1709
g2993
VStringForm
p3752
I0
tp3753
(dp3754
g6
VStringForm["`1` bla `2` blub `` bla `2`", a, b, c]
p3755
sg8
(lp3756
(dp3757
g11
(lp3758
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>a</mi> <mtext>&nbsp;bla&nbsp;</mtext> <mi>b</mi> <mtext>&nbsp;blub&nbsp;</mtext> <mi>c</mi> <mtext>&nbsp;bla&nbsp;</mtext> <mi>b</mi></mrow></mstyle></math>
p3759
sg15
I1
sass(g1709
g2993
VSubscript
p3760
I0
tp3761
(dp3762
g6
VSubscript[x,1,2,3] // TeXForm
p3763
sg8
(lp3764
(dp3765
g11
(lp3766
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mtext>x_{1,2,3}</mtext></mrow></mstyle></math>
p3767
sg15
I1
sass(g1709
g2993
VSubsuperscript
p3768
I0
tp3769
(dp3770
g6
VSubsuperscript[a, b, c] // TeXForm
p3771
sg8
(lp3772
(dp3773
g11
(lp3774
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mtext>a_b^c</mtext></mrow></mstyle></math>
p3775
sg15
I1
sass(g1709
g2993
VSuperscript
p3776
I0
tp3777
(dp3778
g6
VSuperscript[x,3] // TeXForm
p3779
sg8
(lp3780
(dp3781
g11
(lp3782
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mtext>x^3</mtext></mrow></mstyle></math>
p3783
sg15
I1
sass(g1709
g2993
VSympyForm
p3784
I0
tp3785
(dp3786
g6
VSympyForm[Pi^2]
p3787
sg8
(lp3788
(dp3789
g11
(lp3790
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>pi**2</mtext></mstyle></math>
p3791
sg15
I1
sass(g1709
g2993
g3784
I1
tp3792
(dp3793
g6
VE^2 + 3E // SympyForm
p3794
sg8
(lp3795
(dp3796
g11
(lp3797
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>exp(2)&nbsp;+&nbsp;3*E</mtext></mstyle></math>
p3798
sg15
I2
sass(g1709
g2993
VSyntax
p3799
I0
tp3800
(dp3801
g6
V1 +
p3802
sg8
(lp3803
ss(g1709
g2993
g3799
I1
tp3804
(dp3805
g6
VSin[1)
p3806
sg8
(lp3807
ss(g1709
g2993
g3799
I2
tp3808
(dp3809
g6
V^ 2
p3810
sg8
(lp3811
ss(g1709
g2993
g3799
I3
tp3812
(dp3813
g6
V1.5``
p3814
sg8
(lp3815
ss(g1709
g2993
VTableForm
p3816
I0
tp3817
(dp3818
g6
VTableForm[Array[a, {3,2}],TableDepth->1]
p3819
sg8
(lp3820
(dp3821
g11
(lp3822
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtable columnalign="center">\u000a<mtr><mtd columnalign="center"><mrow><mo>{</mo> <mrow><mrow><mi>a</mi> <mo>[</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>a</mi> <mo>[</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>2</mn></mrow> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow></mtd></mtr>\u000a<mtr><mtd columnalign="center"><mrow><mo>{</mo> <mrow><mrow><mi>a</mi> <mo>[</mo> <mrow><mn>2</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>a</mi> <mo>[</mo> <mrow><mn>2</mn> <mo>,</mo> <mn>2</mn></mrow> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow></mtd></mtr>\u000a<mtr><mtd columnalign="center"><mrow><mo>{</mo> <mrow><mrow><mi>a</mi> <mo>[</mo> <mrow><mn>3</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>a</mi> <mo>[</mo> <mrow><mn>3</mn> <mo>,</mo> <mn>2</mn></mrow> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow></mtd></mtr>\u000a</mtable></mstyle></math>
p3823
sg15
I1
sass(g1709
g2993
g3816
I1
tp3824
(dp3825
g6
VTable[Style[Graphics[{EdgeForm[{Black}], RGBColor[r,g,b], Rectangle[]}], ImageSizeMultipliers->{0.2, 1}], {r,0,1,1/2}, {g,0,1,1/2}, {b,0,1,1/2}] // TableForm
p3826
sg8
(lp3827
(dp3828
g11
(lp3829
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtable columnalign="center">\u000a<mtr><mtd columnalign="center"><mtable columnalign="center">\u000a<mtr><mtd columnalign="center"><mglyph width="70px" height="70px" src="data:image/svg+xml;base64,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"/></mtd></mtr>\u000a<mtr><mtd columnalign="center"><mglyph width="70px" height="70px" src="data:image/svg+xml;base64,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"/></mtd></mtr>\u000a<mtr><mtd columnalign="center"><mglyph width="70px" height="70px" src="data:image/svg+xml;base64,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"/></mtd></mtr>\u000a</mtable></mtd><mtd columnalign="center"><mtable columnalign="center">\u000a<mtr><mtd columnalign="center"><mglyph width="70px" height="70px" src="data:image/svg+xml;base64,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"/></mtd></mtr>\u000a<mtr><mtd columnalign="center"><mglyph width="70px" height="70px" src="data:image/svg+xml;base64,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"/></mtd></mtr>\u000a<mtr><mtd columnalign="center"><mglyph width="70px" height="70px" src="data:image/svg+xml;base64,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"/></mtd></mtr>\u000a</mtable></mtd><mtd columnalign="center"><mtable columnalign="center">\u000a<mtr><mtd columnalign="center"><mglyph width="70px" height="70px" src="data:image/svg+xml;base64,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"/></mtd></mtr>\u000a<mtr><mtd columnalign="center"><mglyph width="70px" height="70px" src="data:image/svg+xml;base64,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"/></mtd></mtr>\u000a<mtr><mtd columnalign="center"><mglyph width="70px" height="70px" src="data:image/svg+xml;base64,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"/></mtd></mtr>\u000a</mtable></mtd></mtr>\u000a<mtr><mtd columnalign="center"><mtable columnalign="center">\u000a<mtr><mtd columnalign="center"><mglyph width="70px" height="70px" src="data:image/svg+xml;base64,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"/></mtd></mtr>\u000a<mtr><mtd columnalign="center"><mglyph width="70px" height="70px" src="data:image/svg+xml;base64,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"/></mtd></mtr>\u000a<mtr><mtd columnalign="center"><mglyph width="70px" height="70px" src="data:image/svg+xml;base64,CiAgICAgICAgICAgIDxzdmcgeG1sbnM6c3ZnPSJodHRwOi8vd3d3LnczLm9yZy8yMDAwL3N2ZyIKICAgICAgICAgICAgICAgIHhtbG5zPSJodHRwOi8vd3d3LnczLm9yZy8yMDAwL3N2ZyIKICAgICAgICAgICAgICAgIHZlcnNpb249IjEuMSIKICAgICAgICAgICAgICAgIHZpZXdCb3g9Ii0xLjMzMzMzMyAtMS4zMzMzMzMgNzIuNjY2NjY3IDcyLjY2NjY2NyI+CiAgICAgICAgICAgICAgICA8cmVjdCB4PSIwLjAwMDAwMCIgeT0iMC4wMDAwMDAiIHdpZHRoPSI3MC4wMDAwMDAiIGhlaWdodD0iNzAuMDAwMDAwIiBzdHlsZT0ic3Ryb2tlOiByZ2IoMC4wMDAwMDAlLCAwLjAwMDAwMCUsIDAuMDAwMDAwJSk7IHN0cm9rZS1vcGFjaXR5OiAxLjA7IHN0cm9rZS13aWR0aDogMC42NjY2NjdweDsgZmlsbDogcmdiKDUwLjAwMDAwMCUsIDAuMDAwMDAwJSwgMTAwLjAwMDAwMCUpOyBmaWxsLW9wYWNpdHk6IDEuMCIgLz4KICAgICAgICAgICAgPC9zdmc+CiAgICAgICAg"/></mtd></mtr>\u000a</mtable></mtd><mtd columnalign="center"><mtable columnalign="center">\u000a<mtr><mtd columnalign="center"><mglyph width="70px" height="70px" src="data:image/svg+xml;base64,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"/></mtd></mtr>\u000a<mtr><mtd columnalign="center"><mglyph width="70px" height="70px" src="data:image/svg+xml;base64,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"/></mtd></mtr>\u000a<mtr><mtd columnalign="center"><mglyph width="70px" height="70px" src="data:image/svg+xml;base64,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"/></mtd></mtr>\u000a</mtable></mtd><mtd columnalign="center"><mtable columnalign="center">\u000a<mtr><mtd columnalign="center"><mglyph width="70px" height="70px" src="data:image/svg+xml;base64,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"/></mtd></mtr>\u000a<mtr><mtd columnalign="center"><mglyph width="70px" height="70px" src="data:image/svg+xml;base64,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"/></mtd></mtr>\u000a<mtr><mtd columnalign="center"><mglyph width="70px" height="70px" src="data:image/svg+xml;base64,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"/></mtd></mtr>\u000a</mtable></mtd></mtr>\u000a<mtr><mtd columnalign="center"><mtable columnalign="center">\u000a<mtr><mtd columnalign="center"><mglyph width="70px" height="70px" src="data:image/svg+xml;base64,CiAgICAgICAgICAgIDxzdmcgeG1sbnM6c3ZnPSJodHRwOi8vd3d3LnczLm9yZy8yMDAwL3N2ZyIKICAgICAgICAgICAgICAgIHhtbG5zPSJodHRwOi8vd3d3LnczLm9yZy8yMDAwL3N2ZyIKICAgICAgICAgICAgICAgIHZlcnNpb249IjEuMSIKICAgICAgICAgICAgICAgIHZpZXdCb3g9Ii0xLjMzMzMzMyAtMS4zMzMzMzMgNzIuNjY2NjY3IDcyLjY2NjY2NyI+CiAgICAgICAgICAgICAgICA8cmVjdCB4PSIwLjAwMDAwMCIgeT0iMC4wMDAwMDAiIHdpZHRoPSI3MC4wMDAwMDAiIGhlaWdodD0iNzAuMDAwMDAwIiBzdHlsZT0ic3Ryb2tlOiByZ2IoMC4wMDAwMDAlLCAwLjAwMDAwMCUsIDAuMDAwMDAwJSk7IHN0cm9rZS1vcGFjaXR5OiAxLjA7IHN0cm9rZS13aWR0aDogMC42NjY2NjdweDsgZmlsbDogcmdiKDEwMC4wMDAwMDAlLCAwLjAwMDAwMCUsIDAuMDAwMDAwJSk7IGZpbGwtb3BhY2l0eTogMS4wIiAvPgogICAgICAgICAgICA8L3N2Zz4KICAgICAgICA="/></mtd></mtr>\u000a<mtr><mtd columnalign="center"><mglyph width="70px" height="70px" src="data:image/svg+xml;base64,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"/></mtd></mtr>\u000a<mtr><mtd columnalign="center"><mglyph width="70px" height="70px" src="data:image/svg+xml;base64,CiAgICAgICAgICAgIDxzdmcgeG1sbnM6c3ZnPSJodHRwOi8vd3d3LnczLm9yZy8yMDAwL3N2ZyIKICAgICAgICAgICAgICAgIHhtbG5zPSJodHRwOi8vd3d3LnczLm9yZy8yMDAwL3N2ZyIKICAgICAgICAgICAgICAgIHZlcnNpb249IjEuMSIKICAgICAgICAgICAgICAgIHZpZXdCb3g9Ii0xLjMzMzMzMyAtMS4zMzMzMzMgNzIuNjY2NjY3IDcyLjY2NjY2NyI+CiAgICAgICAgICAgICAgICA8cmVjdCB4PSIwLjAwMDAwMCIgeT0iMC4wMDAwMDAiIHdpZHRoPSI3MC4wMDAwMDAiIGhlaWdodD0iNzAuMDAwMDAwIiBzdHlsZT0ic3Ryb2tlOiByZ2IoMC4wMDAwMDAlLCAwLjAwMDAwMCUsIDAuMDAwMDAwJSk7IHN0cm9rZS1vcGFjaXR5OiAxLjA7IHN0cm9rZS13aWR0aDogMC42NjY2NjdweDsgZmlsbDogcmdiKDEwMC4wMDAwMDAlLCAwLjAwMDAwMCUsIDEwMC4wMDAwMDAlKTsgZmlsbC1vcGFjaXR5OiAxLjAiIC8+CiAgICAgICAgICAgIDwvc3ZnPgogICAgICAgIA=="/></mtd></mtr>\u000a</mtable></mtd><mtd columnalign="center"><mtable columnalign="center">\u000a<mtr><mtd columnalign="center"><mglyph width="70px" height="70px" src="data:image/svg+xml;base64,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"/></mtd></mtr>\u000a<mtr><mtd columnalign="center"><mglyph width="70px" height="70px" src="data:image/svg+xml;base64,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"/></mtd></mtr>\u000a<mtr><mtd columnalign="center"><mglyph width="70px" height="70px" src="data:image/svg+xml;base64,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"/></mtd></mtr>\u000a</mtable></mtd><mtd columnalign="center"><mtable columnalign="center">\u000a<mtr><mtd columnalign="center"><mglyph width="70px" height="70px" src="data:image/svg+xml;base64,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"/></mtd></mtr>\u000a<mtr><mtd columnalign="center"><mglyph width="70px" height="70px" src="data:image/svg+xml;base64,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"/></mtd></mtr>\u000a<mtr><mtd columnalign="center"><mglyph width="70px" height="70px" src="data:image/svg+xml;base64,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"/></mtd></mtr>\u000a</mtable></mtd></mtr>\u000a</mtable></mstyle></math>
p3830
sg15
I2
sass(g1709
g2993
VTeXForm
p3831
I0
tp3832
(dp3833
g6
VTeXForm[HoldForm[Sqrt[a^3]]]
p3834
sg8
(lp3835
(dp3836
g11
(lp3837
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mtext>\u005csqrt{a^3}</mtext></mrow></mstyle></math>
p3838
sg15
I1
sass(g1709
g2993
VToBoxes
p3839
I0
tp3840
(dp3841
g6
VToBoxes[a + a]
p3842
sg8
(lp3843
(dp3844
g11
(lp3845
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>RowBox</mi> <mo>[</mo> <mrow><mo>{</mo> <mrow><mtext>2</mtext> <mo>,</mo> <mtext>&nbsp;</mtext> <mo>,</mo> <mtext>a</mtext></mrow> <mo>}</mo></mrow> <mo>]</mo></mrow></mstyle></math>
p3846
sg15
I1
sass(g1709
g2993
g3839
I1
tp3847
(dp3848
g6
VToBoxes[a + b]
p3849
sg8
(lp3850
(dp3851
g11
(lp3852
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>RowBox</mi> <mo>[</mo> <mrow><mo>{</mo> <mrow><mtext>a</mtext> <mo>,</mo> <mtext>+</mtext> <mo>,</mo> <mtext>b</mtext></mrow> <mo>}</mo></mrow> <mo>]</mo></mrow></mstyle></math>
p3853
sg15
I2
sass(g1709
g2993
g3839
I2
tp3854
(dp3855
g6
VToBoxes[a ^ b] // FullForm
p3856
sg8
(lp3857
(dp3858
g11
(lp3859
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>SuperscriptBox</mi> <mo>[</mo> <mrow><ms>a</ms> <mtext>,&nbsp;</mtext> <ms>b</ms></mrow> <mo>]</mo></mrow></mstyle></math>
p3860
sg15
I3
sass(g1709
g2993
V$UseSansSerif
p3861
I0
tp3862
(dp3863
g6
V$UseSansSerif
p3864
sg8
(lp3865
(dp3866
g11
(lp3867
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p3868
sg15
I1
sass(g1709
g2993
g3861
I1
tp3869
(dp3870
g6
V$UseSansSerif = False
p3871
sg8
(lp3872
(dp3873
g11
(lp3874
sg13
V<math display="block"><mi>False</mi></math>
p3875
sg15
I2
sass(g1709
VPlotting
p3876
VAxis
p3877
I0
tp3878
(dp3879
g6
VListLinePlot[Table[Sin[x], {x, -5, 5, 0.5}], Filling->Axis]
p3880
sg8
(lp3881
(dp3882
g11
(lp3883
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="247px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-31.666667 -14.610939 449.333333 276.435473">
                <polyline points="18.181818,15.582050 36.363636,13.486064 54.545455,38.351475 72.727273,84.090362 90.909091,139.504250 109.090909,191.025888 127.272727,226.040981 145.454545,235.976614 163.636364,218.400196 181.818182,177.615049 200.000000,123.606798 218.181818,69.598547 236.363636,28.813399 254.545455,11.236982 272.727273,21.172614 290.909091,56.187707 309.090909,107.709345 327.272727,163.123234 345.454545,208.862121 363.636364,233.727531 381.818182,231.631546" style="stroke: rgb(24.720000%, 24.000000%, 60.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polygon points="18.181818,15.582050 36.363636,13.486064 54.545455,38.351475 72.727273,84.090362 90.909091,139.504250 109.090909,191.025888 127.272727,226.040981 145.454545,235.976614 163.636364,218.400196 181.818182,177.615049 200.000000,123.606798 218.181818,69.598547 236.363636,28.813399 254.545455,11.236982 272.727273,21.172614 290.909091,56.187707 309.090909,107.709345 327.272727,163.123234 345.454545,208.862121 363.636364,233.727531 381.818182,231.631546 381.818182,123.606798 18.181818,123.606798" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 0.2" />
<polyline points="-16.000000,123.606798 416.000000,123.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="90.909091" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>5</mn></math></foreignObject>
<foreignObject x="181.818182" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>10</mn></math></foreignObject>
<foreignObject x="272.727273" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>15</mn></math></foreignObject>
<foreignObject x="363.636364" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>20</mn></math></foreignObject>
<polyline points="90.909091,123.606798 90.909091,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="181.818182,123.606798 181.818182,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="272.727273,123.606798 272.727273,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="363.636364,123.606798 363.636364,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="18.181818,123.606798 18.181818,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="36.363636,123.606798 36.363636,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="54.545455,123.606798 54.545455,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="72.727273,123.606798 72.727273,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="109.090909,123.606798 109.090909,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="127.272727,123.606798 127.272727,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="145.454545,123.606798 145.454545,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="163.636364,123.606798 163.636364,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,123.606798 200.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="218.181818,123.606798 218.181818,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="236.363636,123.606798 236.363636,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="254.545455,123.606798 254.545455,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="290.909091,123.606798 290.909091,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="309.090909,123.606798 309.090909,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="327.272727,123.606798 327.272727,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="345.454545,123.606798 345.454545,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="381.818182,123.606798 381.818182,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="400.000000,123.606798 400.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="0.000000,260.157867 0.000000,-12.944272" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="-2.666667" y="236.258809" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-1.0</mtext></math></foreignObject>
<foreignObject x="-2.666667" y="179.932803" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-0.5</mtext></math></foreignObject>
<foreignObject x="-2.666667" y="67.280792" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.5</mn></math></foreignObject>
<foreignObject x="-2.666667" y="10.954787" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1.0</mn></math></foreignObject>
<polyline points="0.000000,236.258809 6.666667,236.258809" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,179.932803 6.666667,179.932803" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,67.280792 6.666667,67.280792" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,10.954787 6.666667,10.954787" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,247.524010 4.000000,247.524010" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,224.993608 4.000000,224.993608" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,213.728406 4.000000,213.728406" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,202.463205 4.000000,202.463205" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,191.198004 4.000000,191.198004" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,168.667602 4.000000,168.667602" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,157.402401 4.000000,157.402401" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,146.137200 4.000000,146.137200" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,134.871999 4.000000,134.871999" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,112.341597 4.000000,112.341597" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,101.076396 4.000000,101.076396" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,89.811194 4.000000,89.811194" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,78.545993 4.000000,78.545993" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,56.015591 4.000000,56.015591" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,44.750390 4.000000,44.750390" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,33.485189 4.000000,33.485189" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,22.219988 4.000000,22.219988" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,-0.310414 4.000000,-0.310414" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
            </svg>
        "/></mstyle></math>
p3884
sg15
I1
sass(g1709
g3876
VBarChart
p3885
I0
tp3886
(dp3887
g6
VBarChart[{1, 4, 2}]
p3888
sg8
(lp3889
(dp3890
g11
(lp3891
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="247px" src="data:image/svg+xml;base64,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"/></mstyle></math>
p3892
sg15
I1
sass(g1709
g3876
g3885
I1
tp3893
(dp3894
g6
VBarChart[{1, 4, 2}, ChartStyle -> {Red, Green, Blue}]
p3895
sg8
(lp3896
(dp3897
g11
(lp3898
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="247px" src="data:image/svg+xml;base64,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"/></mstyle></math>
p3899
sg15
I2
sass(g1709
g3876
g3885
I2
tp3900
(dp3901
g6
VBarChart[{{1, 2, 3}, {2, 3, 4}}]
p3902
sg8
(lp3903
(dp3904
g11
(lp3905
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="247px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-4.173160 -14.610939 405.173160 276.435473">
                <rect x="16.883117" y="185.410197" width="58.441558" height="61.803399" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: rgb(94.117647%, 64.705882%, 69.019608%); fill-opacity: 1.0" />
<rect x="79.220779" y="123.606798" width="58.441558" height="123.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: rgb(54.901961%, 52.156863%, 21.176471%); fill-opacity: 1.0" />
<rect x="141.558442" y="61.803399" width="58.441558" height="185.410197" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: rgb(98.039216%, 81.568627%, 38.823529%); fill-opacity: 1.0" />
<rect x="216.883117" y="123.606798" width="58.441558" height="123.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: rgb(94.117647%, 64.705882%, 69.019608%); fill-opacity: 1.0" />
<rect x="279.220779" y="61.803399" width="58.441558" height="185.410197" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: rgb(54.901961%, 52.156863%, 21.176471%); fill-opacity: 1.0" />
<rect x="341.558442" y="0.000000" width="58.441558" height="247.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: rgb(98.039216%, 81.568627%, 38.823529%); fill-opacity: 1.0" />
<polyline points="6.493506,247.213595 400.000000,247.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="16.883117,247.213595 16.883117,259.574275" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="200.000000,247.213595 200.000000,259.574275" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="216.883117,247.213595 216.883117,259.574275" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="400.000000,247.213595 400.000000,259.574275" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="6.493506,260.157867 6.493506,-12.944272" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="3.826840" y="185.410197" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1</mn></math></foreignObject>
<foreignObject x="3.826840" y="123.606798" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>2</mn></math></foreignObject>
<foreignObject x="3.826840" y="61.803399" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>3</mn></math></foreignObject>
<foreignObject x="3.826840" y="0.000000" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>4</mn></math></foreignObject>
<polyline points="6.493506,185.410197 13.160173,185.410197" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="6.493506,123.606798 13.160173,123.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="6.493506,61.803399 13.160173,61.803399" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="6.493506,0.000000 13.160173,0.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="6.493506,234.852916 10.493506,234.852916" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="6.493506,222.492236 10.493506,222.492236" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="6.493506,210.131556 10.493506,210.131556" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="6.493506,197.770876 10.493506,197.770876" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="6.493506,173.049517 10.493506,173.049517" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="6.493506,160.688837 10.493506,160.688837" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="6.493506,148.328157 10.493506,148.328157" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="6.493506,135.967478 10.493506,135.967478" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="6.493506,111.246118 10.493506,111.246118" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="6.493506,98.885438 10.493506,98.885438" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="6.493506,86.524758 10.493506,86.524758" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="6.493506,74.164079 10.493506,74.164079" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="6.493506,49.442719 10.493506,49.442719" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="6.493506,37.082039 10.493506,37.082039" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="6.493506,24.721360 10.493506,24.721360" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="6.493506,12.360680 10.493506,12.360680" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
            </svg>
        "/></mstyle></math>
p3906
sg15
I3
sass(g1709
g3876
g3885
I3
tp3907
(dp3908
g6
VBarChart[{{1, 2, 3}, {2, 3, 4}}, ChartLabels -> {"a", "b", "c"}]
p3909
sg8
(lp3910
(dp3911
g11
(lp3912
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="247px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-4.173160 -14.610939 405.173160 276.435473">
                <rect x="16.883117" y="168.554724" width="58.441558" height="56.184908" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: rgb(94.117647%, 64.705882%, 69.019608%); fill-opacity: 1.0" />
<rect x="79.220779" y="112.369816" width="58.441558" height="112.369816" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: rgb(54.901961%, 52.156863%, 21.176471%); fill-opacity: 1.0" />
<rect x="141.558442" y="56.184908" width="58.441558" height="168.554724" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: rgb(98.039216%, 81.568627%, 38.823529%); fill-opacity: 1.0" />
<rect x="216.883117" y="112.369816" width="58.441558" height="112.369816" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: rgb(94.117647%, 64.705882%, 69.019608%); fill-opacity: 1.0" />
<rect x="279.220779" y="56.184908" width="58.441558" height="168.554724" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: rgb(54.901961%, 52.156863%, 21.176471%); fill-opacity: 1.0" />
<rect x="341.558442" y="0.000000" width="58.441558" height="224.739632" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: rgb(98.039216%, 81.568627%, 38.823529%); fill-opacity: 1.0" />
<polyline points="6.493506,224.739632 400.000000,224.739632" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="16.883117,224.739632 16.883117,235.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="200.000000,224.739632 200.000000,235.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="216.883117,224.739632 216.883117,235.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="400.000000,224.739632 400.000000,235.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="46.103896" y="235.976614" ox="0.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>a</mtext></math></foreignObject>
<foreignObject x="108.441558" y="235.976614" ox="0.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>b</mtext></math></foreignObject>
<foreignObject x="170.779221" y="235.976614" ox="0.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>c</mtext></math></foreignObject>
<foreignObject x="246.103896" y="235.976614" ox="0.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>a</mtext></math></foreignObject>
<foreignObject x="308.441558" y="235.976614" ox="0.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>b</mtext></math></foreignObject>
<foreignObject x="370.779221" y="235.976614" ox="0.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>c</mtext></math></foreignObject>
<polyline points="6.493506,260.157867 6.493506,-12.944272" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="3.826840" y="168.554724" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1</mn></math></foreignObject>
<foreignObject x="3.826840" y="112.369816" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>2</mn></math></foreignObject>
<foreignObject x="3.826840" y="56.184908" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>3</mn></math></foreignObject>
<foreignObject x="3.826840" y="0.000000" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>4</mn></math></foreignObject>
<polyline points="6.493506,168.554724 13.160173,168.554724" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="6.493506,112.369816 13.160173,112.369816" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="6.493506,56.184908 13.160173,56.184908" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="6.493506,0.000000 13.160173,0.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="6.493506,247.213595 10.493506,247.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="6.493506,235.976614 10.493506,235.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="6.493506,213.502651 10.493506,213.502651" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="6.493506,202.265669 10.493506,202.265669" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="6.493506,191.028687 10.493506,191.028687" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="6.493506,179.791706 10.493506,179.791706" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="6.493506,157.317743 10.493506,157.317743" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="6.493506,146.080761 10.493506,146.080761" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="6.493506,134.843779 10.493506,134.843779" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="6.493506,123.606798 10.493506,123.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="6.493506,101.132835 10.493506,101.132835" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="6.493506,89.895853 10.493506,89.895853" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="6.493506,78.658871 10.493506,78.658871" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="6.493506,67.421890 10.493506,67.421890" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="6.493506,44.947926 10.493506,44.947926" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="6.493506,33.710945 10.493506,33.710945" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="6.493506,22.473963 10.493506,22.473963" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="6.493506,11.236982 10.493506,11.236982" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
            </svg>
        "/></mstyle></math>
p3913
sg15
I4
sass(g1709
g3876
g3885
I4
tp3914
(dp3915
g6
VBarChart[{{1, 5}, {3, 4}}, ChartStyle -> {{EdgeForm[Thin], White}, {EdgeForm[Thick], White}}]
p3916
sg8
(lp3917
(dp3918
g11
(lp3919
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="247px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-1.232704 -14.610939 402.232704 276.435473">
                <rect x="24.528302" y="197.770876" width="84.905660" height="49.442719" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: rgb(100.000000%, 100.000000%, 100.000000%); fill-opacity: 1.0" />
<rect x="115.094340" y="0.000000" width="84.905660" height="247.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 2.666667px; fill: rgb(100.000000%, 100.000000%, 100.000000%); fill-opacity: 1.0" />
<rect x="224.528302" y="98.885438" width="84.905660" height="148.328157" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: rgb(100.000000%, 100.000000%, 100.000000%); fill-opacity: 1.0" />
<rect x="315.094340" y="49.442719" width="84.905660" height="197.770876" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 2.666667px; fill: rgb(100.000000%, 100.000000%, 100.000000%); fill-opacity: 1.0" />
<polyline points="9.433962,247.213595 400.000000,247.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="24.528302,247.213595 24.528302,257.102139" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="200.000000,247.213595 200.000000,257.102139" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="224.528302,247.213595 224.528302,257.102139" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="400.000000,247.213595 400.000000,257.102139" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="9.433962,260.157867 9.433962,-12.944272" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="6.767296" y="197.770876" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1</mn></math></foreignObject>
<foreignObject x="6.767296" y="148.328157" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>2</mn></math></foreignObject>
<foreignObject x="6.767296" y="98.885438" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>3</mn></math></foreignObject>
<foreignObject x="6.767296" y="49.442719" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>4</mn></math></foreignObject>
<foreignObject x="6.767296" y="0.000000" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>5</mn></math></foreignObject>
<polyline points="9.433962,197.770876 16.100629,197.770876" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="9.433962,148.328157 16.100629,148.328157" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="9.433962,98.885438 16.100629,98.885438" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="9.433962,49.442719 16.100629,49.442719" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="9.433962,0.000000 16.100629,0.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="9.433962,237.325052 13.433962,237.325052" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="9.433962,227.436508 13.433962,227.436508" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="9.433962,217.547964 13.433962,217.547964" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="9.433962,207.659420 13.433962,207.659420" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="9.433962,187.882333 13.433962,187.882333" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="9.433962,177.993789 13.433962,177.993789" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="9.433962,168.105245 13.433962,168.105245" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="9.433962,158.216701 13.433962,158.216701" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="9.433962,138.439613 13.433962,138.439613" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="9.433962,128.551070 13.433962,128.551070" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="9.433962,118.662526 13.433962,118.662526" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="9.433962,108.773982 13.433962,108.773982" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="9.433962,88.996894 13.433962,88.996894" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="9.433962,79.108351 13.433962,79.108351" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="9.433962,69.219807 13.433962,69.219807" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="9.433962,59.331263 13.433962,59.331263" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="9.433962,39.554175 13.433962,39.554175" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="9.433962,29.665631 13.433962,29.665631" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="9.433962,19.777088 13.433962,19.777088" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="9.433962,9.888544 13.433962,9.888544" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
            </svg>
        "/></mstyle></math>
p3920
sg15
I5
sass(g1709
g3876
VBottom
p3921
I0
tp3922
(dp3923
g6
VListLinePlot[Table[Sin[x], {x, -5, 5, 0.5}], Filling->Bottom]
p3924
sg8
(lp3925
(dp3926
g11
(lp3927
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="247px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-31.666667 -14.610939 449.333333 276.435473">
                <polyline points="18.181818,15.582050 36.363636,13.486064 54.545455,38.351475 72.727273,84.090362 90.909091,139.504250 109.090909,191.025888 127.272727,226.040981 145.454545,235.976614 163.636364,218.400196 181.818182,177.615049 200.000000,123.606798 218.181818,69.598547 236.363636,28.813399 254.545455,11.236982 272.727273,21.172614 290.909091,56.187707 309.090909,107.709345 327.272727,163.123234 345.454545,208.862121 363.636364,233.727531 381.818182,231.631546" style="stroke: rgb(24.720000%, 24.000000%, 60.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polygon points="18.181818,15.582050 36.363636,13.486064 54.545455,38.351475 72.727273,84.090362 90.909091,139.504250 109.090909,191.025888 127.272727,226.040981 145.454545,235.976614 163.636364,218.400196 181.818182,177.615049 200.000000,123.606798 218.181818,69.598547 236.363636,28.813399 254.545455,11.236982 272.727273,21.172614 290.909091,56.187707 309.090909,107.709345 327.272727,163.123234 345.454545,208.862121 363.636364,233.727531 381.818182,231.631546 381.818182,247.213595 18.181818,247.213595" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 0.2" />
<polyline points="-16.000000,123.606798 416.000000,123.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="90.909091" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>5</mn></math></foreignObject>
<foreignObject x="181.818182" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>10</mn></math></foreignObject>
<foreignObject x="272.727273" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>15</mn></math></foreignObject>
<foreignObject x="363.636364" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>20</mn></math></foreignObject>
<polyline points="90.909091,123.606798 90.909091,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="181.818182,123.606798 181.818182,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="272.727273,123.606798 272.727273,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="363.636364,123.606798 363.636364,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="18.181818,123.606798 18.181818,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="36.363636,123.606798 36.363636,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="54.545455,123.606798 54.545455,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="72.727273,123.606798 72.727273,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="109.090909,123.606798 109.090909,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="127.272727,123.606798 127.272727,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="145.454545,123.606798 145.454545,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="163.636364,123.606798 163.636364,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,123.606798 200.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="218.181818,123.606798 218.181818,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="236.363636,123.606798 236.363636,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="254.545455,123.606798 254.545455,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="290.909091,123.606798 290.909091,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="309.090909,123.606798 309.090909,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="327.272727,123.606798 327.272727,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="345.454545,123.606798 345.454545,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="381.818182,123.606798 381.818182,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="400.000000,123.606798 400.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="0.000000,260.157867 0.000000,-12.944272" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="-2.666667" y="236.258809" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-1.0</mtext></math></foreignObject>
<foreignObject x="-2.666667" y="179.932803" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-0.5</mtext></math></foreignObject>
<foreignObject x="-2.666667" y="67.280792" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.5</mn></math></foreignObject>
<foreignObject x="-2.666667" y="10.954787" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1.0</mn></math></foreignObject>
<polyline points="0.000000,236.258809 6.666667,236.258809" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,179.932803 6.666667,179.932803" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,67.280792 6.666667,67.280792" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,10.954787 6.666667,10.954787" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,247.524010 4.000000,247.524010" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,224.993608 4.000000,224.993608" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,213.728406 4.000000,213.728406" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,202.463205 4.000000,202.463205" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,191.198004 4.000000,191.198004" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,168.667602 4.000000,168.667602" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,157.402401 4.000000,157.402401" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,146.137200 4.000000,146.137200" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,134.871999 4.000000,134.871999" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,112.341597 4.000000,112.341597" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,101.076396 4.000000,101.076396" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,89.811194 4.000000,89.811194" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,78.545993 4.000000,78.545993" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,56.015591 4.000000,56.015591" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,44.750390 4.000000,44.750390" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,33.485189 4.000000,33.485189" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,22.219988 4.000000,22.219988" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,-0.310414 4.000000,-0.310414" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
            </svg>
        "/></mstyle></math>
p3928
sg15
I1
sass(g1709
g3876
VColorData
p3929
I0
tp3930
(dp3931
g6
VUnprotect[ColorData]; ColorData["test"] := ColorDataFunction["test", "Gradients", {0, 1}, Blend[{Red, Green, Blue}, #1] &]; Protect[ColorData]
p3932
sg8
(lp3933
(dp3934
g11
(lp3935
sg13
Nsg15
I1
sass(g1709
g3876
g3929
I1
tp3936
(dp3937
g6
V{DensityPlot[x + y, {x, -1, 1}, {y, -1, 1}], DensityPlot[x + y, {x, -1, 1}, {y, -1, 1}, ColorFunction->"test"]}
p3938
sg8
(lp3939
(dp3940
g11
(lp3941
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mglyph width="175px" height="175px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-1.666667 -1.666667 178.333333 178.333333">
                <meshgradient data="[[[[0.0, 175.0], [0.293416, 0.0574044, 0.529412]], [[0.0, 150.0], [0.35135992857142856, 0.15815309999999994, 0.6108592142857142]], [[25.0, 175.0], [0.35135992857142856, 0.15815309999999994, 0.6108592142857142]]], [[[0.0, 150.0], [0.35135992857142856, 0.15815309999999994, 0.6108592142857142]], [[25.0, 175.0], [0.35135992857142856, 0.15815309999999994, 0.6108592142857142]], [[25.0, 150.0], [0.4093038571428571, 0.25890179999999996, 0.6923064285714284]]], [[[0.0, 150.0], [0.35135992857142856, 0.15815309999999994, 0.6108592142857142]], [[0.0, 125.0], [0.4093038571428571, 0.25890179999999996, 0.6923064285714284]], [[25.0, 150.0], [0.4093038571428571, 0.25890179999999996, 0.6923064285714284]]], [[[0.0, 125.0], [0.4093038571428571, 0.25890179999999996, 0.6923064285714284]], [[25.0, 150.0], [0.4093038571428571, 0.25890179999999996, 0.6923064285714284]], [[25.0, 125.0], [0.4672477857142857, 0.3596505, 0.7737536428571428]]], [[[0.0, 125.0], [0.4093038571428571, 0.25890179999999996, 0.6923064285714284]], [[0.0, 100.0], [0.4672477857142857, 0.3596505, 0.7737536428571428]], [[25.0, 125.0], [0.4672477857142857, 0.3596505, 0.7737536428571428]]], [[[0.0, 100.0], [0.4672477857142857, 0.3596505, 0.7737536428571428]], [[25.0, 125.0], [0.4672477857142857, 0.3596505, 0.7737536428571428]], [[25.0, 100.0], [0.5251917142857143, 0.4603991999999999, 0.8552008571428571]]], [[[0.0, 100.0], [0.4672477857142857, 0.3596505, 0.7737536428571428]], [[0.0, 75.0], [0.5251917142857143, 0.4603991999999999, 0.8552008571428571]], [[25.0, 100.0], [0.5251917142857143, 0.4603991999999999, 0.8552008571428571]]], [[[0.0, 75.0], [0.5251917142857143, 0.4603991999999999, 0.8552008571428571]], [[25.0, 100.0], [0.5251917142857143, 0.4603991999999999, 0.8552008571428571]], [[25.0, 75.0], [0.5780217142857142, 0.5503816428571427, 0.9098227142857142]]], [[[0.0, 75.0], [0.5251917142857143, 0.4603991999999999, 0.8552008571428571]], [[0.0, 50.0], [0.5780217142857142, 0.5503816428571427, 0.9098227142857142]], [[25.0, 75.0], [0.5780217142857142, 0.5503816428571427, 0.9098227142857142]]], [[[0.0, 50.0], [0.5780217142857142, 0.5503816428571427, 0.9098227142857142]], [[25.0, 75.0], [0.5780217142857142, 0.5503816428571427, 0.9098227142857142]], [[25.0, 50.0], [0.6206238571428572, 0.6188315714285715, 0.9107938571428571]]], [[[0.0, 50.0], [0.5780217142857142, 0.5503816428571427, 0.9098227142857142]], [[0.0, 25.0], [0.6206238571428572, 0.6188315714285715, 0.9107938571428571]], [[25.0, 50.0], [0.6206238571428572, 0.6188315714285715, 0.9107938571428571]]], [[[0.0, 25.0], [0.6206238571428572, 0.6188315714285715, 0.9107938571428571]], [[25.0, 50.0], [0.6206238571428572, 0.6188315714285715, 0.9107938571428571]], [[25.0, 25.0], [0.663226, 0.6872815, 0.9117649999999999]]], [[[0.0, 25.0], [0.6206238571428572, 0.6188315714285715, 0.9107938571428571]], [[0.0, 0.0], [0.663226, 0.6872815, 0.9117649999999999]], [[25.0, 25.0], [0.663226, 0.6872815, 0.9117649999999999]]], [[[0.0, 0.0], [0.663226, 0.6872815, 0.9117649999999999]], [[25.0, 25.0], [0.663226, 0.6872815, 0.9117649999999999]], [[25.0, 0.0], [0.7058281428571428, 0.7557314285714285, 0.9127361428571429]]], [[[25.0, 175.0], [0.35135992857142856, 0.15815309999999994, 0.6108592142857142]], [[25.0, 150.0], [0.4093038571428571, 0.25890179999999996, 0.6923064285714284]], [[50.0, 175.0], [0.4093038571428571, 0.25890179999999996, 0.6923064285714284]]], [[[25.0, 150.0], [0.4093038571428571, 0.25890179999999996, 0.6923064285714284]], [[50.0, 175.0], [0.4093038571428571, 0.25890179999999996, 0.6923064285714284]], [[50.0, 150.0], [0.4672477857142857, 0.3596505, 0.7737536428571428]]], [[[25.0, 150.0], [0.4093038571428571, 0.25890179999999996, 0.6923064285714284]], [[25.0, 125.0], [0.4672477857142857, 0.3596505, 0.7737536428571428]], [[50.0, 150.0], [0.4672477857142857, 0.3596505, 0.7737536428571428]]], [[[25.0, 125.0], [0.4672477857142857, 0.3596505, 0.7737536428571428]], [[50.0, 150.0], [0.4672477857142857, 0.3596505, 0.7737536428571428]], [[50.0, 125.0], [0.5251917142857143, 0.4603991999999999, 0.8552008571428571]]], [[[25.0, 125.0], [0.4672477857142857, 0.3596505, 0.7737536428571428]], [[25.0, 100.0], [0.5251917142857143, 0.4603991999999999, 0.8552008571428571]], [[50.0, 125.0], [0.5251917142857143, 0.4603991999999999, 0.8552008571428571]]], [[[25.0, 100.0], [0.5251917142857143, 0.4603991999999999, 0.8552008571428571]], [[50.0, 125.0], [0.5251917142857143, 0.4603991999999999, 0.8552008571428571]], [[50.0, 100.0], [0.5780217142857142, 0.5503816428571427, 0.9098227142857142]]], [[[25.0, 100.0], [0.5251917142857143, 0.4603991999999999, 0.8552008571428571]], [[25.0, 75.0], [0.5780217142857142, 0.5503816428571427, 0.9098227142857142]], [[50.0, 100.0], [0.5780217142857142, 0.5503816428571427, 0.9098227142857142]]], [[[25.0, 75.0], [0.5780217142857142, 0.5503816428571427, 0.9098227142857142]], [[50.0, 100.0], [0.5780217142857142, 0.5503816428571427, 0.9098227142857142]], [[50.0, 75.0], [0.6206238571428572, 0.6188315714285715, 0.9107938571428571]]], [[[25.0, 75.0], [0.5780217142857142, 0.5503816428571427, 0.9098227142857142]], [[25.0, 50.0], [0.6206238571428572, 0.6188315714285715, 0.9107938571428571]], [[50.0, 75.0], [0.6206238571428572, 0.6188315714285715, 0.9107938571428571]]], [[[25.0, 50.0], [0.6206238571428572, 0.6188315714285715, 0.9107938571428571]], [[50.0, 75.0], [0.6206238571428572, 0.6188315714285715, 0.9107938571428571]], [[50.0, 50.0], [0.663226, 0.6872815, 0.9117649999999999]]], [[[25.0, 50.0], [0.6206238571428572, 0.6188315714285715, 0.9107938571428571]], [[25.0, 25.0], [0.663226, 0.6872815, 0.9117649999999999]], [[50.0, 50.0], [0.663226, 0.6872815, 0.9117649999999999]]], [[[25.0, 25.0], [0.663226, 0.6872815, 0.9117649999999999]], [[50.0, 50.0], [0.663226, 0.6872815, 0.9117649999999999]], [[50.0, 25.0], [0.7058281428571428, 0.7557314285714285, 0.9127361428571429]]], [[[25.0, 25.0], [0.663226, 0.6872815, 0.9117649999999999]], [[25.0, 0.0], [0.7058281428571428, 0.7557314285714285, 0.9127361428571429]], [[50.0, 25.0], [0.7058281428571428, 0.7557314285714285, 0.9127361428571429]]], [[[25.0, 0.0], [0.7058281428571428, 0.7557314285714285, 0.9127361428571429]], [[50.0, 25.0], [0.7058281428571428, 0.7557314285714285, 0.9127361428571429]], [[50.0, 0.0], [0.7484302857142857, 0.8241813571428571, 0.9137072857142857]]], [[[50.0, 175.0], [0.4093038571428571, 0.25890179999999996, 0.6923064285714284]], [[50.0, 150.0], [0.4672477857142857, 0.3596505, 0.7737536428571428]], [[75.0, 175.0], [0.4672477857142857, 0.3596505, 0.7737536428571428]]], [[[50.0, 150.0], [0.4672477857142857, 0.3596505, 0.7737536428571428]], [[75.0, 175.0], [0.4672477857142857, 0.3596505, 0.7737536428571428]], [[75.0, 150.0], [0.5251917142857143, 0.4603991999999999, 0.8552008571428571]]], [[[50.0, 150.0], [0.4672477857142857, 0.3596505, 0.7737536428571428]], [[50.0, 125.0], [0.5251917142857143, 0.4603991999999999, 0.8552008571428571]], [[75.0, 150.0], [0.5251917142857143, 0.4603991999999999, 0.8552008571428571]]], [[[50.0, 125.0], [0.5251917142857143, 0.4603991999999999, 0.8552008571428571]], [[75.0, 150.0], [0.5251917142857143, 0.4603991999999999, 0.8552008571428571]], [[75.0, 125.0], [0.5780217142857142, 0.5503816428571427, 0.9098227142857142]]], [[[50.0, 125.0], [0.5251917142857143, 0.4603991999999999, 0.8552008571428571]], [[50.0, 100.0], [0.5780217142857142, 0.5503816428571427, 0.9098227142857142]], [[75.0, 125.0], [0.5780217142857142, 0.5503816428571427, 0.9098227142857142]]], [[[50.0, 100.0], [0.5780217142857142, 0.5503816428571427, 0.9098227142857142]], [[75.0, 125.0], [0.5780217142857142, 0.5503816428571427, 0.9098227142857142]], [[75.0, 100.0], [0.6206238571428572, 0.6188315714285715, 0.9107938571428571]]], [[[50.0, 100.0], [0.5780217142857142, 0.5503816428571427, 0.9098227142857142]], [[50.0, 75.0], [0.6206238571428572, 0.6188315714285715, 0.9107938571428571]], [[75.0, 100.0], [0.6206238571428572, 0.6188315714285715, 0.9107938571428571]]], [[[50.0, 75.0], [0.6206238571428572, 0.6188315714285715, 0.9107938571428571]], [[75.0, 100.0], [0.6206238571428572, 0.6188315714285715, 0.9107938571428571]], [[75.0, 75.0], [0.663226, 0.6872815, 0.9117649999999999]]], [[[50.0, 75.0], [0.6206238571428572, 0.6188315714285715, 0.9107938571428571]], [[50.0, 50.0], [0.663226, 0.6872815, 0.9117649999999999]], [[75.0, 75.0], [0.663226, 0.6872815, 0.9117649999999999]]], [[[50.0, 50.0], [0.663226, 0.6872815, 0.9117649999999999]], [[75.0, 75.0], [0.663226, 0.6872815, 0.9117649999999999]], [[75.0, 50.0], [0.7058281428571428, 0.7557314285714285, 0.9127361428571429]]], [[[50.0, 50.0], [0.663226, 0.6872815, 0.9117649999999999]], [[50.0, 25.0], [0.7058281428571428, 0.7557314285714285, 0.9127361428571429]], [[75.0, 50.0], [0.7058281428571428, 0.7557314285714285, 0.9127361428571429]]], [[[50.0, 25.0], [0.7058281428571428, 0.7557314285714285, 0.9127361428571429]], [[75.0, 50.0], [0.7058281428571428, 0.7557314285714285, 0.9127361428571429]], [[75.0, 25.0], [0.7484302857142857, 0.8241813571428571, 0.9137072857142857]]], [[[50.0, 25.0], [0.7058281428571428, 0.7557314285714285, 0.9127361428571429]], [[50.0, 0.0], [0.7484302857142857, 0.8241813571428571, 0.9137072857142857]], [[75.0, 25.0], [0.7484302857142857, 0.8241813571428571, 0.9137072857142857]]], [[[50.0, 0.0], [0.7484302857142857, 0.8241813571428571, 0.9137072857142857]], [[75.0, 25.0], [0.7484302857142857, 0.8241813571428571, 0.9137072857142857]], [[75.0, 0.0], [0.7881374285714285, 0.8555037142857143, 0.902604142857143]]], [[[75.0, 175.0], [0.4672477857142857, 0.3596505, 0.7737536428571428]], [[75.0, 150.0], [0.5251917142857143, 0.4603991999999999, 0.8552008571428571]], [[100.0, 175.0], [0.5251917142857143, 0.4603991999999999, 0.8552008571428571]]], [[[75.0, 150.0], [0.5251917142857143, 0.4603991999999999, 0.8552008571428571]], [[100.0, 175.0], [0.5251917142857143, 0.4603991999999999, 0.8552008571428571]], [[100.0, 150.0], [0.5780217142857142, 0.5503816428571427, 0.9098227142857142]]], [[[75.0, 150.0], [0.5251917142857143, 0.4603991999999999, 0.8552008571428571]], [[75.0, 125.0], [0.5780217142857142, 0.5503816428571427, 0.9098227142857142]], [[100.0, 150.0], [0.5780217142857142, 0.5503816428571427, 0.9098227142857142]]], [[[75.0, 125.0], [0.5780217142857142, 0.5503816428571427, 0.9098227142857142]], [[100.0, 150.0], [0.5780217142857142, 0.5503816428571427, 0.9098227142857142]], [[100.0, 125.0], [0.6206238571428572, 0.6188315714285715, 0.9107938571428571]]], [[[75.0, 125.0], [0.5780217142857142, 0.5503816428571427, 0.9098227142857142]], [[75.0, 100.0], [0.6206238571428572, 0.6188315714285715, 0.9107938571428571]], [[100.0, 125.0], [0.6206238571428572, 0.6188315714285715, 0.9107938571428571]]], [[[75.0, 100.0], [0.6206238571428572, 0.6188315714285715, 0.9107938571428571]], [[100.0, 125.0], [0.6206238571428572, 0.6188315714285715, 0.9107938571428571]], [[100.0, 100.0], [0.663226, 0.6872815, 0.9117649999999999]]], [[[75.0, 100.0], [0.6206238571428572, 0.6188315714285715, 0.9107938571428571]], [[75.0, 75.0], [0.663226, 0.6872815, 0.9117649999999999]], [[100.0, 100.0], [0.663226, 0.6872815, 0.9117649999999999]]], [[[75.0, 75.0], [0.663226, 0.6872815, 0.9117649999999999]], [[100.0, 100.0], [0.663226, 0.6872815, 0.9117649999999999]], [[100.0, 75.0], [0.7058281428571428, 0.7557314285714285, 0.9127361428571429]]], [[[75.0, 75.0], [0.663226, 0.6872815, 0.9117649999999999]], [[75.0, 50.0], [0.7058281428571428, 0.7557314285714285, 0.9127361428571429]], [[100.0, 75.0], [0.7058281428571428, 0.7557314285714285, 0.9127361428571429]]], [[[75.0, 50.0], [0.7058281428571428, 0.7557314285714285, 0.9127361428571429]], [[100.0, 75.0], [0.7058281428571428, 0.7557314285714285, 0.9127361428571429]], [[100.0, 50.0], [0.7484302857142857, 0.8241813571428571, 0.9137072857142857]]], [[[75.0, 50.0], [0.7058281428571428, 0.7557314285714285, 0.9127361428571429]], [[75.0, 25.0], [0.7484302857142857, 0.8241813571428571, 0.9137072857142857]], [[100.0, 50.0], [0.7484302857142857, 0.8241813571428571, 0.9137072857142857]]], [[[75.0, 25.0], [0.7484302857142857, 0.8241813571428571, 0.9137072857142857]], [[100.0, 50.0], [0.7484302857142857, 0.8241813571428571, 0.9137072857142857]], [[100.0, 25.0], [0.7881374285714285, 0.8555037142857143, 0.902604142857143]]], [[[75.0, 25.0], [0.7484302857142857, 0.8241813571428571, 0.9137072857142857]], [[75.0, 0.0], [0.7881374285714285, 0.8555037142857143, 0.902604142857143]], [[100.0, 25.0], [0.7881374285714285, 0.8555037142857143, 0.902604142857143]]], [[[75.0, 0.0], [0.7881374285714285, 0.8555037142857143, 0.902604142857143]], [[100.0, 25.0], [0.7881374285714285, 0.8555037142857143, 0.902604142857143]], [[100.0, 0.0], [0.8263970714285713, 0.8682622857142858, 0.8854638571428572]]], [[[100.0, 175.0], [0.5251917142857143, 0.4603991999999999, 0.8552008571428571]], [[100.0, 150.0], [0.5780217142857142, 0.5503816428571427, 0.9098227142857142]], [[125.0, 175.0], [0.5780217142857142, 0.5503816428571427, 0.9098227142857142]]], [[[100.0, 150.0], [0.5780217142857142, 0.5503816428571427, 0.9098227142857142]], [[125.0, 175.0], [0.5780217142857142, 0.5503816428571427, 0.9098227142857142]], [[125.0, 150.0], [0.6206238571428572, 0.6188315714285715, 0.9107938571428571]]], [[[100.0, 150.0], [0.5780217142857142, 0.5503816428571427, 0.9098227142857142]], [[100.0, 125.0], [0.6206238571428572, 0.6188315714285715, 0.9107938571428571]], [[125.0, 150.0], [0.6206238571428572, 0.6188315714285715, 0.9107938571428571]]], [[[100.0, 125.0], [0.6206238571428572, 0.6188315714285715, 0.9107938571428571]], [[125.0, 150.0], [0.6206238571428572, 0.6188315714285715, 0.9107938571428571]], [[125.0, 125.0], [0.663226, 0.6872815, 0.9117649999999999]]], [[[100.0, 125.0], [0.6206238571428572, 0.6188315714285715, 0.9107938571428571]], [[100.0, 100.0], [0.663226, 0.6872815, 0.9117649999999999]], [[125.0, 125.0], [0.663226, 0.6872815, 0.9117649999999999]]], [[[100.0, 100.0], [0.663226, 0.6872815, 0.9117649999999999]], [[125.0, 125.0], [0.663226, 0.6872815, 0.9117649999999999]], [[125.0, 100.0], [0.7058281428571428, 0.7557314285714285, 0.9127361428571429]]], [[[100.0, 100.0], [0.663226, 0.6872815, 0.9117649999999999]], [[100.0, 75.0], [0.7058281428571428, 0.7557314285714285, 0.9127361428571429]], [[125.0, 100.0], [0.7058281428571428, 0.7557314285714285, 0.9127361428571429]]], [[[100.0, 75.0], [0.7058281428571428, 0.7557314285714285, 0.9127361428571429]], [[125.0, 100.0], [0.7058281428571428, 0.7557314285714285, 0.9127361428571429]], [[125.0, 75.0], [0.7484302857142857, 0.8241813571428571, 0.9137072857142857]]], [[[100.0, 75.0], [0.7058281428571428, 0.7557314285714285, 0.9127361428571429]], [[100.0, 50.0], [0.7484302857142857, 0.8241813571428571, 0.9137072857142857]], [[125.0, 75.0], [0.7484302857142857, 0.8241813571428571, 0.9137072857142857]]], [[[100.0, 50.0], [0.7484302857142857, 0.8241813571428571, 0.9137072857142857]], [[125.0, 75.0], [0.7484302857142857, 0.8241813571428571, 0.9137072857142857]], [[125.0, 50.0], [0.7881374285714285, 0.8555037142857143, 0.902604142857143]]], [[[100.0, 50.0], [0.7484302857142857, 0.8241813571428571, 0.9137072857142857]], [[100.0, 25.0], [0.7881374285714285, 0.8555037142857143, 0.902604142857143]], [[125.0, 50.0], [0.7881374285714285, 0.8555037142857143, 0.902604142857143]]], [[[100.0, 25.0], [0.7881374285714285, 0.8555037142857143, 0.902604142857143]], [[125.0, 50.0], [0.7881374285714285, 0.8555037142857143, 0.902604142857143]], [[125.0, 25.0], [0.8263970714285713, 0.8682622857142858, 0.8854638571428572]]], [[[100.0, 25.0], [0.7881374285714285, 0.8555037142857143, 0.902604142857143]], [[100.0, 0.0], [0.8263970714285713, 0.8682622857142858, 0.8854638571428572]], [[125.0, 25.0], [0.8263970714285713, 0.8682622857142858, 0.8854638571428572]]], [[[100.0, 0.0], [0.8263970714285713, 0.8682622857142858, 0.8854638571428572]], [[125.0, 25.0], [0.8263970714285713, 0.8682622857142858, 0.8854638571428572]], [[125.0, 0.0], [0.8646567142857144, 0.8810208571428572, 0.8683235714285714]]], [[[125.0, 175.0], [0.5780217142857142, 0.5503816428571427, 0.9098227142857142]], [[125.0, 150.0], [0.6206238571428572, 0.6188315714285715, 0.9107938571428571]], [[150.0, 175.0], [0.6206238571428572, 0.6188315714285715, 0.9107938571428571]]], [[[125.0, 150.0], [0.6206238571428572, 0.6188315714285715, 0.9107938571428571]], [[150.0, 175.0], [0.6206238571428572, 0.6188315714285715, 0.9107938571428571]], [[150.0, 150.0], [0.663226, 0.6872815, 0.9117649999999999]]], [[[125.0, 150.0], [0.6206238571428572, 0.6188315714285715, 0.9107938571428571]], [[125.0, 125.0], [0.663226, 0.6872815, 0.9117649999999999]], [[150.0, 150.0], [0.663226, 0.6872815, 0.9117649999999999]]], [[[125.0, 125.0], [0.663226, 0.6872815, 0.9117649999999999]], [[150.0, 150.0], [0.663226, 0.6872815, 0.9117649999999999]], [[150.0, 125.0], [0.7058281428571428, 0.7557314285714285, 0.9127361428571429]]], [[[125.0, 125.0], [0.663226, 0.6872815, 0.9117649999999999]], [[125.0, 100.0], [0.7058281428571428, 0.7557314285714285, 0.9127361428571429]], [[150.0, 125.0], [0.7058281428571428, 0.7557314285714285, 0.9127361428571429]]], [[[125.0, 100.0], [0.7058281428571428, 0.7557314285714285, 0.9127361428571429]], [[150.0, 125.0], [0.7058281428571428, 0.7557314285714285, 0.9127361428571429]], [[150.0, 100.0], [0.7484302857142857, 0.8241813571428571, 0.9137072857142857]]], [[[125.0, 100.0], [0.7058281428571428, 0.7557314285714285, 0.9127361428571429]], [[125.0, 75.0], [0.7484302857142857, 0.8241813571428571, 0.9137072857142857]], [[150.0, 100.0], [0.7484302857142857, 0.8241813571428571, 0.9137072857142857]]], [[[125.0, 75.0], [0.7484302857142857, 0.8241813571428571, 0.9137072857142857]], [[150.0, 100.0], [0.7484302857142857, 0.8241813571428571, 0.9137072857142857]], [[150.0, 75.0], [0.7881374285714285, 0.8555037142857143, 0.902604142857143]]], [[[125.0, 75.0], [0.7484302857142857, 0.8241813571428571, 0.9137072857142857]], [[125.0, 50.0], [0.7881374285714285, 0.8555037142857143, 0.902604142857143]], [[150.0, 75.0], [0.7881374285714285, 0.8555037142857143, 0.902604142857143]]], [[[125.0, 50.0], [0.7881374285714285, 0.8555037142857143, 0.902604142857143]], [[150.0, 75.0], [0.7881374285714285, 0.8555037142857143, 0.902604142857143]], [[150.0, 50.0], [0.8263970714285713, 0.8682622857142858, 0.8854638571428572]]], [[[125.0, 50.0], [0.7881374285714285, 0.8555037142857143, 0.902604142857143]], [[125.0, 25.0], [0.8263970714285713, 0.8682622857142858, 0.8854638571428572]], [[150.0, 50.0], [0.8263970714285713, 0.8682622857142858, 0.8854638571428572]]], [[[125.0, 25.0], [0.8263970714285713, 0.8682622857142858, 0.8854638571428572]], [[150.0, 50.0], [0.8263970714285713, 0.8682622857142858, 0.8854638571428572]], [[150.0, 25.0], [0.8646567142857144, 0.8810208571428572, 0.8683235714285714]]], [[[125.0, 25.0], [0.8263970714285713, 0.8682622857142858, 0.8854638571428572]], [[125.0, 0.0], [0.8646567142857144, 0.8810208571428572, 0.8683235714285714]], [[150.0, 25.0], [0.8646567142857144, 0.8810208571428572, 0.8683235714285714]]], [[[125.0, 0.0], [0.8646567142857144, 0.8810208571428572, 0.8683235714285714]], [[150.0, 25.0], [0.8646567142857144, 0.8810208571428572, 0.8683235714285714]], [[150.0, 0.0], [0.9029163571428572, 0.8937794285714284, 0.8511832857142857]]], [[[150.0, 175.0], [0.6206238571428572, 0.6188315714285715, 0.9107938571428571]], [[150.0, 150.0], [0.663226, 0.6872815, 0.9117649999999999]], [[175.0, 175.0], [0.663226, 0.6872815, 0.9117649999999999]]], [[[150.0, 150.0], [0.663226, 0.6872815, 0.9117649999999999]], [[175.0, 175.0], [0.663226, 0.6872815, 0.9117649999999999]], [[175.0, 150.0], [0.7058281428571428, 0.7557314285714285, 0.9127361428571429]]], [[[150.0, 150.0], [0.663226, 0.6872815, 0.9117649999999999]], [[150.0, 125.0], [0.7058281428571428, 0.7557314285714285, 0.9127361428571429]], [[175.0, 150.0], [0.7058281428571428, 0.7557314285714285, 0.9127361428571429]]], [[[150.0, 125.0], [0.7058281428571428, 0.7557314285714285, 0.9127361428571429]], [[175.0, 150.0], [0.7058281428571428, 0.7557314285714285, 0.9127361428571429]], [[175.0, 125.0], [0.7484302857142857, 0.8241813571428571, 0.9137072857142857]]], [[[150.0, 125.0], [0.7058281428571428, 0.7557314285714285, 0.9127361428571429]], [[150.0, 100.0], [0.7484302857142857, 0.8241813571428571, 0.9137072857142857]], [[175.0, 125.0], [0.7484302857142857, 0.8241813571428571, 0.9137072857142857]]], [[[150.0, 100.0], [0.7484302857142857, 0.8241813571428571, 0.9137072857142857]], [[175.0, 125.0], [0.7484302857142857, 0.8241813571428571, 0.9137072857142857]], [[175.0, 100.0], [0.7881374285714285, 0.8555037142857143, 0.902604142857143]]], [[[150.0, 100.0], [0.7484302857142857, 0.8241813571428571, 0.9137072857142857]], [[150.0, 75.0], [0.7881374285714285, 0.8555037142857143, 0.902604142857143]], [[175.0, 100.0], [0.7881374285714285, 0.8555037142857143, 0.902604142857143]]], [[[150.0, 75.0], [0.7881374285714285, 0.8555037142857143, 0.902604142857143]], [[175.0, 100.0], [0.7881374285714285, 0.8555037142857143, 0.902604142857143]], [[175.0, 75.0], [0.8263970714285713, 0.8682622857142858, 0.8854638571428572]]], [[[150.0, 75.0], [0.7881374285714285, 0.8555037142857143, 0.902604142857143]], [[150.0, 50.0], [0.8263970714285713, 0.8682622857142858, 0.8854638571428572]], [[175.0, 75.0], [0.8263970714285713, 0.8682622857142858, 0.8854638571428572]]], [[[150.0, 50.0], [0.8263970714285713, 0.8682622857142858, 0.8854638571428572]], [[175.0, 75.0], [0.8263970714285713, 0.8682622857142858, 0.8854638571428572]], [[175.0, 50.0], [0.8646567142857144, 0.8810208571428572, 0.8683235714285714]]], [[[150.0, 50.0], [0.8263970714285713, 0.8682622857142858, 0.8854638571428572]], [[150.0, 25.0], [0.8646567142857144, 0.8810208571428572, 0.8683235714285714]], [[175.0, 50.0], [0.8646567142857144, 0.8810208571428572, 0.8683235714285714]]], [[[150.0, 25.0], [0.8646567142857144, 0.8810208571428572, 0.8683235714285714]], [[175.0, 50.0], [0.8646567142857144, 0.8810208571428572, 0.8683235714285714]], [[175.0, 25.0], [0.9029163571428572, 0.8937794285714284, 0.8511832857142857]]], [[[150.0, 25.0], [0.8646567142857144, 0.8810208571428572, 0.8683235714285714]], [[150.0, 0.0], [0.9029163571428572, 0.8937794285714284, 0.8511832857142857]], [[175.0, 25.0], [0.9029163571428572, 0.8937794285714284, 0.8511832857142857]]], [[[150.0, 0.0], [0.9029163571428572, 0.8937794285714284, 0.8511832857142857]], [[175.0, 25.0], [0.9029163571428572, 0.8937794285714284, 0.8511832857142857]], [[175.0, 0.0], [0.941176, 0.906538, 0.834043]]]]" /><polygon points="0.000000,175.000000 0.000000,150.000000 25.000000,175.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,150.000000 25.000000,175.000000 25.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,150.000000 0.000000,125.000000 25.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,125.000000 25.000000,150.000000 25.000000,125.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,125.000000 0.000000,100.000000 25.000000,125.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,100.000000 25.000000,125.000000 25.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,100.000000 0.000000,75.000000 25.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,75.000000 25.000000,100.000000 25.000000,75.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,75.000000 0.000000,50.000000 25.000000,75.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,50.000000 25.000000,75.000000 25.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,50.000000 0.000000,25.000000 25.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,25.000000 25.000000,50.000000 25.000000,25.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,25.000000 0.000000,0.000000 25.000000,25.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,0.000000 25.000000,25.000000 25.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="25.000000,175.000000 25.000000,150.000000 50.000000,175.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="25.000000,150.000000 50.000000,175.000000 50.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="25.000000,150.000000 25.000000,125.000000 50.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="25.000000,125.000000 50.000000,150.000000 50.000000,125.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="25.000000,125.000000 25.000000,100.000000 50.000000,125.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="25.000000,100.000000 50.000000,125.000000 50.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="25.000000,100.000000 25.000000,75.000000 50.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="25.000000,75.000000 50.000000,100.000000 50.000000,75.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="25.000000,75.000000 25.000000,50.000000 50.000000,75.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="25.000000,50.000000 50.000000,75.000000 50.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="25.000000,50.000000 25.000000,25.000000 50.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="25.000000,25.000000 50.000000,50.000000 50.000000,25.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="25.000000,25.000000 25.000000,0.000000 50.000000,25.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="25.000000,0.000000 50.000000,25.000000 50.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,175.000000 50.000000,150.000000 75.000000,175.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,150.000000 75.000000,175.000000 75.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,150.000000 50.000000,125.000000 75.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,125.000000 75.000000,150.000000 75.000000,125.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,125.000000 50.000000,100.000000 75.000000,125.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,100.000000 75.000000,125.000000 75.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,100.000000 50.000000,75.000000 75.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,75.000000 75.000000,100.000000 75.000000,75.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,75.000000 50.000000,50.000000 75.000000,75.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,50.000000 75.000000,75.000000 75.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,50.000000 50.000000,25.000000 75.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,25.000000 75.000000,50.000000 75.000000,25.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,25.000000 50.000000,0.000000 75.000000,25.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,0.000000 75.000000,25.000000 75.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="75.000000,175.000000 75.000000,150.000000 100.000000,175.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="75.000000,150.000000 100.000000,175.000000 100.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="75.000000,150.000000 75.000000,125.000000 100.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="75.000000,125.000000 100.000000,150.000000 100.000000,125.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="75.000000,125.000000 75.000000,100.000000 100.000000,125.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="75.000000,100.000000 100.000000,125.000000 100.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="75.000000,100.000000 75.000000,75.000000 100.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="75.000000,75.000000 100.000000,100.000000 100.000000,75.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="75.000000,75.000000 75.000000,50.000000 100.000000,75.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="75.000000,50.000000 100.000000,75.000000 100.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="75.000000,50.000000 75.000000,25.000000 100.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="75.000000,25.000000 100.000000,50.000000 100.000000,25.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="75.000000,25.000000 75.000000,0.000000 100.000000,25.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="75.000000,0.000000 100.000000,25.000000 100.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,175.000000 100.000000,150.000000 125.000000,175.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,150.000000 125.000000,175.000000 125.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,150.000000 100.000000,125.000000 125.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,125.000000 125.000000,150.000000 125.000000,125.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,125.000000 100.000000,100.000000 125.000000,125.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,100.000000 125.000000,125.000000 125.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,100.000000 100.000000,75.000000 125.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,75.000000 125.000000,100.000000 125.000000,75.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,75.000000 100.000000,50.000000 125.000000,75.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,50.000000 125.000000,75.000000 125.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,50.000000 100.000000,25.000000 125.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,25.000000 125.000000,50.000000 125.000000,25.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,25.000000 100.000000,0.000000 125.000000,25.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,0.000000 125.000000,25.000000 125.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="125.000000,175.000000 125.000000,150.000000 150.000000,175.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="125.000000,150.000000 150.000000,175.000000 150.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="125.000000,150.000000 125.000000,125.000000 150.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="125.000000,125.000000 150.000000,150.000000 150.000000,125.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="125.000000,125.000000 125.000000,100.000000 150.000000,125.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="125.000000,100.000000 150.000000,125.000000 150.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="125.000000,100.000000 125.000000,75.000000 150.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="125.000000,75.000000 150.000000,100.000000 150.000000,75.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="125.000000,75.000000 125.000000,50.000000 150.000000,75.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="125.000000,50.000000 150.000000,75.000000 150.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="125.000000,50.000000 125.000000,25.000000 150.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="125.000000,25.000000 150.000000,50.000000 150.000000,25.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="125.000000,25.000000 125.000000,0.000000 150.000000,25.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="125.000000,0.000000 150.000000,25.000000 150.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,175.000000 150.000000,150.000000 175.000000,175.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,150.000000 175.000000,175.000000 175.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,150.000000 150.000000,125.000000 175.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,125.000000 175.000000,150.000000 175.000000,125.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,125.000000 150.000000,100.000000 175.000000,125.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,100.000000 175.000000,125.000000 175.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,100.000000 150.000000,75.000000 175.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,75.000000 175.000000,100.000000 175.000000,75.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,75.000000 150.000000,50.000000 175.000000,75.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,50.000000 175.000000,75.000000 175.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,50.000000 150.000000,25.000000 175.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,25.000000 175.000000,50.000000 175.000000,25.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,25.000000 150.000000,0.000000 175.000000,25.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,0.000000 175.000000,25.000000 175.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" />
            </svg>
        "/> <mo>,</mo> <mglyph width="175px" height="175px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-1.666667 -1.666667 178.333333 178.333333">
                <meshgradient data="[[[[0.0, 175.0], [1.0, 0.0, 0.0]], [[0.0, 150.0], [0.8571428571428572, 0.1428571428571428, 0.0]], [[25.0, 175.0], [0.8571428571428572, 0.1428571428571428, 0.0]]], [[[0.0, 150.0], [0.8571428571428572, 0.1428571428571428, 0.0]], [[25.0, 175.0], [0.8571428571428572, 0.1428571428571428, 0.0]], [[25.0, 150.0], [0.7142857142857143, 0.2857142857142857, 0.0]]], [[[0.0, 150.0], [0.8571428571428572, 0.1428571428571428, 0.0]], [[0.0, 125.0], [0.7142857142857143, 0.2857142857142857, 0.0]], [[25.0, 150.0], [0.7142857142857143, 0.2857142857142857, 0.0]]], [[[0.0, 125.0], [0.7142857142857143, 0.2857142857142857, 0.0]], [[25.0, 150.0], [0.7142857142857143, 0.2857142857142857, 0.0]], [[25.0, 125.0], [0.5714285714285714, 0.4285714285714286, 0.0]]], [[[0.0, 125.0], [0.7142857142857143, 0.2857142857142857, 0.0]], [[0.0, 100.0], [0.5714285714285714, 0.4285714285714286, 0.0]], [[25.0, 125.0], [0.5714285714285714, 0.4285714285714286, 0.0]]], [[[0.0, 100.0], [0.5714285714285714, 0.4285714285714286, 0.0]], [[25.0, 125.0], [0.5714285714285714, 0.4285714285714286, 0.0]], [[25.0, 100.0], [0.4285714285714286, 0.5714285714285714, 0.0]]], [[[0.0, 100.0], [0.5714285714285714, 0.4285714285714286, 0.0]], [[0.0, 75.0], [0.4285714285714286, 0.5714285714285714, 0.0]], [[25.0, 100.0], [0.4285714285714286, 0.5714285714285714, 0.0]]], [[[0.0, 75.0], [0.4285714285714286, 0.5714285714285714, 0.0]], [[25.0, 100.0], [0.4285714285714286, 0.5714285714285714, 0.0]], [[25.0, 75.0], [0.2857142857142858, 0.7142857142857142, 0.0]]], [[[0.0, 75.0], [0.4285714285714286, 0.5714285714285714, 0.0]], [[0.0, 50.0], [0.2857142857142858, 0.7142857142857142, 0.0]], [[25.0, 75.0], [0.2857142857142858, 0.7142857142857142, 0.0]]], [[[0.0, 50.0], [0.2857142857142858, 0.7142857142857142, 0.0]], [[25.0, 75.0], [0.2857142857142858, 0.7142857142857142, 0.0]], [[25.0, 50.0], [0.1428571428571428, 0.8571428571428572, 0.0]]], [[[0.0, 50.0], [0.2857142857142858, 0.7142857142857142, 0.0]], [[0.0, 25.0], [0.1428571428571428, 0.8571428571428572, 0.0]], [[25.0, 50.0], [0.1428571428571428, 0.8571428571428572, 0.0]]], [[[0.0, 25.0], [0.1428571428571428, 0.8571428571428572, 0.0]], [[25.0, 50.0], [0.1428571428571428, 0.8571428571428572, 0.0]], [[25.0, 25.0], [0.0, 1.0, 0.0]]], [[[0.0, 25.0], [0.1428571428571428, 0.8571428571428572, 0.0]], [[0.0, 0.0], [0.0, 1.0, 0.0]], [[25.0, 25.0], [0.0, 1.0, 0.0]]], [[[0.0, 0.0], [0.0, 1.0, 0.0]], [[25.0, 25.0], [0.0, 1.0, 0.0]], [[25.0, 0.0], [0.0, 0.8571428571428572, 0.1428571428571428]]], [[[25.0, 175.0], [0.8571428571428572, 0.1428571428571428, 0.0]], [[25.0, 150.0], [0.7142857142857143, 0.2857142857142857, 0.0]], [[50.0, 175.0], [0.7142857142857143, 0.2857142857142857, 0.0]]], [[[25.0, 150.0], [0.7142857142857143, 0.2857142857142857, 0.0]], [[50.0, 175.0], [0.7142857142857143, 0.2857142857142857, 0.0]], [[50.0, 150.0], [0.5714285714285714, 0.4285714285714286, 0.0]]], [[[25.0, 150.0], [0.7142857142857143, 0.2857142857142857, 0.0]], [[25.0, 125.0], [0.5714285714285714, 0.4285714285714286, 0.0]], [[50.0, 150.0], [0.5714285714285714, 0.4285714285714286, 0.0]]], [[[25.0, 125.0], [0.5714285714285714, 0.4285714285714286, 0.0]], [[50.0, 150.0], [0.5714285714285714, 0.4285714285714286, 0.0]], [[50.0, 125.0], [0.4285714285714286, 0.5714285714285714, 0.0]]], [[[25.0, 125.0], [0.5714285714285714, 0.4285714285714286, 0.0]], [[25.0, 100.0], [0.4285714285714286, 0.5714285714285714, 0.0]], [[50.0, 125.0], [0.4285714285714286, 0.5714285714285714, 0.0]]], [[[25.0, 100.0], [0.4285714285714286, 0.5714285714285714, 0.0]], [[50.0, 125.0], [0.4285714285714286, 0.5714285714285714, 0.0]], [[50.0, 100.0], [0.2857142857142858, 0.7142857142857142, 0.0]]], [[[25.0, 100.0], [0.4285714285714286, 0.5714285714285714, 0.0]], [[25.0, 75.0], [0.2857142857142858, 0.7142857142857142, 0.0]], [[50.0, 100.0], [0.2857142857142858, 0.7142857142857142, 0.0]]], [[[25.0, 75.0], [0.2857142857142858, 0.7142857142857142, 0.0]], [[50.0, 100.0], [0.2857142857142858, 0.7142857142857142, 0.0]], [[50.0, 75.0], [0.1428571428571428, 0.8571428571428572, 0.0]]], [[[25.0, 75.0], [0.2857142857142858, 0.7142857142857142, 0.0]], [[25.0, 50.0], [0.1428571428571428, 0.8571428571428572, 0.0]], [[50.0, 75.0], [0.1428571428571428, 0.8571428571428572, 0.0]]], [[[25.0, 50.0], [0.1428571428571428, 0.8571428571428572, 0.0]], [[50.0, 75.0], [0.1428571428571428, 0.8571428571428572, 0.0]], [[50.0, 50.0], [0.0, 1.0, 0.0]]], [[[25.0, 50.0], [0.1428571428571428, 0.8571428571428572, 0.0]], [[25.0, 25.0], [0.0, 1.0, 0.0]], [[50.0, 50.0], [0.0, 1.0, 0.0]]], [[[25.0, 25.0], [0.0, 1.0, 0.0]], [[50.0, 50.0], [0.0, 1.0, 0.0]], [[50.0, 25.0], [0.0, 0.8571428571428572, 0.1428571428571428]]], [[[25.0, 25.0], [0.0, 1.0, 0.0]], [[25.0, 0.0], [0.0, 0.8571428571428572, 0.1428571428571428]], [[50.0, 25.0], [0.0, 0.8571428571428572, 0.1428571428571428]]], [[[25.0, 0.0], [0.0, 0.8571428571428572, 0.1428571428571428]], [[50.0, 25.0], [0.0, 0.8571428571428572, 0.1428571428571428]], [[50.0, 0.0], [0.0, 0.7142857142857144, 0.2857142857142856]]], [[[50.0, 175.0], [0.7142857142857143, 0.2857142857142857, 0.0]], [[50.0, 150.0], [0.5714285714285714, 0.4285714285714286, 0.0]], [[75.0, 175.0], [0.5714285714285714, 0.4285714285714286, 0.0]]], [[[50.0, 150.0], [0.5714285714285714, 0.4285714285714286, 0.0]], [[75.0, 175.0], [0.5714285714285714, 0.4285714285714286, 0.0]], [[75.0, 150.0], [0.4285714285714286, 0.5714285714285714, 0.0]]], [[[50.0, 150.0], [0.5714285714285714, 0.4285714285714286, 0.0]], [[50.0, 125.0], [0.4285714285714286, 0.5714285714285714, 0.0]], [[75.0, 150.0], [0.4285714285714286, 0.5714285714285714, 0.0]]], [[[50.0, 125.0], [0.4285714285714286, 0.5714285714285714, 0.0]], [[75.0, 150.0], [0.4285714285714286, 0.5714285714285714, 0.0]], [[75.0, 125.0], [0.2857142857142858, 0.7142857142857142, 0.0]]], [[[50.0, 125.0], [0.4285714285714286, 0.5714285714285714, 0.0]], [[50.0, 100.0], [0.2857142857142858, 0.7142857142857142, 0.0]], [[75.0, 125.0], [0.2857142857142858, 0.7142857142857142, 0.0]]], [[[50.0, 100.0], [0.2857142857142858, 0.7142857142857142, 0.0]], [[75.0, 125.0], [0.2857142857142858, 0.7142857142857142, 0.0]], [[75.0, 100.0], [0.1428571428571428, 0.8571428571428572, 0.0]]], [[[50.0, 100.0], [0.2857142857142858, 0.7142857142857142, 0.0]], [[50.0, 75.0], [0.1428571428571428, 0.8571428571428572, 0.0]], [[75.0, 100.0], [0.1428571428571428, 0.8571428571428572, 0.0]]], [[[50.0, 75.0], [0.1428571428571428, 0.8571428571428572, 0.0]], [[75.0, 100.0], [0.1428571428571428, 0.8571428571428572, 0.0]], [[75.0, 75.0], [0.0, 1.0, 0.0]]], [[[50.0, 75.0], [0.1428571428571428, 0.8571428571428572, 0.0]], [[50.0, 50.0], [0.0, 1.0, 0.0]], [[75.0, 75.0], [0.0, 1.0, 0.0]]], [[[50.0, 50.0], [0.0, 1.0, 0.0]], [[75.0, 75.0], [0.0, 1.0, 0.0]], [[75.0, 50.0], [0.0, 0.8571428571428572, 0.1428571428571428]]], [[[50.0, 50.0], [0.0, 1.0, 0.0]], [[50.0, 25.0], [0.0, 0.8571428571428572, 0.1428571428571428]], [[75.0, 50.0], [0.0, 0.8571428571428572, 0.1428571428571428]]], [[[50.0, 25.0], [0.0, 0.8571428571428572, 0.1428571428571428]], [[75.0, 50.0], [0.0, 0.8571428571428572, 0.1428571428571428]], [[75.0, 25.0], [0.0, 0.7142857142857144, 0.2857142857142856]]], [[[50.0, 25.0], [0.0, 0.8571428571428572, 0.1428571428571428]], [[50.0, 0.0], [0.0, 0.7142857142857144, 0.2857142857142856]], [[75.0, 25.0], [0.0, 0.7142857142857144, 0.2857142857142856]]], [[[50.0, 0.0], [0.0, 0.7142857142857144, 0.2857142857142856]], [[75.0, 25.0], [0.0, 0.7142857142857144, 0.2857142857142856]], [[75.0, 0.0], [0.0, 0.5714285714285714, 0.4285714285714286]]], [[[75.0, 175.0], [0.5714285714285714, 0.4285714285714286, 0.0]], [[75.0, 150.0], [0.4285714285714286, 0.5714285714285714, 0.0]], [[100.0, 175.0], [0.4285714285714286, 0.5714285714285714, 0.0]]], [[[75.0, 150.0], [0.4285714285714286, 0.5714285714285714, 0.0]], [[100.0, 175.0], [0.4285714285714286, 0.5714285714285714, 0.0]], [[100.0, 150.0], [0.2857142857142858, 0.7142857142857142, 0.0]]], [[[75.0, 150.0], [0.4285714285714286, 0.5714285714285714, 0.0]], [[75.0, 125.0], [0.2857142857142858, 0.7142857142857142, 0.0]], [[100.0, 150.0], [0.2857142857142858, 0.7142857142857142, 0.0]]], [[[75.0, 125.0], [0.2857142857142858, 0.7142857142857142, 0.0]], [[100.0, 150.0], [0.2857142857142858, 0.7142857142857142, 0.0]], [[100.0, 125.0], [0.1428571428571428, 0.8571428571428572, 0.0]]], [[[75.0, 125.0], [0.2857142857142858, 0.7142857142857142, 0.0]], [[75.0, 100.0], [0.1428571428571428, 0.8571428571428572, 0.0]], [[100.0, 125.0], [0.1428571428571428, 0.8571428571428572, 0.0]]], [[[75.0, 100.0], [0.1428571428571428, 0.8571428571428572, 0.0]], [[100.0, 125.0], [0.1428571428571428, 0.8571428571428572, 0.0]], [[100.0, 100.0], [0.0, 1.0, 0.0]]], [[[75.0, 100.0], [0.1428571428571428, 0.8571428571428572, 0.0]], [[75.0, 75.0], [0.0, 1.0, 0.0]], [[100.0, 100.0], [0.0, 1.0, 0.0]]], [[[75.0, 75.0], [0.0, 1.0, 0.0]], [[100.0, 100.0], [0.0, 1.0, 0.0]], [[100.0, 75.0], [0.0, 0.8571428571428572, 0.1428571428571428]]], [[[75.0, 75.0], [0.0, 1.0, 0.0]], [[75.0, 50.0], [0.0, 0.8571428571428572, 0.1428571428571428]], [[100.0, 75.0], [0.0, 0.8571428571428572, 0.1428571428571428]]], [[[75.0, 50.0], [0.0, 0.8571428571428572, 0.1428571428571428]], [[100.0, 75.0], [0.0, 0.8571428571428572, 0.1428571428571428]], [[100.0, 50.0], [0.0, 0.7142857142857144, 0.2857142857142856]]], [[[75.0, 50.0], [0.0, 0.8571428571428572, 0.1428571428571428]], [[75.0, 25.0], [0.0, 0.7142857142857144, 0.2857142857142856]], [[100.0, 50.0], [0.0, 0.7142857142857144, 0.2857142857142856]]], [[[75.0, 25.0], [0.0, 0.7142857142857144, 0.2857142857142856]], [[100.0, 50.0], [0.0, 0.7142857142857144, 0.2857142857142856]], [[100.0, 25.0], [0.0, 0.5714285714285714, 0.4285714285714286]]], [[[75.0, 25.0], [0.0, 0.7142857142857144, 0.2857142857142856]], [[75.0, 0.0], [0.0, 0.5714285714285714, 0.4285714285714286]], [[100.0, 25.0], [0.0, 0.5714285714285714, 0.4285714285714286]]], [[[75.0, 0.0], [0.0, 0.5714285714285714, 0.4285714285714286]], [[100.0, 25.0], [0.0, 0.5714285714285714, 0.4285714285714286]], [[100.0, 0.0], [0.0, 0.4285714285714286, 0.5714285714285714]]], [[[100.0, 175.0], [0.4285714285714286, 0.5714285714285714, 0.0]], [[100.0, 150.0], [0.2857142857142858, 0.7142857142857142, 0.0]], [[125.0, 175.0], [0.2857142857142858, 0.7142857142857142, 0.0]]], [[[100.0, 150.0], [0.2857142857142858, 0.7142857142857142, 0.0]], [[125.0, 175.0], [0.2857142857142858, 0.7142857142857142, 0.0]], [[125.0, 150.0], [0.1428571428571428, 0.8571428571428572, 0.0]]], [[[100.0, 150.0], [0.2857142857142858, 0.7142857142857142, 0.0]], [[100.0, 125.0], [0.1428571428571428, 0.8571428571428572, 0.0]], [[125.0, 150.0], [0.1428571428571428, 0.8571428571428572, 0.0]]], [[[100.0, 125.0], [0.1428571428571428, 0.8571428571428572, 0.0]], [[125.0, 150.0], [0.1428571428571428, 0.8571428571428572, 0.0]], [[125.0, 125.0], [0.0, 1.0, 0.0]]], [[[100.0, 125.0], [0.1428571428571428, 0.8571428571428572, 0.0]], [[100.0, 100.0], [0.0, 1.0, 0.0]], [[125.0, 125.0], [0.0, 1.0, 0.0]]], [[[100.0, 100.0], [0.0, 1.0, 0.0]], [[125.0, 125.0], [0.0, 1.0, 0.0]], [[125.0, 100.0], [0.0, 0.8571428571428572, 0.1428571428571428]]], [[[100.0, 100.0], [0.0, 1.0, 0.0]], [[100.0, 75.0], [0.0, 0.8571428571428572, 0.1428571428571428]], [[125.0, 100.0], [0.0, 0.8571428571428572, 0.1428571428571428]]], [[[100.0, 75.0], [0.0, 0.8571428571428572, 0.1428571428571428]], [[125.0, 100.0], [0.0, 0.8571428571428572, 0.1428571428571428]], [[125.0, 75.0], [0.0, 0.7142857142857144, 0.2857142857142856]]], [[[100.0, 75.0], [0.0, 0.8571428571428572, 0.1428571428571428]], [[100.0, 50.0], [0.0, 0.7142857142857144, 0.2857142857142856]], [[125.0, 75.0], [0.0, 0.7142857142857144, 0.2857142857142856]]], [[[100.0, 50.0], [0.0, 0.7142857142857144, 0.2857142857142856]], [[125.0, 75.0], [0.0, 0.7142857142857144, 0.2857142857142856]], [[125.0, 50.0], [0.0, 0.5714285714285714, 0.4285714285714286]]], [[[100.0, 50.0], [0.0, 0.7142857142857144, 0.2857142857142856]], [[100.0, 25.0], [0.0, 0.5714285714285714, 0.4285714285714286]], [[125.0, 50.0], [0.0, 0.5714285714285714, 0.4285714285714286]]], [[[100.0, 25.0], [0.0, 0.5714285714285714, 0.4285714285714286]], [[125.0, 50.0], [0.0, 0.5714285714285714, 0.4285714285714286]], [[125.0, 25.0], [0.0, 0.4285714285714286, 0.5714285714285714]]], [[[100.0, 25.0], [0.0, 0.5714285714285714, 0.4285714285714286]], [[100.0, 0.0], [0.0, 0.4285714285714286, 0.5714285714285714]], [[125.0, 25.0], [0.0, 0.4285714285714286, 0.5714285714285714]]], [[[100.0, 0.0], [0.0, 0.4285714285714286, 0.5714285714285714]], [[125.0, 25.0], [0.0, 0.4285714285714286, 0.5714285714285714]], [[125.0, 0.0], [0.0, 0.2857142857142856, 0.7142857142857144]]], [[[125.0, 175.0], [0.2857142857142858, 0.7142857142857142, 0.0]], [[125.0, 150.0], [0.1428571428571428, 0.8571428571428572, 0.0]], [[150.0, 175.0], [0.1428571428571428, 0.8571428571428572, 0.0]]], [[[125.0, 150.0], [0.1428571428571428, 0.8571428571428572, 0.0]], [[150.0, 175.0], [0.1428571428571428, 0.8571428571428572, 0.0]], [[150.0, 150.0], [0.0, 1.0, 0.0]]], [[[125.0, 150.0], [0.1428571428571428, 0.8571428571428572, 0.0]], [[125.0, 125.0], [0.0, 1.0, 0.0]], [[150.0, 150.0], [0.0, 1.0, 0.0]]], [[[125.0, 125.0], [0.0, 1.0, 0.0]], [[150.0, 150.0], [0.0, 1.0, 0.0]], [[150.0, 125.0], [0.0, 0.8571428571428572, 0.1428571428571428]]], [[[125.0, 125.0], [0.0, 1.0, 0.0]], [[125.0, 100.0], [0.0, 0.8571428571428572, 0.1428571428571428]], [[150.0, 125.0], [0.0, 0.8571428571428572, 0.1428571428571428]]], [[[125.0, 100.0], [0.0, 0.8571428571428572, 0.1428571428571428]], [[150.0, 125.0], [0.0, 0.8571428571428572, 0.1428571428571428]], [[150.0, 100.0], [0.0, 0.7142857142857144, 0.2857142857142856]]], [[[125.0, 100.0], [0.0, 0.8571428571428572, 0.1428571428571428]], [[125.0, 75.0], [0.0, 0.7142857142857144, 0.2857142857142856]], [[150.0, 100.0], [0.0, 0.7142857142857144, 0.2857142857142856]]], [[[125.0, 75.0], [0.0, 0.7142857142857144, 0.2857142857142856]], [[150.0, 100.0], [0.0, 0.7142857142857144, 0.2857142857142856]], [[150.0, 75.0], [0.0, 0.5714285714285714, 0.4285714285714286]]], [[[125.0, 75.0], [0.0, 0.7142857142857144, 0.2857142857142856]], [[125.0, 50.0], [0.0, 0.5714285714285714, 0.4285714285714286]], [[150.0, 75.0], [0.0, 0.5714285714285714, 0.4285714285714286]]], [[[125.0, 50.0], [0.0, 0.5714285714285714, 0.4285714285714286]], [[150.0, 75.0], [0.0, 0.5714285714285714, 0.4285714285714286]], [[150.0, 50.0], [0.0, 0.4285714285714286, 0.5714285714285714]]], [[[125.0, 50.0], [0.0, 0.5714285714285714, 0.4285714285714286]], [[125.0, 25.0], [0.0, 0.4285714285714286, 0.5714285714285714]], [[150.0, 50.0], [0.0, 0.4285714285714286, 0.5714285714285714]]], [[[125.0, 25.0], [0.0, 0.4285714285714286, 0.5714285714285714]], [[150.0, 50.0], [0.0, 0.4285714285714286, 0.5714285714285714]], [[150.0, 25.0], [0.0, 0.2857142857142856, 0.7142857142857144]]], [[[125.0, 25.0], [0.0, 0.4285714285714286, 0.5714285714285714]], [[125.0, 0.0], [0.0, 0.2857142857142856, 0.7142857142857144]], [[150.0, 25.0], [0.0, 0.2857142857142856, 0.7142857142857144]]], [[[125.0, 0.0], [0.0, 0.2857142857142856, 0.7142857142857144]], [[150.0, 25.0], [0.0, 0.2857142857142856, 0.7142857142857144]], [[150.0, 0.0], [0.0, 0.1428571428571428, 0.8571428571428572]]], [[[150.0, 175.0], [0.1428571428571428, 0.8571428571428572, 0.0]], [[150.0, 150.0], [0.0, 1.0, 0.0]], [[175.0, 175.0], [0.0, 1.0, 0.0]]], [[[150.0, 150.0], [0.0, 1.0, 0.0]], [[175.0, 175.0], [0.0, 1.0, 0.0]], [[175.0, 150.0], [0.0, 0.8571428571428572, 0.1428571428571428]]], [[[150.0, 150.0], [0.0, 1.0, 0.0]], [[150.0, 125.0], [0.0, 0.8571428571428572, 0.1428571428571428]], [[175.0, 150.0], [0.0, 0.8571428571428572, 0.1428571428571428]]], [[[150.0, 125.0], [0.0, 0.8571428571428572, 0.1428571428571428]], [[175.0, 150.0], [0.0, 0.8571428571428572, 0.1428571428571428]], [[175.0, 125.0], [0.0, 0.7142857142857144, 0.2857142857142856]]], [[[150.0, 125.0], [0.0, 0.8571428571428572, 0.1428571428571428]], [[150.0, 100.0], [0.0, 0.7142857142857144, 0.2857142857142856]], [[175.0, 125.0], [0.0, 0.7142857142857144, 0.2857142857142856]]], [[[150.0, 100.0], [0.0, 0.7142857142857144, 0.2857142857142856]], [[175.0, 125.0], [0.0, 0.7142857142857144, 0.2857142857142856]], [[175.0, 100.0], [0.0, 0.5714285714285714, 0.4285714285714286]]], [[[150.0, 100.0], [0.0, 0.7142857142857144, 0.2857142857142856]], [[150.0, 75.0], [0.0, 0.5714285714285714, 0.4285714285714286]], [[175.0, 100.0], [0.0, 0.5714285714285714, 0.4285714285714286]]], [[[150.0, 75.0], [0.0, 0.5714285714285714, 0.4285714285714286]], [[175.0, 100.0], [0.0, 0.5714285714285714, 0.4285714285714286]], [[175.0, 75.0], [0.0, 0.4285714285714286, 0.5714285714285714]]], [[[150.0, 75.0], [0.0, 0.5714285714285714, 0.4285714285714286]], [[150.0, 50.0], [0.0, 0.4285714285714286, 0.5714285714285714]], [[175.0, 75.0], [0.0, 0.4285714285714286, 0.5714285714285714]]], [[[150.0, 50.0], [0.0, 0.4285714285714286, 0.5714285714285714]], [[175.0, 75.0], [0.0, 0.4285714285714286, 0.5714285714285714]], [[175.0, 50.0], [0.0, 0.2857142857142856, 0.7142857142857144]]], [[[150.0, 50.0], [0.0, 0.4285714285714286, 0.5714285714285714]], [[150.0, 25.0], [0.0, 0.2857142857142856, 0.7142857142857144]], [[175.0, 50.0], [0.0, 0.2857142857142856, 0.7142857142857144]]], [[[150.0, 25.0], [0.0, 0.2857142857142856, 0.7142857142857144]], [[175.0, 50.0], [0.0, 0.2857142857142856, 0.7142857142857144]], [[175.0, 25.0], [0.0, 0.1428571428571428, 0.8571428571428572]]], [[[150.0, 25.0], [0.0, 0.2857142857142856, 0.7142857142857144]], [[150.0, 0.0], [0.0, 0.1428571428571428, 0.8571428571428572]], [[175.0, 25.0], [0.0, 0.1428571428571428, 0.8571428571428572]]], [[[150.0, 0.0], [0.0, 0.1428571428571428, 0.8571428571428572]], [[175.0, 25.0], [0.0, 0.1428571428571428, 0.8571428571428572]], [[175.0, 0.0], [0.0, 0.0, 1.0]]]]" /><polygon points="0.000000,175.000000 0.000000,150.000000 25.000000,175.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,150.000000 25.000000,175.000000 25.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,150.000000 0.000000,125.000000 25.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,125.000000 25.000000,150.000000 25.000000,125.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,125.000000 0.000000,100.000000 25.000000,125.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,100.000000 25.000000,125.000000 25.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,100.000000 0.000000,75.000000 25.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,75.000000 25.000000,100.000000 25.000000,75.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,75.000000 0.000000,50.000000 25.000000,75.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,50.000000 25.000000,75.000000 25.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,50.000000 0.000000,25.000000 25.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,25.000000 25.000000,50.000000 25.000000,25.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,25.000000 0.000000,0.000000 25.000000,25.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,0.000000 25.000000,25.000000 25.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="25.000000,175.000000 25.000000,150.000000 50.000000,175.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="25.000000,150.000000 50.000000,175.000000 50.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="25.000000,150.000000 25.000000,125.000000 50.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="25.000000,125.000000 50.000000,150.000000 50.000000,125.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="25.000000,125.000000 25.000000,100.000000 50.000000,125.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="25.000000,100.000000 50.000000,125.000000 50.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="25.000000,100.000000 25.000000,75.000000 50.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="25.000000,75.000000 50.000000,100.000000 50.000000,75.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="25.000000,75.000000 25.000000,50.000000 50.000000,75.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="25.000000,50.000000 50.000000,75.000000 50.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="25.000000,50.000000 25.000000,25.000000 50.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="25.000000,25.000000 50.000000,50.000000 50.000000,25.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="25.000000,25.000000 25.000000,0.000000 50.000000,25.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="25.000000,0.000000 50.000000,25.000000 50.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,175.000000 50.000000,150.000000 75.000000,175.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,150.000000 75.000000,175.000000 75.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,150.000000 50.000000,125.000000 75.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,125.000000 75.000000,150.000000 75.000000,125.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,125.000000 50.000000,100.000000 75.000000,125.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,100.000000 75.000000,125.000000 75.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,100.000000 50.000000,75.000000 75.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,75.000000 75.000000,100.000000 75.000000,75.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,75.000000 50.000000,50.000000 75.000000,75.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,50.000000 75.000000,75.000000 75.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,50.000000 50.000000,25.000000 75.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,25.000000 75.000000,50.000000 75.000000,25.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,25.000000 50.000000,0.000000 75.000000,25.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,0.000000 75.000000,25.000000 75.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="75.000000,175.000000 75.000000,150.000000 100.000000,175.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="75.000000,150.000000 100.000000,175.000000 100.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="75.000000,150.000000 75.000000,125.000000 100.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="75.000000,125.000000 100.000000,150.000000 100.000000,125.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="75.000000,125.000000 75.000000,100.000000 100.000000,125.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="75.000000,100.000000 100.000000,125.000000 100.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="75.000000,100.000000 75.000000,75.000000 100.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="75.000000,75.000000 100.000000,100.000000 100.000000,75.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="75.000000,75.000000 75.000000,50.000000 100.000000,75.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="75.000000,50.000000 100.000000,75.000000 100.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="75.000000,50.000000 75.000000,25.000000 100.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="75.000000,25.000000 100.000000,50.000000 100.000000,25.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="75.000000,25.000000 75.000000,0.000000 100.000000,25.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="75.000000,0.000000 100.000000,25.000000 100.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,175.000000 100.000000,150.000000 125.000000,175.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,150.000000 125.000000,175.000000 125.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,150.000000 100.000000,125.000000 125.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,125.000000 125.000000,150.000000 125.000000,125.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,125.000000 100.000000,100.000000 125.000000,125.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,100.000000 125.000000,125.000000 125.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,100.000000 100.000000,75.000000 125.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,75.000000 125.000000,100.000000 125.000000,75.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,75.000000 100.000000,50.000000 125.000000,75.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,50.000000 125.000000,75.000000 125.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,50.000000 100.000000,25.000000 125.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,25.000000 125.000000,50.000000 125.000000,25.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,25.000000 100.000000,0.000000 125.000000,25.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,0.000000 125.000000,25.000000 125.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="125.000000,175.000000 125.000000,150.000000 150.000000,175.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="125.000000,150.000000 150.000000,175.000000 150.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="125.000000,150.000000 125.000000,125.000000 150.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="125.000000,125.000000 150.000000,150.000000 150.000000,125.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="125.000000,125.000000 125.000000,100.000000 150.000000,125.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="125.000000,100.000000 150.000000,125.000000 150.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="125.000000,100.000000 125.000000,75.000000 150.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="125.000000,75.000000 150.000000,100.000000 150.000000,75.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="125.000000,75.000000 125.000000,50.000000 150.000000,75.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="125.000000,50.000000 150.000000,75.000000 150.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="125.000000,50.000000 125.000000,25.000000 150.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="125.000000,25.000000 150.000000,50.000000 150.000000,25.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="125.000000,25.000000 125.000000,0.000000 150.000000,25.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="125.000000,0.000000 150.000000,25.000000 150.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,175.000000 150.000000,150.000000 175.000000,175.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,150.000000 175.000000,175.000000 175.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,150.000000 150.000000,125.000000 175.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,125.000000 175.000000,150.000000 175.000000,125.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,125.000000 150.000000,100.000000 175.000000,125.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,100.000000 175.000000,125.000000 175.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,100.000000 150.000000,75.000000 175.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,75.000000 175.000000,100.000000 175.000000,75.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,75.000000 150.000000,50.000000 175.000000,75.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,50.000000 175.000000,75.000000 175.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,50.000000 150.000000,25.000000 175.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,25.000000 175.000000,50.000000 175.000000,25.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,25.000000 150.000000,0.000000 175.000000,25.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,0.000000 175.000000,25.000000 175.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" />
            </svg>
        "/></mrow> <mo>}</mo></mrow></mstyle></math>
p3942
sg15
I2
sass(g1709
g3876
VDensityPlot
p3943
I0
tp3944
(dp3945
g6
VDensityPlot[x ^ 2 + 1 / y, {x, -1, 1}, {y, 1, 4}]
p3946
sg8
(lp3947
(dp3948
g11
(lp3949
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="350px" height="350px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-1.666667 -1.666667 353.333333 353.333333">
                <meshgradient data="[[[[0.0, 350.0], [0.941176, 0.906538, 0.834043]], [[0.0, 300.0], [0.8482693982300884, 0.8755561238938052, 0.8756650743362833]], [[50.0, 350.0], [0.7894917522123893, 0.8559553451327434, 0.901997407079646]]], [[[0.0, 300.0], [0.8482693982300884, 0.8755561238938052, 0.8756650743362833]], [[50.0, 350.0], [0.7894917522123893, 0.8559553451327434, 0.901997407079646]], [[50.0, 300.0], [0.6890888938053097, 0.7288360584070797, 0.9123545610619469]]], [[[0.0, 300.0], [0.8482693982300884, 0.8755561238938052, 0.8756650743362833]], [[0.0, 250.0], [0.7982427665078284, 0.858873575221239, 0.8980769605173589]], [[50.0, 300.0], [0.6890888938053097, 0.7288360584070797, 0.9123545610619469]]], [[[0.0, 250.0], [0.7982427665078284, 0.858873575221239, 0.8980769605173589]], [[50.0, 300.0], [0.6890888938053097, 0.7288360584070797, 0.9123545610619469]], [[50.0, 250.0], [0.6333841994554119, 0.6393339326072158, 0.9110847372362152]]], [[[0.0, 250.0], [0.7982427665078284, 0.858873575221239, 0.8980769605173589]], [[0.0, 200.00000000000003], [0.7669761216814159, 0.848446982300885, 0.912084389380531]], [[50.0, 250.0], [0.6333841994554119, 0.6393339326072158, 0.9110847372362152]]], [[[0.0, 200.00000000000003], [0.7669761216814159, 0.848446982300885, 0.912084389380531]], [[50.0, 250.0], [0.6333841994554119, 0.6393339326072158, 0.9110847372362152]], [[50.0, 200.00000000000003], [0.5985687654867258, 0.5833951039823009, 0.9102910973451327]]], [[[0.0, 200.00000000000003], [0.7669761216814159, 0.848446982300885, 0.912084389380531]], [[0.0, 150.0], [0.7436482100605496, 0.8164978765719609, 0.9135982752678156]], [[50.0, 200.00000000000003], [0.5985687654867258, 0.5833951039823009, 0.9102910973451327]]], [[[0.0, 150.0], [0.7436482100605496, 0.8164978765719609, 0.9135982752678156]], [[50.0, 200.00000000000003], [0.5985687654867258, 0.5833951039823009, 0.9102910973451327]], [[50.0, 150.0], [0.5747476790870982, 0.5451211686073589, 0.90974808057755]]], [[[0.0, 150.0], [0.7436482100605496, 0.8164978765719609, 0.9135982752678156]], [[0.0, 100.0], [0.7263237835880934, 0.7886622872083668, 0.9132033539823009]], [[50.0, 150.0], [0.5747476790870982, 0.5451211686073589, 0.90974808057755]]], [[[0.0, 100.0], [0.7263237835880934, 0.7886622872083668, 0.9132033539823009]], [[50.0, 150.0], [0.5747476790870982, 0.5451211686073589, 0.90974808057755]], [[50.0, 100.0], [0.5551193105390185, 0.5124351335478681, 0.8972677208366854]]], [[[0.0, 100.0], [0.7263237835880934, 0.7886622872083668, 0.9132033539823009]], [[0.0, 50.00000000000006], [0.7131572194690265, 0.7675072392920355, 0.9129032138053098]], [[50.0, 100.0], [0.5551193105390185, 0.5124351335478681, 0.8972677208366854]]], [[[0.0, 50.00000000000006], [0.7131572194690265, 0.7675072392920355, 0.9129032138053098]], [[50.0, 100.0], [0.5551193105390185, 0.5124351335478681, 0.8972677208366854]], [[50.0, 50.00000000000006], [0.5372112336283187, 0.4812978683893806, 0.872095748318584]]], [[[0.0, 50.00000000000006], [0.7131572194690265, 0.7675072392920355, 0.9129032138053098]], [[0.0, 0.0], [0.7028120619469027, 0.7508854159292035, 0.9126673893805309]], [[50.0, 50.00000000000006], [0.5372112336283187, 0.4812978683893806, 0.872095748318584]]], [[[0.0, 0.0], [0.7028120619469027, 0.7508854159292035, 0.9126673893805309]], [[50.0, 50.00000000000006], [0.5372112336283187, 0.4812978683893806, 0.872095748318584]], [[50.0, 0.0], [0.5231406017699116, 0.4568328743362832, 0.8523177699115045]]], [[[50.0, 350.0], [0.7894917522123893, 0.8559553451327434, 0.901997407079646]], [[50.0, 300.0], [0.6890888938053097, 0.7288360584070797, 0.9123545610619469]], [[100.0, 350.0], [0.6799401150442478, 0.7141364867256637, 0.9121460088495574]]], [[[50.0, 300.0], [0.6890888938053097, 0.7288360584070797, 0.9123545610619469]], [[100.0, 350.0], [0.6799401150442478, 0.7141364867256637, 0.9121460088495574]], [[100.0, 300.0], [0.5747476790870982, 0.5451211686073589, 0.90974808057755]]], [[[50.0, 300.0], [0.6890888938053097, 0.7288360584070797, 0.9123545610619469]], [[50.0, 250.0], [0.6333841994554119, 0.6393339326072158, 0.9110847372362152]], [[100.0, 300.0], [0.5747476790870982, 0.5451211686073589, 0.90974808057755]]], [[[50.0, 250.0], [0.6333841994554119, 0.6393339326072158, 0.9110847372362152]], [[100.0, 300.0], [0.5747476790870982, 0.5451211686073589, 0.90974808057755]], [[100.0, 250.0], [0.5052854043567053, 0.42578755221238945, 0.8272201259360109]]], [[[50.0, 250.0], [0.6333841994554119, 0.6393339326072158, 0.9110847372362152]], [[50.0, 200.00000000000003], [0.5985687654867258, 0.5833951039823009, 0.9102910973451327]], [[100.0, 250.0], [0.5052854043567053, 0.42578755221238945, 0.8272201259360109]]], [[[50.0, 200.00000000000003], [0.5985687654867258, 0.5833951039823009, 0.9102910973451327]], [[100.0, 250.0], [0.5052854043567053, 0.42578755221238945, 0.8272201259360109]], [[100.0, 200.00000000000003], [0.4579323163716814, 0.34345343761061947, 0.7606596216814159]]], [[[50.0, 200.00000000000003], [0.5985687654867258, 0.5833951039823009, 0.9102910973451327]], [[50.0, 150.0], [0.5747476790870982, 0.5451211686073589, 0.90974808057755]], [[100.0, 200.00000000000003], [0.4579323163716814, 0.34345343761061947, 0.7606596216814159]]], [[[50.0, 150.0], [0.5747476790870982, 0.5451211686073589, 0.90974808057755]], [[100.0, 200.00000000000003], [0.4579323163716814, 0.34345343761061947, 0.7606596216814159]], [[100.0, 150.0], [0.4255328351187704, 0.287119569725198, 0.7151182240335352]]], [[[50.0, 150.0], [0.5747476790870982, 0.5451211686073589, 0.90974808057755]], [[50.0, 100.0], [0.5551193105390185, 0.5124351335478681, 0.8972677208366854]], [[100.0, 150.0], [0.4255328351187704, 0.287119569725198, 0.7151182240335352]]], [[[50.0, 100.0], [0.5551193105390185, 0.5124351335478681, 0.8972677208366854]], [[100.0, 150.0], [0.4255328351187704, 0.287119569725198, 0.7151182240335352]], [[100.0, 100.0], [0.4019695760257442, 0.24614948399034595, 0.6819972075623492]]], [[[50.0, 100.0], [0.5551193105390185, 0.5124351335478681, 0.8972677208366854]], [[50.0, 50.00000000000006], [0.5372112336283187, 0.4812978683893806, 0.872095748318584]], [[100.0, 100.0], [0.4019695760257442, 0.24614948399034595, 0.6819972075623492]]], [[[50.0, 50.00000000000006], [0.5372112336283187, 0.4812978683893806, 0.872095748318584]], [[100.0, 100.0], [0.4019695760257442, 0.24614948399034595, 0.6819972075623492]], [[100.0, 50.00000000000006], [0.3840614991150443, 0.21501221883185845, 0.6568252350442478]]], [[[50.0, 50.00000000000006], [0.5372112336283187, 0.4812978683893806, 0.872095748318584]], [[50.0, 0.0], [0.5231406017699116, 0.4568328743362832, 0.8523177699115045]], [[100.0, 50.00000000000006], [0.3840614991150443, 0.21501221883185845, 0.6568252350442478]]], [[[50.0, 0.0], [0.5231406017699116, 0.4568328743362832, 0.8523177699115045]], [[100.0, 50.00000000000006], [0.3840614991150443, 0.21501221883185845, 0.6568252350442478]], [[100.0, 0.0], [0.3699908672566372, 0.1905472247787611, 0.6370472566371681]]], [[[100.0, 350.0], [0.6799401150442478, 0.7141364867256637, 0.9121460088495574]], [[100.0, 300.0], [0.5747476790870982, 0.5451211686073589, 0.90974808057755]], [[150.0, 350.0], [0.6236399380530974, 0.6236775840707964, 0.910862610619469]]], [[[100.0, 300.0], [0.5747476790870982, 0.5451211686073589, 0.90974808057755]], [[150.0, 350.0], [0.6236399380530974, 0.6236775840707964, 0.910862610619469]], [[150.0, 300.0], [0.5052854043567053, 0.42578755221238945, 0.8272201259360109]]], [[[100.0, 300.0], [0.5747476790870982, 0.5451211686073589, 0.90974808057755]], [[100.0, 250.0], [0.5052854043567053, 0.42578755221238945, 0.8272201259360109]], [[150.0, 300.0], [0.5052854043567053, 0.42578755221238945, 0.8272201259360109]]], [[[100.0, 250.0], [0.5052854043567053, 0.42578755221238945, 0.8272201259360109]], [[150.0, 300.0], [0.5052854043567053, 0.42578755221238945, 0.8272201259360109]], [[150.0, 250.0], [0.4287105371000681, 0.29264472743362835, 0.7195848692988427]]], [[[100.0, 250.0], [0.5052854043567053, 0.42578755221238945, 0.8272201259360109]], [[100.0, 200.00000000000003], [0.4579323163716814, 0.34345343761061947, 0.7606596216814159]], [[150.0, 250.0], [0.4287105371000681, 0.29264472743362835, 0.7195848692988427]]], [[[100.0, 200.00000000000003], [0.4579323163716814, 0.34345343761061947, 0.7606596216814159]], [[150.0, 250.0], [0.4287105371000681, 0.29264472743362835, 0.7195848692988427]], [[150.0, 200.00000000000003], [0.3840614991150443, 0.21501221883185845, 0.6568252350442478]]], [[[100.0, 200.00000000000003], [0.4579323163716814, 0.34345343761061947, 0.7606596216814159]], [[100.0, 150.0], [0.4255328351187704, 0.287119569725198, 0.7151182240335352]], [[150.0, 200.00000000000003], [0.3840614991150443, 0.21501221883185845, 0.6568252350442478]]], [[[100.0, 150.0], [0.4255328351187704, 0.287119569725198, 0.7151182240335352]], [[150.0, 200.00000000000003], [0.3840614991150443, 0.21501221883185845, 0.6568252350442478]], [[150.0, 150.0], [0.34895796786213323, 0.1539767449464369, 0.6074829673963671]]], [[[100.0, 150.0], [0.4255328351187704, 0.287119569725198, 0.7151182240335352]], [[100.0, 100.0], [0.4019695760257442, 0.24614948399034595, 0.6819972075623492]], [[150.0, 150.0], [0.34895796786213323, 0.1539767449464369, 0.6074829673963671]]], [[[100.0, 100.0], [0.4019695760257442, 0.24614948399034595, 0.6819972075623492]], [[150.0, 150.0], [0.34895796786213323, 0.1539767449464369, 0.6074829673963671]], [[150.0, 100.0], [0.32539470876910703, 0.1130066592115849, 0.574361950925181]]], [[[100.0, 100.0], [0.4019695760257442, 0.24614948399034595, 0.6819972075623492]], [[100.0, 50.00000000000006], [0.3840614991150443, 0.21501221883185845, 0.6568252350442478]], [[150.0, 100.0], [0.32539470876910703, 0.1130066592115849, 0.574361950925181]]], [[[100.0, 50.00000000000006], [0.3840614991150443, 0.21501221883185845, 0.6568252350442478]], [[150.0, 100.0], [0.32539470876910703, 0.1130066592115849, 0.574361950925181]], [[150.0, 50.00000000000006], [0.30748663185840713, 0.08186939405309741, 0.5491899784070796]]], [[[100.0, 50.00000000000006], [0.3840614991150443, 0.21501221883185845, 0.6568252350442478]], [[100.0, 0.0], [0.3699908672566372, 0.1905472247787611, 0.6370472566371681]], [[150.0, 50.00000000000006], [0.30748663185840713, 0.08186939405309741, 0.5491899784070796]]], [[[100.0, 0.0], [0.3699908672566372, 0.1905472247787611, 0.6370472566371681]], [[150.0, 50.00000000000006], [0.30748663185840713, 0.08186939405309741, 0.5491899784070796]], [[150.0, 0.0], [0.293416, 0.05740440000000004, 0.529412]]], [[[150.0, 350.0], [0.6236399380530974, 0.6236775840707964, 0.910862610619469]], [[150.0, 300.0], [0.5052854043567053, 0.42578755221238945, 0.8272201259360109]], [[200.0, 350.0], [0.6236399380530974, 0.6236775840707964, 0.910862610619469]]], [[[150.0, 300.0], [0.5052854043567053, 0.42578755221238945, 0.8272201259360109]], [[200.0, 350.0], [0.6236399380530974, 0.6236775840707964, 0.910862610619469]], [[200.0, 300.0], [0.5052854043567053, 0.42578755221238945, 0.8272201259360109]]], [[[150.0, 300.0], [0.5052854043567053, 0.42578755221238945, 0.8272201259360109]], [[150.0, 250.0], [0.4287105371000681, 0.29264472743362835, 0.7195848692988427]], [[200.0, 300.0], [0.5052854043567053, 0.42578755221238945, 0.8272201259360109]]], [[[150.0, 250.0], [0.4287105371000681, 0.29264472743362835, 0.7195848692988427]], [[200.0, 300.0], [0.5052854043567053, 0.42578755221238945, 0.8272201259360109]], [[200.0, 250.0], [0.4287105371000681, 0.29264472743362835, 0.7195848692988427]]], [[[150.0, 250.0], [0.4287105371000681, 0.29264472743362835, 0.7195848692988427]], [[150.0, 200.00000000000003], [0.3840614991150443, 0.21501221883185845, 0.6568252350442478]], [[200.0, 250.0], [0.4287105371000681, 0.29264472743362835, 0.7195848692988427]]], [[[150.0, 200.00000000000003], [0.3840614991150443, 0.21501221883185845, 0.6568252350442478]], [[200.0, 250.0], [0.4287105371000681, 0.29264472743362835, 0.7195848692988427]], [[200.0, 200.00000000000003], [0.3840614991150443, 0.21501221883185845, 0.6568252350442478]]], [[[150.0, 200.00000000000003], [0.3840614991150443, 0.21501221883185845, 0.6568252350442478]], [[150.0, 150.0], [0.34895796786213323, 0.1539767449464369, 0.6074829673963671]], [[200.0, 200.00000000000003], [0.3840614991150443, 0.21501221883185845, 0.6568252350442478]]], [[[150.0, 150.0], [0.34895796786213323, 0.1539767449464369, 0.6074829673963671]], [[200.0, 200.00000000000003], [0.3840614991150443, 0.21501221883185845, 0.6568252350442478]], [[200.0, 150.0], [0.34895796786213323, 0.1539767449464369, 0.6074829673963671]]], [[[150.0, 150.0], [0.34895796786213323, 0.1539767449464369, 0.6074829673963671]], [[150.0, 100.0], [0.32539470876910703, 0.1130066592115849, 0.574361950925181]], [[200.0, 150.0], [0.34895796786213323, 0.1539767449464369, 0.6074829673963671]]], [[[150.0, 100.0], [0.32539470876910703, 0.1130066592115849, 0.574361950925181]], [[200.0, 150.0], [0.34895796786213323, 0.1539767449464369, 0.6074829673963671]], [[200.0, 100.0], [0.32539470876910703, 0.1130066592115849, 0.574361950925181]]], [[[150.0, 100.0], [0.32539470876910703, 0.1130066592115849, 0.574361950925181]], [[150.0, 50.00000000000006], [0.30748663185840713, 0.08186939405309741, 0.5491899784070796]], [[200.0, 100.0], [0.32539470876910703, 0.1130066592115849, 0.574361950925181]]], [[[150.0, 50.00000000000006], [0.30748663185840713, 0.08186939405309741, 0.5491899784070796]], [[200.0, 100.0], [0.32539470876910703, 0.1130066592115849, 0.574361950925181]], [[200.0, 50.00000000000006], [0.30748663185840713, 0.08186939405309741, 0.5491899784070796]]], [[[150.0, 50.00000000000006], [0.30748663185840713, 0.08186939405309741, 0.5491899784070796]], [[150.0, 0.0], [0.293416, 0.05740440000000004, 0.529412]], [[200.0, 50.00000000000006], [0.30748663185840713, 0.08186939405309741, 0.5491899784070796]]], [[[150.0, 0.0], [0.293416, 0.05740440000000004, 0.529412]], [[200.0, 50.00000000000006], [0.30748663185840713, 0.08186939405309741, 0.5491899784070796]], [[200.0, 0.0], [0.293416, 0.05740440000000004, 0.529412]]], [[[200.0, 350.0], [0.6236399380530974, 0.6236775840707964, 0.910862610619469]], [[250.0, 350.0], [0.6799401150442478, 0.7141364867256637, 0.9121460088495574]], [[250.0, 300.0], [0.5747476790870982, 0.5451211686073589, 0.90974808057755]]], [[[200.0, 350.0], [0.6236399380530974, 0.6236775840707964, 0.910862610619469]], [[200.0, 300.0], [0.5052854043567053, 0.42578755221238945, 0.8272201259360109]], [[250.0, 300.0], [0.5747476790870982, 0.5451211686073589, 0.90974808057755]]], [[[200.0, 300.0], [0.5052854043567053, 0.42578755221238945, 0.8272201259360109]], [[250.0, 300.0], [0.5747476790870982, 0.5451211686073589, 0.90974808057755]], [[250.0, 250.0], [0.5052854043567053, 0.42578755221238945, 0.8272201259360109]]], [[[200.0, 300.0], [0.5052854043567053, 0.42578755221238945, 0.8272201259360109]], [[200.0, 250.0], [0.4287105371000681, 0.29264472743362835, 0.7195848692988427]], [[250.0, 250.0], [0.5052854043567053, 0.42578755221238945, 0.8272201259360109]]], [[[200.0, 250.0], [0.4287105371000681, 0.29264472743362835, 0.7195848692988427]], [[250.0, 250.0], [0.5052854043567053, 0.42578755221238945, 0.8272201259360109]], [[250.0, 200.00000000000003], [0.4579323163716814, 0.34345343761061947, 0.7606596216814159]]], [[[200.0, 250.0], [0.4287105371000681, 0.29264472743362835, 0.7195848692988427]], [[200.0, 200.00000000000003], [0.3840614991150443, 0.21501221883185845, 0.6568252350442478]], [[250.0, 200.00000000000003], [0.4579323163716814, 0.34345343761061947, 0.7606596216814159]]], [[[200.0, 200.00000000000003], [0.3840614991150443, 0.21501221883185845, 0.6568252350442478]], [[250.0, 200.00000000000003], [0.4579323163716814, 0.34345343761061947, 0.7606596216814159]], [[250.0, 150.0], [0.4255328351187704, 0.287119569725198, 0.7151182240335352]]], [[[200.0, 200.00000000000003], [0.3840614991150443, 0.21501221883185845, 0.6568252350442478]], [[200.0, 150.0], [0.34895796786213323, 0.1539767449464369, 0.6074829673963671]], [[250.0, 150.0], [0.4255328351187704, 0.287119569725198, 0.7151182240335352]]], [[[200.0, 150.0], [0.34895796786213323, 0.1539767449464369, 0.6074829673963671]], [[250.0, 150.0], [0.4255328351187704, 0.287119569725198, 0.7151182240335352]], [[250.0, 100.0], [0.4019695760257442, 0.24614948399034595, 0.6819972075623492]]], [[[200.0, 150.0], [0.34895796786213323, 0.1539767449464369, 0.6074829673963671]], [[200.0, 100.0], [0.32539470876910703, 0.1130066592115849, 0.574361950925181]], [[250.0, 100.0], [0.4019695760257442, 0.24614948399034595, 0.6819972075623492]]], [[[200.0, 100.0], [0.32539470876910703, 0.1130066592115849, 0.574361950925181]], [[250.0, 100.0], [0.4019695760257442, 0.24614948399034595, 0.6819972075623492]], [[250.0, 50.00000000000006], [0.3840614991150443, 0.21501221883185845, 0.6568252350442478]]], [[[200.0, 100.0], [0.32539470876910703, 0.1130066592115849, 0.574361950925181]], [[200.0, 50.00000000000006], [0.30748663185840713, 0.08186939405309741, 0.5491899784070796]], [[250.0, 50.00000000000006], [0.3840614991150443, 0.21501221883185845, 0.6568252350442478]]], [[[200.0, 50.00000000000006], [0.30748663185840713, 0.08186939405309741, 0.5491899784070796]], [[250.0, 50.00000000000006], [0.3840614991150443, 0.21501221883185845, 0.6568252350442478]], [[250.0, 0.0], [0.3699908672566372, 0.1905472247787611, 0.6370472566371681]]], [[[200.0, 50.00000000000006], [0.30748663185840713, 0.08186939405309741, 0.5491899784070796]], [[200.0, 0.0], [0.293416, 0.05740440000000004, 0.529412]], [[250.0, 0.0], [0.3699908672566372, 0.1905472247787611, 0.6370472566371681]]], [[[250.0, 350.0], [0.6799401150442478, 0.7141364867256637, 0.9121460088495574]], [[300.0, 350.0], [0.7894917522123893, 0.8559553451327434, 0.901997407079646]], [[300.0, 300.0], [0.6890888938053097, 0.7288360584070797, 0.9123545610619469]]], [[[250.0, 350.0], [0.6799401150442478, 0.7141364867256637, 0.9121460088495574]], [[250.0, 300.0], [0.5747476790870982, 0.5451211686073589, 0.90974808057755]], [[300.0, 300.0], [0.6890888938053097, 0.7288360584070797, 0.9123545610619469]]], [[[250.0, 300.0], [0.5747476790870982, 0.5451211686073589, 0.90974808057755]], [[300.0, 300.0], [0.6890888938053097, 0.7288360584070797, 0.9123545610619469]], [[300.0, 250.0], [0.6333841994554119, 0.6393339326072158, 0.9110847372362152]]], [[[250.0, 300.0], [0.5747476790870982, 0.5451211686073589, 0.90974808057755]], [[250.0, 250.0], [0.5052854043567053, 0.42578755221238945, 0.8272201259360109]], [[300.0, 250.0], [0.6333841994554119, 0.6393339326072158, 0.9110847372362152]]], [[[250.0, 250.0], [0.5052854043567053, 0.42578755221238945, 0.8272201259360109]], [[300.0, 250.0], [0.6333841994554119, 0.6393339326072158, 0.9110847372362152]], [[300.0, 200.00000000000003], [0.5985687654867258, 0.5833951039823009, 0.9102910973451327]]], [[[250.0, 250.0], [0.5052854043567053, 0.42578755221238945, 0.8272201259360109]], [[250.0, 200.00000000000003], [0.4579323163716814, 0.34345343761061947, 0.7606596216814159]], [[300.0, 200.00000000000003], [0.5985687654867258, 0.5833951039823009, 0.9102910973451327]]], [[[250.0, 200.00000000000003], [0.4579323163716814, 0.34345343761061947, 0.7606596216814159]], [[300.0, 200.00000000000003], [0.5985687654867258, 0.5833951039823009, 0.9102910973451327]], [[300.0, 150.0], [0.5747476790870982, 0.5451211686073589, 0.90974808057755]]], [[[250.0, 200.00000000000003], [0.4579323163716814, 0.34345343761061947, 0.7606596216814159]], [[250.0, 150.0], [0.4255328351187704, 0.287119569725198, 0.7151182240335352]], [[300.0, 150.0], [0.5747476790870982, 0.5451211686073589, 0.90974808057755]]], [[[250.0, 150.0], [0.4255328351187704, 0.287119569725198, 0.7151182240335352]], [[300.0, 150.0], [0.5747476790870982, 0.5451211686073589, 0.90974808057755]], [[300.0, 100.0], [0.5551193105390185, 0.5124351335478681, 0.8972677208366854]]], [[[250.0, 150.0], [0.4255328351187704, 0.287119569725198, 0.7151182240335352]], [[250.0, 100.0], [0.4019695760257442, 0.24614948399034595, 0.6819972075623492]], [[300.0, 100.0], [0.5551193105390185, 0.5124351335478681, 0.8972677208366854]]], [[[250.0, 100.0], [0.4019695760257442, 0.24614948399034595, 0.6819972075623492]], [[300.0, 100.0], [0.5551193105390185, 0.5124351335478681, 0.8972677208366854]], [[300.0, 50.00000000000006], [0.5372112336283187, 0.4812978683893806, 0.872095748318584]]], [[[250.0, 100.0], [0.4019695760257442, 0.24614948399034595, 0.6819972075623492]], [[250.0, 50.00000000000006], [0.3840614991150443, 0.21501221883185845, 0.6568252350442478]], [[300.0, 50.00000000000006], [0.5372112336283187, 0.4812978683893806, 0.872095748318584]]], [[[250.0, 50.00000000000006], [0.3840614991150443, 0.21501221883185845, 0.6568252350442478]], [[300.0, 50.00000000000006], [0.5372112336283187, 0.4812978683893806, 0.872095748318584]], [[300.0, 0.0], [0.5231406017699116, 0.4568328743362832, 0.8523177699115045]]], [[[250.0, 50.00000000000006], [0.3840614991150443, 0.21501221883185845, 0.6568252350442478]], [[250.0, 0.0], [0.3699908672566372, 0.1905472247787611, 0.6370472566371681]], [[300.0, 0.0], [0.5231406017699116, 0.4568328743362832, 0.8523177699115045]]], [[[300.0, 350.0], [0.7894917522123893, 0.8559553451327434, 0.901997407079646]], [[350.0, 350.0], [0.941176, 0.906538, 0.834043]], [[350.0, 300.0], [0.8482693982300884, 0.8755561238938052, 0.8756650743362833]]], [[[300.0, 350.0], [0.7894917522123893, 0.8559553451327434, 0.901997407079646]], [[300.0, 300.0], [0.6890888938053097, 0.7288360584070797, 0.9123545610619469]], [[350.0, 300.0], [0.8482693982300884, 0.8755561238938052, 0.8756650743362833]]], [[[300.0, 300.0], [0.6890888938053097, 0.7288360584070797, 0.9123545610619469]], [[350.0, 300.0], [0.8482693982300884, 0.8755561238938052, 0.8756650743362833]], [[350.0, 250.0], [0.7982427665078284, 0.858873575221239, 0.8980769605173589]]], [[[300.0, 300.0], [0.6890888938053097, 0.7288360584070797, 0.9123545610619469]], [[300.0, 250.0], [0.6333841994554119, 0.6393339326072158, 0.9110847372362152]], [[350.0, 250.0], [0.7982427665078284, 0.858873575221239, 0.8980769605173589]]], [[[300.0, 250.0], [0.6333841994554119, 0.6393339326072158, 0.9110847372362152]], [[350.0, 250.0], [0.7982427665078284, 0.858873575221239, 0.8980769605173589]], [[350.0, 200.00000000000003], [0.7669761216814159, 0.848446982300885, 0.912084389380531]]], [[[300.0, 250.0], [0.6333841994554119, 0.6393339326072158, 0.9110847372362152]], [[300.0, 200.00000000000003], [0.5985687654867258, 0.5833951039823009, 0.9102910973451327]], [[350.0, 200.00000000000003], [0.7669761216814159, 0.848446982300885, 0.912084389380531]]], [[[300.0, 200.00000000000003], [0.5985687654867258, 0.5833951039823009, 0.9102910973451327]], [[350.0, 200.00000000000003], [0.7669761216814159, 0.848446982300885, 0.912084389380531]], [[350.0, 150.0], [0.7436482100605496, 0.8164978765719609, 0.9135982752678156]]], [[[300.0, 200.00000000000003], [0.5985687654867258, 0.5833951039823009, 0.9102910973451327]], [[300.0, 150.0], [0.5747476790870982, 0.5451211686073589, 0.90974808057755]], [[350.0, 150.0], [0.7436482100605496, 0.8164978765719609, 0.9135982752678156]]], [[[300.0, 150.0], [0.5747476790870982, 0.5451211686073589, 0.90974808057755]], [[350.0, 150.0], [0.7436482100605496, 0.8164978765719609, 0.9135982752678156]], [[350.0, 100.0], [0.7263237835880934, 0.7886622872083668, 0.9132033539823009]]], [[[300.0, 150.0], [0.5747476790870982, 0.5451211686073589, 0.90974808057755]], [[300.0, 100.0], [0.5551193105390185, 0.5124351335478681, 0.8972677208366854]], [[350.0, 100.0], [0.7263237835880934, 0.7886622872083668, 0.9132033539823009]]], [[[300.0, 100.0], [0.5551193105390185, 0.5124351335478681, 0.8972677208366854]], [[350.0, 100.0], [0.7263237835880934, 0.7886622872083668, 0.9132033539823009]], [[350.0, 50.00000000000006], [0.7131572194690265, 0.7675072392920355, 0.9129032138053098]]], [[[300.0, 100.0], [0.5551193105390185, 0.5124351335478681, 0.8972677208366854]], [[300.0, 50.00000000000006], [0.5372112336283187, 0.4812978683893806, 0.872095748318584]], [[350.0, 50.00000000000006], [0.7131572194690265, 0.7675072392920355, 0.9129032138053098]]], [[[300.0, 50.00000000000006], [0.5372112336283187, 0.4812978683893806, 0.872095748318584]], [[350.0, 50.00000000000006], [0.7131572194690265, 0.7675072392920355, 0.9129032138053098]], [[350.0, 0.0], [0.7028120619469027, 0.7508854159292035, 0.9126673893805309]]], [[[300.0, 50.00000000000006], [0.5372112336283187, 0.4812978683893806, 0.872095748318584]], [[300.0, 0.0], [0.5231406017699116, 0.4568328743362832, 0.8523177699115045]], [[350.0, 0.0], [0.7028120619469027, 0.7508854159292035, 0.9126673893805309]]]]" /><polygon points="0.000000,350.000000 0.000000,300.000000 50.000000,350.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,300.000000 50.000000,350.000000 50.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,300.000000 0.000000,250.000000 50.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,250.000000 50.000000,300.000000 50.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,250.000000 0.000000,200.000000 50.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,200.000000 50.000000,250.000000 50.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,200.000000 0.000000,150.000000 50.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,150.000000 50.000000,200.000000 50.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,150.000000 0.000000,100.000000 50.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,100.000000 50.000000,150.000000 50.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,100.000000 0.000000,50.000000 50.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,50.000000 50.000000,100.000000 50.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,50.000000 0.000000,0.000000 50.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,0.000000 50.000000,50.000000 50.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,350.000000 50.000000,300.000000 100.000000,350.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,300.000000 100.000000,350.000000 100.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,300.000000 50.000000,250.000000 100.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,250.000000 100.000000,300.000000 100.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,250.000000 50.000000,200.000000 100.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,200.000000 100.000000,250.000000 100.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,200.000000 50.000000,150.000000 100.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,150.000000 100.000000,200.000000 100.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,150.000000 50.000000,100.000000 100.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,100.000000 100.000000,150.000000 100.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,100.000000 50.000000,50.000000 100.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,50.000000 100.000000,100.000000 100.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,50.000000 50.000000,0.000000 100.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,0.000000 100.000000,50.000000 100.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,350.000000 100.000000,300.000000 150.000000,350.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,300.000000 150.000000,350.000000 150.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,300.000000 100.000000,250.000000 150.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,250.000000 150.000000,300.000000 150.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,250.000000 100.000000,200.000000 150.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,200.000000 150.000000,250.000000 150.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,200.000000 100.000000,150.000000 150.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,150.000000 150.000000,200.000000 150.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,150.000000 100.000000,100.000000 150.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,100.000000 150.000000,150.000000 150.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,100.000000 100.000000,50.000000 150.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,50.000000 150.000000,100.000000 150.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,50.000000 100.000000,0.000000 150.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,0.000000 150.000000,50.000000 150.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,350.000000 150.000000,300.000000 200.000000,350.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,300.000000 200.000000,350.000000 200.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,300.000000 150.000000,250.000000 200.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,250.000000 200.000000,300.000000 200.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,250.000000 150.000000,200.000000 200.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,200.000000 200.000000,250.000000 200.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,200.000000 150.000000,150.000000 200.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,150.000000 200.000000,200.000000 200.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,150.000000 150.000000,100.000000 200.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,100.000000 200.000000,150.000000 200.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,100.000000 150.000000,50.000000 200.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,50.000000 200.000000,100.000000 200.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,50.000000 150.000000,0.000000 200.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,0.000000 200.000000,50.000000 200.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,350.000000 250.000000,350.000000 250.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,350.000000 200.000000,300.000000 250.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,300.000000 250.000000,300.000000 250.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,300.000000 200.000000,250.000000 250.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,250.000000 250.000000,250.000000 250.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,250.000000 200.000000,200.000000 250.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,200.000000 250.000000,200.000000 250.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,200.000000 200.000000,150.000000 250.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,150.000000 250.000000,150.000000 250.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,150.000000 200.000000,100.000000 250.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,100.000000 250.000000,100.000000 250.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,100.000000 200.000000,50.000000 250.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,50.000000 250.000000,50.000000 250.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,50.000000 200.000000,0.000000 250.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,350.000000 300.000000,350.000000 300.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,350.000000 250.000000,300.000000 300.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,300.000000 300.000000,300.000000 300.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,300.000000 250.000000,250.000000 300.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,250.000000 300.000000,250.000000 300.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,250.000000 250.000000,200.000000 300.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,200.000000 300.000000,200.000000 300.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,200.000000 250.000000,150.000000 300.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,150.000000 300.000000,150.000000 300.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,150.000000 250.000000,100.000000 300.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,100.000000 300.000000,100.000000 300.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,100.000000 250.000000,50.000000 300.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,50.000000 300.000000,50.000000 300.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,50.000000 250.000000,0.000000 300.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,350.000000 350.000000,350.000000 350.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,350.000000 300.000000,300.000000 350.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,300.000000 350.000000,300.000000 350.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,300.000000 300.000000,250.000000 350.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,250.000000 350.000000,250.000000 350.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,250.000000 300.000000,200.000000 350.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,200.000000 350.000000,200.000000 350.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,200.000000 300.000000,150.000000 350.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,150.000000 350.000000,150.000000 350.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,150.000000 300.000000,100.000000 350.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,100.000000 350.000000,100.000000 350.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,100.000000 300.000000,50.000000 350.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,50.000000 350.000000,50.000000 350.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,50.000000 300.000000,0.000000 350.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" />
            </svg>
        "/></mstyle></math>
p3950
sg15
I1
sass(g1709
g3876
g3943
I1
tp3951
(dp3952
g6
VDensityPlot[1 / x, {x, 0, 1}, {y, 0, 1}]
p3953
sg8
(lp3954
(dp3955
g11
(lp3956
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="350px" height="350px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-1.666667 -1.666667 353.333333 353.333333">
                <meshgradient data="[[[[0.0, 350.0], [0.941176, 0.906538, 0.834043]], [[0.0, 300.0], [0.941176, 0.906538, 0.834043]], [[58.33333333333333, 350.0], [0.6135235, 0.60742325, 0.910632]]], [[[0.0, 300.0], [0.941176, 0.906538, 0.834043]], [[58.33333333333333, 350.0], [0.6135235, 0.60742325, 0.910632]], [[58.33333333333333, 300.0], [0.6135235, 0.60742325, 0.910632]]], [[[0.0, 300.0], [0.941176, 0.906538, 0.834043]], [[0.0, 250.0], [0.941176, 0.906538, 0.834043]], [[58.33333333333333, 300.0], [0.6135235, 0.60742325, 0.910632]]], [[[0.0, 250.0], [0.941176, 0.906538, 0.834043]], [[58.33333333333333, 300.0], [0.6135235, 0.60742325, 0.910632]], [[58.33333333333333, 250.0], [0.6135235, 0.60742325, 0.910632]]], [[[0.0, 250.0], [0.941176, 0.906538, 0.834043]], [[0.0, 200.0], [0.941176, 0.906538, 0.834043]], [[58.33333333333333, 250.0], [0.6135235, 0.60742325, 0.910632]]], [[[0.0, 200.0], [0.941176, 0.906538, 0.834043]], [[58.33333333333333, 250.0], [0.6135235, 0.60742325, 0.910632]], [[58.33333333333333, 200.0], [0.6135235, 0.60742325, 0.910632]]], [[[0.0, 200.0], [0.941176, 0.906538, 0.834043]], [[0.0, 150.0], [0.941176, 0.906538, 0.834043]], [[58.33333333333333, 200.0], [0.6135235, 0.60742325, 0.910632]]], [[[0.0, 150.0], [0.941176, 0.906538, 0.834043]], [[58.33333333333333, 200.0], [0.6135235, 0.60742325, 0.910632]], [[58.33333333333333, 150.0], [0.6135235, 0.60742325, 0.910632]]], [[[0.0, 150.0], [0.941176, 0.906538, 0.834043]], [[0.0, 100.0], [0.941176, 0.906538, 0.834043]], [[58.33333333333333, 150.0], [0.6135235, 0.60742325, 0.910632]]], [[[0.0, 100.0], [0.941176, 0.906538, 0.834043]], [[58.33333333333333, 150.0], [0.6135235, 0.60742325, 0.910632]], [[58.33333333333333, 100.0], [0.6135235, 0.60742325, 0.910632]]], [[[0.0, 100.0], [0.941176, 0.906538, 0.834043]], [[0.0, 50.0], [0.941176, 0.906538, 0.834043]], [[58.33333333333333, 100.0], [0.6135235, 0.60742325, 0.910632]]], [[[0.0, 50.0], [0.941176, 0.906538, 0.834043]], [[58.33333333333333, 100.0], [0.6135235, 0.60742325, 0.910632]], [[58.33333333333333, 50.0], [0.6135235, 0.60742325, 0.910632]]], [[[0.0, 50.0], [0.941176, 0.906538, 0.834043]], [[0.0, 0.0], [0.941176, 0.906538, 0.834043]], [[58.33333333333333, 50.0], [0.6135235, 0.60742325, 0.910632]]], [[[0.0, 0.0], [0.941176, 0.906538, 0.834043]], [[58.33333333333333, 50.0], [0.6135235, 0.60742325, 0.910632]], [[58.33333333333333, 0.0], [0.6135235, 0.60742325, 0.910632]]], [[[58.33333333333333, 350.0], [0.6135235, 0.60742325, 0.910632]], [[58.33333333333333, 300.0], [0.6135235, 0.60742325, 0.910632]], [[116.66666666666666, 350.0], [0.473686, 0.37084480000000003, 0.7828033333333334]]], [[[58.33333333333333, 300.0], [0.6135235, 0.60742325, 0.910632]], [[116.66666666666666, 350.0], [0.473686, 0.37084480000000003, 0.7828033333333334]], [[116.66666666666666, 300.0], [0.473686, 0.37084480000000003, 0.7828033333333334]]], [[[58.33333333333333, 300.0], [0.6135235, 0.60742325, 0.910632]], [[58.33333333333333, 250.0], [0.6135235, 0.60742325, 0.910632]], [[116.66666666666666, 300.0], [0.473686, 0.37084480000000003, 0.7828033333333334]]], [[[58.33333333333333, 250.0], [0.6135235, 0.60742325, 0.910632]], [[116.66666666666666, 300.0], [0.473686, 0.37084480000000003, 0.7828033333333334]], [[116.66666666666666, 250.0], [0.473686, 0.37084480000000003, 0.7828033333333334]]], [[[58.33333333333333, 250.0], [0.6135235, 0.60742325, 0.910632]], [[58.33333333333333, 200.0], [0.6135235, 0.60742325, 0.910632]], [[116.66666666666666, 250.0], [0.473686, 0.37084480000000003, 0.7828033333333334]]], [[[58.33333333333333, 200.0], [0.6135235, 0.60742325, 0.910632]], [[116.66666666666666, 250.0], [0.473686, 0.37084480000000003, 0.7828033333333334]], [[116.66666666666666, 200.0], [0.473686, 0.37084480000000003, 0.7828033333333334]]], [[[58.33333333333333, 200.0], [0.6135235, 0.60742325, 0.910632]], [[58.33333333333333, 150.0], [0.6135235, 0.60742325, 0.910632]], [[116.66666666666666, 200.0], [0.473686, 0.37084480000000003, 0.7828033333333334]]], [[[58.33333333333333, 150.0], [0.6135235, 0.60742325, 0.910632]], [[116.66666666666666, 200.0], [0.473686, 0.37084480000000003, 0.7828033333333334]], [[116.66666666666666, 150.0], [0.473686, 0.37084480000000003, 0.7828033333333334]]], [[[58.33333333333333, 150.0], [0.6135235, 0.60742325, 0.910632]], [[58.33333333333333, 100.0], [0.6135235, 0.60742325, 0.910632]], [[116.66666666666666, 150.0], [0.473686, 0.37084480000000003, 0.7828033333333334]]], [[[58.33333333333333, 100.0], [0.6135235, 0.60742325, 0.910632]], [[116.66666666666666, 150.0], [0.473686, 0.37084480000000003, 0.7828033333333334]], [[116.66666666666666, 100.0], [0.473686, 0.37084480000000003, 0.7828033333333334]]], [[[58.33333333333333, 100.0], [0.6135235, 0.60742325, 0.910632]], [[58.33333333333333, 50.0], [0.6135235, 0.60742325, 0.910632]], [[116.66666666666666, 100.0], [0.473686, 0.37084480000000003, 0.7828033333333334]]], [[[58.33333333333333, 50.0], [0.6135235, 0.60742325, 0.910632]], [[116.66666666666666, 100.0], [0.473686, 0.37084480000000003, 0.7828033333333334]], [[116.66666666666666, 50.0], [0.473686, 0.37084480000000003, 0.7828033333333334]]], [[[58.33333333333333, 50.0], [0.6135235, 0.60742325, 0.910632]], [[58.33333333333333, 0.0], [0.6135235, 0.60742325, 0.910632]], [[116.66666666666666, 50.0], [0.473686, 0.37084480000000003, 0.7828033333333334]]], [[[58.33333333333333, 0.0], [0.6135235, 0.60742325, 0.910632]], [[116.66666666666666, 50.0], [0.473686, 0.37084480000000003, 0.7828033333333334]], [[116.66666666666666, 0.0], [0.473686, 0.37084480000000003, 0.7828033333333334]]], [[[116.66666666666666, 350.0], [0.473686, 0.37084480000000003, 0.7828033333333334]], [[116.66666666666666, 300.0], [0.473686, 0.37084480000000003, 0.7828033333333334]], [[175.0, 350.0], [0.39481787500000004, 0.23371462499999995, 0.671944625]]], [[[116.66666666666666, 300.0], [0.473686, 0.37084480000000003, 0.7828033333333334]], [[175.0, 350.0], [0.39481787500000004, 0.23371462499999995, 0.671944625]], [[175.0, 300.0], [0.39481787500000004, 0.23371462499999995, 0.671944625]]], [[[116.66666666666666, 300.0], [0.473686, 0.37084480000000003, 0.7828033333333334]], [[116.66666666666666, 250.0], [0.473686, 0.37084480000000003, 0.7828033333333334]], [[175.0, 300.0], [0.39481787500000004, 0.23371462499999995, 0.671944625]]], [[[116.66666666666666, 250.0], [0.473686, 0.37084480000000003, 0.7828033333333334]], [[175.0, 300.0], [0.39481787500000004, 0.23371462499999995, 0.671944625]], [[175.0, 250.0], [0.39481787500000004, 0.23371462499999995, 0.671944625]]], [[[116.66666666666666, 250.0], [0.473686, 0.37084480000000003, 0.7828033333333334]], [[116.66666666666666, 200.0], [0.473686, 0.37084480000000003, 0.7828033333333334]], [[175.0, 250.0], [0.39481787500000004, 0.23371462499999995, 0.671944625]]], [[[116.66666666666666, 200.0], [0.473686, 0.37084480000000003, 0.7828033333333334]], [[175.0, 250.0], [0.39481787500000004, 0.23371462499999995, 0.671944625]], [[175.0, 200.0], [0.39481787500000004, 0.23371462499999995, 0.671944625]]], [[[116.66666666666666, 200.0], [0.473686, 0.37084480000000003, 0.7828033333333334]], [[116.66666666666666, 150.0], [0.473686, 0.37084480000000003, 0.7828033333333334]], [[175.0, 200.0], [0.39481787500000004, 0.23371462499999995, 0.671944625]]], [[[116.66666666666666, 150.0], [0.473686, 0.37084480000000003, 0.7828033333333334]], [[175.0, 200.0], [0.39481787500000004, 0.23371462499999995, 0.671944625]], [[175.0, 150.0], [0.39481787500000004, 0.23371462499999995, 0.671944625]]], [[[116.66666666666666, 150.0], [0.473686, 0.37084480000000003, 0.7828033333333334]], [[116.66666666666666, 100.0], [0.473686, 0.37084480000000003, 0.7828033333333334]], [[175.0, 150.0], [0.39481787500000004, 0.23371462499999995, 0.671944625]]], [[[116.66666666666666, 100.0], [0.473686, 0.37084480000000003, 0.7828033333333334]], [[175.0, 150.0], [0.39481787500000004, 0.23371462499999995, 0.671944625]], [[175.0, 100.0], [0.39481787500000004, 0.23371462499999995, 0.671944625]]], [[[116.66666666666666, 100.0], [0.473686, 0.37084480000000003, 0.7828033333333334]], [[116.66666666666666, 50.0], [0.473686, 0.37084480000000003, 0.7828033333333334]], [[175.0, 100.0], [0.39481787500000004, 0.23371462499999995, 0.671944625]]], [[[116.66666666666666, 50.0], [0.473686, 0.37084480000000003, 0.7828033333333334]], [[175.0, 100.0], [0.39481787500000004, 0.23371462499999995, 0.671944625]], [[175.0, 50.0], [0.39481787500000004, 0.23371462499999995, 0.671944625]]], [[[116.66666666666666, 50.0], [0.473686, 0.37084480000000003, 0.7828033333333334]], [[116.66666666666666, 0.0], [0.473686, 0.37084480000000003, 0.7828033333333334]], [[175.0, 50.0], [0.39481787500000004, 0.23371462499999995, 0.671944625]]], [[[116.66666666666666, 0.0], [0.473686, 0.37084480000000003, 0.7828033333333334]], [[175.0, 50.0], [0.39481787500000004, 0.23371462499999995, 0.671944625]], [[175.0, 0.0], [0.39481787500000004, 0.23371462499999995, 0.671944625]]], [[[175.0, 350.0], [0.39481787500000004, 0.23371462499999995, 0.671944625]], [[175.0, 300.0], [0.39481787500000004, 0.23371462499999995, 0.671944625]], [[233.33333333333331, 350.0], [0.347497, 0.15143651999999996, 0.6054294]]], [[[175.0, 300.0], [0.39481787500000004, 0.23371462499999995, 0.671944625]], [[233.33333333333331, 350.0], [0.347497, 0.15143651999999996, 0.6054294]], [[233.33333333333331, 300.0], [0.347497, 0.15143651999999996, 0.6054294]]], [[[175.0, 300.0], [0.39481787500000004, 0.23371462499999995, 0.671944625]], [[175.0, 250.0], [0.39481787500000004, 0.23371462499999995, 0.671944625]], [[233.33333333333331, 300.0], [0.347497, 0.15143651999999996, 0.6054294]]], [[[175.0, 250.0], [0.39481787500000004, 0.23371462499999995, 0.671944625]], [[233.33333333333331, 300.0], [0.347497, 0.15143651999999996, 0.6054294]], [[233.33333333333331, 250.0], [0.347497, 0.15143651999999996, 0.6054294]]], [[[175.0, 250.0], [0.39481787500000004, 0.23371462499999995, 0.671944625]], [[175.0, 200.0], [0.39481787500000004, 0.23371462499999995, 0.671944625]], [[233.33333333333331, 250.0], [0.347497, 0.15143651999999996, 0.6054294]]], [[[175.0, 200.0], [0.39481787500000004, 0.23371462499999995, 0.671944625]], [[233.33333333333331, 250.0], [0.347497, 0.15143651999999996, 0.6054294]], [[233.33333333333331, 200.0], [0.347497, 0.15143651999999996, 0.6054294]]], [[[175.0, 200.0], [0.39481787500000004, 0.23371462499999995, 0.671944625]], [[175.0, 150.0], [0.39481787500000004, 0.23371462499999995, 0.671944625]], [[233.33333333333331, 200.0], [0.347497, 0.15143651999999996, 0.6054294]]], [[[175.0, 150.0], [0.39481787500000004, 0.23371462499999995, 0.671944625]], [[233.33333333333331, 200.0], [0.347497, 0.15143651999999996, 0.6054294]], [[233.33333333333331, 150.0], [0.347497, 0.15143651999999996, 0.6054294]]], [[[175.0, 150.0], [0.39481787500000004, 0.23371462499999995, 0.671944625]], [[175.0, 100.0], [0.39481787500000004, 0.23371462499999995, 0.671944625]], [[233.33333333333331, 150.0], [0.347497, 0.15143651999999996, 0.6054294]]], [[[175.0, 100.0], [0.39481787500000004, 0.23371462499999995, 0.671944625]], [[233.33333333333331, 150.0], [0.347497, 0.15143651999999996, 0.6054294]], [[233.33333333333331, 100.0], [0.347497, 0.15143651999999996, 0.6054294]]], [[[175.0, 100.0], [0.39481787500000004, 0.23371462499999995, 0.671944625]], [[175.0, 50.0], [0.39481787500000004, 0.23371462499999995, 0.671944625]], [[233.33333333333331, 100.0], [0.347497, 0.15143651999999996, 0.6054294]]], [[[175.0, 50.0], [0.39481787500000004, 0.23371462499999995, 0.671944625]], [[233.33333333333331, 100.0], [0.347497, 0.15143651999999996, 0.6054294]], [[233.33333333333331, 50.0], [0.347497, 0.15143651999999996, 0.6054294]]], [[[175.0, 50.0], [0.39481787500000004, 0.23371462499999995, 0.671944625]], [[175.0, 0.0], [0.39481787500000004, 0.23371462499999995, 0.671944625]], [[233.33333333333331, 50.0], [0.347497, 0.15143651999999996, 0.6054294]]], [[[175.0, 0.0], [0.39481787500000004, 0.23371462499999995, 0.671944625]], [[233.33333333333331, 50.0], [0.347497, 0.15143651999999996, 0.6054294]], [[233.33333333333331, 0.0], [0.347497, 0.15143651999999996, 0.6054294]]], [[[233.33333333333331, 350.0], [0.347497, 0.15143651999999996, 0.6054294]], [[233.33333333333331, 300.0], [0.347497, 0.15143651999999996, 0.6054294]], [[291.66666666666663, 350.0], [0.31594975000000003, 0.09658445000000002, 0.5610859166666666]]], [[[233.33333333333331, 300.0], [0.347497, 0.15143651999999996, 0.6054294]], [[291.66666666666663, 350.0], [0.31594975000000003, 0.09658445000000002, 0.5610859166666666]], [[291.66666666666663, 300.0], [0.31594975000000003, 0.09658445000000002, 0.5610859166666666]]], [[[233.33333333333331, 300.0], [0.347497, 0.15143651999999996, 0.6054294]], [[233.33333333333331, 250.0], [0.347497, 0.15143651999999996, 0.6054294]], [[291.66666666666663, 300.0], [0.31594975000000003, 0.09658445000000002, 0.5610859166666666]]], [[[233.33333333333331, 250.0], [0.347497, 0.15143651999999996, 0.6054294]], [[291.66666666666663, 300.0], [0.31594975000000003, 0.09658445000000002, 0.5610859166666666]], [[291.66666666666663, 250.0], [0.31594975000000003, 0.09658445000000002, 0.5610859166666666]]], [[[233.33333333333331, 250.0], [0.347497, 0.15143651999999996, 0.6054294]], [[233.33333333333331, 200.0], [0.347497, 0.15143651999999996, 0.6054294]], [[291.66666666666663, 250.0], [0.31594975000000003, 0.09658445000000002, 0.5610859166666666]]], [[[233.33333333333331, 200.0], [0.347497, 0.15143651999999996, 0.6054294]], [[291.66666666666663, 250.0], [0.31594975000000003, 0.09658445000000002, 0.5610859166666666]], [[291.66666666666663, 200.0], [0.31594975000000003, 0.09658445000000002, 0.5610859166666666]]], [[[233.33333333333331, 200.0], [0.347497, 0.15143651999999996, 0.6054294]], [[233.33333333333331, 150.0], [0.347497, 0.15143651999999996, 0.6054294]], [[291.66666666666663, 200.0], [0.31594975000000003, 0.09658445000000002, 0.5610859166666666]]], [[[233.33333333333331, 150.0], [0.347497, 0.15143651999999996, 0.6054294]], [[291.66666666666663, 200.0], [0.31594975000000003, 0.09658445000000002, 0.5610859166666666]], [[291.66666666666663, 150.0], [0.31594975000000003, 0.09658445000000002, 0.5610859166666666]]], [[[233.33333333333331, 150.0], [0.347497, 0.15143651999999996, 0.6054294]], [[233.33333333333331, 100.0], [0.347497, 0.15143651999999996, 0.6054294]], [[291.66666666666663, 150.0], [0.31594975000000003, 0.09658445000000002, 0.5610859166666666]]], [[[233.33333333333331, 100.0], [0.347497, 0.15143651999999996, 0.6054294]], [[291.66666666666663, 150.0], [0.31594975000000003, 0.09658445000000002, 0.5610859166666666]], [[291.66666666666663, 100.0], [0.31594975000000003, 0.09658445000000002, 0.5610859166666666]]], [[[233.33333333333331, 100.0], [0.347497, 0.15143651999999996, 0.6054294]], [[233.33333333333331, 50.0], [0.347497, 0.15143651999999996, 0.6054294]], [[291.66666666666663, 100.0], [0.31594975000000003, 0.09658445000000002, 0.5610859166666666]]], [[[233.33333333333331, 50.0], [0.347497, 0.15143651999999996, 0.6054294]], [[291.66666666666663, 100.0], [0.31594975000000003, 0.09658445000000002, 0.5610859166666666]], [[291.66666666666663, 50.0], [0.31594975000000003, 0.09658445000000002, 0.5610859166666666]]], [[[233.33333333333331, 50.0], [0.347497, 0.15143651999999996, 0.6054294]], [[233.33333333333331, 0.0], [0.347497, 0.15143651999999996, 0.6054294]], [[291.66666666666663, 50.0], [0.31594975000000003, 0.09658445000000002, 0.5610859166666666]]], [[[233.33333333333331, 0.0], [0.347497, 0.15143651999999996, 0.6054294]], [[291.66666666666663, 50.0], [0.31594975000000003, 0.09658445000000002, 0.5610859166666666]], [[291.66666666666663, 0.0], [0.31594975000000003, 0.09658445000000002, 0.5610859166666666]]], [[[291.66666666666663, 350.0], [0.31594975000000003, 0.09658445000000002, 0.5610859166666666]], [[291.66666666666663, 300.0], [0.31594975000000003, 0.09658445000000002, 0.5610859166666666]], [[350.0, 350.0], [0.293416, 0.0574044, 0.529412]]], [[[291.66666666666663, 300.0], [0.31594975000000003, 0.09658445000000002, 0.5610859166666666]], [[350.0, 350.0], [0.293416, 0.0574044, 0.529412]], [[350.0, 300.0], [0.293416, 0.0574044, 0.529412]]], [[[291.66666666666663, 300.0], [0.31594975000000003, 0.09658445000000002, 0.5610859166666666]], [[291.66666666666663, 250.0], [0.31594975000000003, 0.09658445000000002, 0.5610859166666666]], [[350.0, 300.0], [0.293416, 0.0574044, 0.529412]]], [[[291.66666666666663, 250.0], [0.31594975000000003, 0.09658445000000002, 0.5610859166666666]], [[350.0, 300.0], [0.293416, 0.0574044, 0.529412]], [[350.0, 250.0], [0.293416, 0.0574044, 0.529412]]], [[[291.66666666666663, 250.0], [0.31594975000000003, 0.09658445000000002, 0.5610859166666666]], [[291.66666666666663, 200.0], [0.31594975000000003, 0.09658445000000002, 0.5610859166666666]], [[350.0, 250.0], [0.293416, 0.0574044, 0.529412]]], [[[291.66666666666663, 200.0], [0.31594975000000003, 0.09658445000000002, 0.5610859166666666]], [[350.0, 250.0], [0.293416, 0.0574044, 0.529412]], [[350.0, 200.0], [0.293416, 0.0574044, 0.529412]]], [[[291.66666666666663, 200.0], [0.31594975000000003, 0.09658445000000002, 0.5610859166666666]], [[291.66666666666663, 150.0], [0.31594975000000003, 0.09658445000000002, 0.5610859166666666]], [[350.0, 200.0], [0.293416, 0.0574044, 0.529412]]], [[[291.66666666666663, 150.0], [0.31594975000000003, 0.09658445000000002, 0.5610859166666666]], [[350.0, 200.0], [0.293416, 0.0574044, 0.529412]], [[350.0, 150.0], [0.293416, 0.0574044, 0.529412]]], [[[291.66666666666663, 150.0], [0.31594975000000003, 0.09658445000000002, 0.5610859166666666]], [[291.66666666666663, 100.0], [0.31594975000000003, 0.09658445000000002, 0.5610859166666666]], [[350.0, 150.0], [0.293416, 0.0574044, 0.529412]]], [[[291.66666666666663, 100.0], [0.31594975000000003, 0.09658445000000002, 0.5610859166666666]], [[350.0, 150.0], [0.293416, 0.0574044, 0.529412]], [[350.0, 100.0], [0.293416, 0.0574044, 0.529412]]], [[[291.66666666666663, 100.0], [0.31594975000000003, 0.09658445000000002, 0.5610859166666666]], [[291.66666666666663, 50.0], [0.31594975000000003, 0.09658445000000002, 0.5610859166666666]], [[350.0, 100.0], [0.293416, 0.0574044, 0.529412]]], [[[291.66666666666663, 50.0], [0.31594975000000003, 0.09658445000000002, 0.5610859166666666]], [[350.0, 100.0], [0.293416, 0.0574044, 0.529412]], [[350.0, 50.0], [0.293416, 0.0574044, 0.529412]]], [[[291.66666666666663, 50.0], [0.31594975000000003, 0.09658445000000002, 0.5610859166666666]], [[291.66666666666663, 0.0], [0.31594975000000003, 0.09658445000000002, 0.5610859166666666]], [[350.0, 50.0], [0.293416, 0.0574044, 0.529412]]], [[[291.66666666666663, 0.0], [0.31594975000000003, 0.09658445000000002, 0.5610859166666666]], [[350.0, 50.0], [0.293416, 0.0574044, 0.529412]], [[350.0, 0.0], [0.293416, 0.0574044, 0.529412]]]]" /><polygon points="0.000000,350.000000 0.000000,300.000000 58.333333,350.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,300.000000 58.333333,350.000000 58.333333,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,300.000000 0.000000,250.000000 58.333333,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,250.000000 58.333333,300.000000 58.333333,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,250.000000 0.000000,200.000000 58.333333,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,200.000000 58.333333,250.000000 58.333333,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,200.000000 0.000000,150.000000 58.333333,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,150.000000 58.333333,200.000000 58.333333,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,150.000000 0.000000,100.000000 58.333333,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,100.000000 58.333333,150.000000 58.333333,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,100.000000 0.000000,50.000000 58.333333,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,50.000000 58.333333,100.000000 58.333333,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,50.000000 0.000000,0.000000 58.333333,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,0.000000 58.333333,50.000000 58.333333,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="58.333333,350.000000 58.333333,300.000000 116.666667,350.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="58.333333,300.000000 116.666667,350.000000 116.666667,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="58.333333,300.000000 58.333333,250.000000 116.666667,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="58.333333,250.000000 116.666667,300.000000 116.666667,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="58.333333,250.000000 58.333333,200.000000 116.666667,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="58.333333,200.000000 116.666667,250.000000 116.666667,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="58.333333,200.000000 58.333333,150.000000 116.666667,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="58.333333,150.000000 116.666667,200.000000 116.666667,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="58.333333,150.000000 58.333333,100.000000 116.666667,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="58.333333,100.000000 116.666667,150.000000 116.666667,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="58.333333,100.000000 58.333333,50.000000 116.666667,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="58.333333,50.000000 116.666667,100.000000 116.666667,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="58.333333,50.000000 58.333333,0.000000 116.666667,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="58.333333,0.000000 116.666667,50.000000 116.666667,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="116.666667,350.000000 116.666667,300.000000 175.000000,350.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="116.666667,300.000000 175.000000,350.000000 175.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="116.666667,300.000000 116.666667,250.000000 175.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="116.666667,250.000000 175.000000,300.000000 175.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="116.666667,250.000000 116.666667,200.000000 175.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="116.666667,200.000000 175.000000,250.000000 175.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="116.666667,200.000000 116.666667,150.000000 175.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="116.666667,150.000000 175.000000,200.000000 175.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="116.666667,150.000000 116.666667,100.000000 175.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="116.666667,100.000000 175.000000,150.000000 175.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="116.666667,100.000000 116.666667,50.000000 175.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="116.666667,50.000000 175.000000,100.000000 175.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="116.666667,50.000000 116.666667,0.000000 175.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="116.666667,0.000000 175.000000,50.000000 175.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="175.000000,350.000000 175.000000,300.000000 233.333333,350.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="175.000000,300.000000 233.333333,350.000000 233.333333,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="175.000000,300.000000 175.000000,250.000000 233.333333,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="175.000000,250.000000 233.333333,300.000000 233.333333,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="175.000000,250.000000 175.000000,200.000000 233.333333,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="175.000000,200.000000 233.333333,250.000000 233.333333,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="175.000000,200.000000 175.000000,150.000000 233.333333,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="175.000000,150.000000 233.333333,200.000000 233.333333,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="175.000000,150.000000 175.000000,100.000000 233.333333,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="175.000000,100.000000 233.333333,150.000000 233.333333,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="175.000000,100.000000 175.000000,50.000000 233.333333,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="175.000000,50.000000 233.333333,100.000000 233.333333,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="175.000000,50.000000 175.000000,0.000000 233.333333,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="175.000000,0.000000 233.333333,50.000000 233.333333,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="233.333333,350.000000 233.333333,300.000000 291.666667,350.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="233.333333,300.000000 291.666667,350.000000 291.666667,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="233.333333,300.000000 233.333333,250.000000 291.666667,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="233.333333,250.000000 291.666667,300.000000 291.666667,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="233.333333,250.000000 233.333333,200.000000 291.666667,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="233.333333,200.000000 291.666667,250.000000 291.666667,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="233.333333,200.000000 233.333333,150.000000 291.666667,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="233.333333,150.000000 291.666667,200.000000 291.666667,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="233.333333,150.000000 233.333333,100.000000 291.666667,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="233.333333,100.000000 291.666667,150.000000 291.666667,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="233.333333,100.000000 233.333333,50.000000 291.666667,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="233.333333,50.000000 291.666667,100.000000 291.666667,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="233.333333,50.000000 233.333333,0.000000 291.666667,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="233.333333,0.000000 291.666667,50.000000 291.666667,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="291.666667,350.000000 291.666667,300.000000 350.000000,350.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="291.666667,300.000000 350.000000,350.000000 350.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="291.666667,300.000000 291.666667,250.000000 350.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="291.666667,250.000000 350.000000,300.000000 350.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="291.666667,250.000000 291.666667,200.000000 350.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="291.666667,200.000000 350.000000,250.000000 350.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="291.666667,200.000000 291.666667,150.000000 350.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="291.666667,150.000000 350.000000,200.000000 350.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="291.666667,150.000000 291.666667,100.000000 350.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="291.666667,100.000000 350.000000,150.000000 350.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="291.666667,100.000000 291.666667,50.000000 350.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="291.666667,50.000000 350.000000,100.000000 350.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="291.666667,50.000000 291.666667,0.000000 350.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="291.666667,0.000000 350.000000,50.000000 350.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" />
            </svg>
        "/></mstyle></math>
p3957
sg15
I2
sass(g1709
g3876
g3943
I2
tp3958
(dp3959
g6
VDensityPlot[Sqrt[x * y], {x, -1, 1}, {y, -1, 1}]
p3960
sg8
(lp3961
(dp3962
g11
(lp3963
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="350px" height="350px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-1.666667 -1.666667 353.333333 353.333333">
                <meshgradient data="[[[[0.0, 350.0], [0.941176, 0.906538, 0.834043]], [[0.0, 300.0], [0.8444117324367606, 0.8742696951428757, 0.877393305154714]], [[50.0, 350.0], [0.8444117324367606, 0.8742696951428757, 0.877393305154714]]], [[[0.0, 300.0], [0.8444117324367606, 0.8742696951428757, 0.877393305154714]], [[50.0, 350.0], [0.8444117324367606, 0.8742696951428757, 0.877393305154714]], [[50.0, 300.0], [0.7626310000000001, 0.846998, 0.914031]]], [[[0.0, 300.0], [0.8444117324367606, 0.8742696951428757, 0.877393305154714]], [[0.0, 250.0], [0.7211369369570853, 0.7803284509834146, 0.9130851165247699]], [[50.0, 300.0], [0.7626310000000001, 0.846998, 0.914031]]], [[[0.0, 250.0], [0.7211369369570853, 0.7803284509834146, 0.9130851165247699]], [[50.0, 300.0], [0.7626310000000001, 0.846998, 0.914031]], [[50.0, 250.0], [0.6505999095297483, 0.666994844614537, 0.911477180262506]]], [[[0.0, 250.0], [0.7211369369570853, 0.7803284509834146, 0.9130851165247699]], [[0.0, 200.0], [0.5159256916342104, 0.4442881119304575, 0.8421763392843037]], [[50.0, 250.0], [0.6505999095297483, 0.666994844614537, 0.911477180262506]]], [[[0.0, 200.0], [0.5159256916342104, 0.4442881119304575, 0.8421763392843037]], [[50.0, 250.0], [0.6505999095297483, 0.666994844614537, 0.911477180262506]], [[50.0, 200.0], [0.46053548072791545, 0.347979630971044, 0.7643186846819814]]], [[[50.0, 350.0], [0.8444117324367606, 0.8742696951428757, 0.877393305154714]], [[50.0, 300.0], [0.7626310000000001, 0.846998, 0.914031]], [[100.0, 350.0], [0.7211369369570853, 0.7803284509834146, 0.9130851165247699]]], [[[50.0, 300.0], [0.7626310000000001, 0.846998, 0.914031]], [[100.0, 350.0], [0.7211369369570853, 0.7803284509834146, 0.9130851165247699]], [[100.0, 300.0], [0.6505999095297483, 0.666994844614537, 0.911477180262506]]], [[[50.0, 300.0], [0.7626310000000001, 0.846998, 0.914031]], [[50.0, 250.0], [0.6505999095297483, 0.666994844614537, 0.911477180262506]], [[100.0, 300.0], [0.6505999095297483, 0.666994844614537, 0.911477180262506]]], [[[50.0, 250.0], [0.6505999095297483, 0.666994844614537, 0.911477180262506]], [[100.0, 300.0], [0.6505999095297483, 0.666994844614537, 0.911477180262506]], [[100.0, 250.0], [0.563821, 0.5275650000000001, 0.909499]]], [[[50.0, 250.0], [0.6505999095297483, 0.666994844614537, 0.911477180262506]], [[50.0, 200.0], [0.46053548072791545, 0.347979630971044, 0.7643186846819814]], [[100.0, 250.0], [0.563821, 0.5275650000000001, 0.909499]]], [[[50.0, 200.0], [0.46053548072791545, 0.347979630971044, 0.7643186846819814]], [[100.0, 250.0], [0.563821, 0.5275650000000001, 0.909499]], [[100.0, 200.0], [0.3923910993103312, 0.22949512345853412, 0.668533497648216]]], [[[100.0, 350.0], [0.7211369369570853, 0.7803284509834146, 0.9130851165247699]], [[100.0, 300.0], [0.6505999095297483, 0.666994844614537, 0.911477180262506]], [[150.0, 350.0], [0.5159256916342104, 0.4442881119304575, 0.8421763392843037]]], [[[100.0, 300.0], [0.6505999095297483, 0.666994844614537, 0.911477180262506]], [[150.0, 350.0], [0.5159256916342104, 0.4442881119304575, 0.8421763392843037]], [[150.0, 300.0], [0.46053548072791545, 0.347979630971044, 0.7643186846819814]]], [[[100.0, 300.0], [0.6505999095297483, 0.666994844614537, 0.911477180262506]], [[100.0, 250.0], [0.563821, 0.5275650000000001, 0.909499]], [[150.0, 300.0], [0.46053548072791545, 0.347979630971044, 0.7643186846819814]]], [[[100.0, 250.0], [0.563821, 0.5275650000000001, 0.909499]], [[150.0, 300.0], [0.46053548072791545, 0.347979630971044, 0.7643186846819814]], [[150.0, 250.0], [0.3923910993103312, 0.22949512345853412, 0.668533497648216]]], [[[100.0, 250.0], [0.563821, 0.5275650000000001, 0.909499]], [[100.0, 200.0], [0.3923910993103312, 0.22949512345853412, 0.668533497648216]], [[150.0, 250.0], [0.3923910993103312, 0.22949512345853412, 0.668533497648216]]], [[[100.0, 200.0], [0.3923910993103312, 0.22949512345853412, 0.668533497648216]], [[150.0, 250.0], [0.3923910993103312, 0.22949512345853412, 0.668533497648216]], [[150.0, 200.0], [0.2934160000000001, 0.05740440000000019, 0.5294120000000001]]], [[[200.0, 150.0], [0.2934160000000001, 0.05740440000000019, 0.5294120000000001]], [[200.0, 100.0], [0.3923910993103312, 0.22949512345853412, 0.668533497648216]], [[250.0, 150.0], [0.3923910993103312, 0.22949512345853412, 0.668533497648216]]], [[[200.0, 100.0], [0.3923910993103312, 0.22949512345853412, 0.668533497648216]], [[250.0, 150.0], [0.3923910993103312, 0.22949512345853412, 0.668533497648216]], [[250.0, 100.0], [0.563821, 0.5275650000000001, 0.909499]]], [[[200.0, 100.0], [0.3923910993103312, 0.22949512345853412, 0.668533497648216]], [[200.0, 50.0], [0.46053548072791545, 0.347979630971044, 0.7643186846819814]], [[250.0, 100.0], [0.563821, 0.5275650000000001, 0.909499]]], [[[200.0, 50.0], [0.46053548072791545, 0.347979630971044, 0.7643186846819814]], [[250.0, 100.0], [0.563821, 0.5275650000000001, 0.909499]], [[250.0, 50.0], [0.6505999095297483, 0.666994844614537, 0.911477180262506]]], [[[200.0, 50.0], [0.46053548072791545, 0.347979630971044, 0.7643186846819814]], [[200.0, 0.0], [0.5159256916342104, 0.4442881119304575, 0.8421763392843037]], [[250.0, 50.0], [0.6505999095297483, 0.666994844614537, 0.911477180262506]]], [[[200.0, 0.0], [0.5159256916342104, 0.4442881119304575, 0.8421763392843037]], [[250.0, 50.0], [0.6505999095297483, 0.666994844614537, 0.911477180262506]], [[250.0, 0.0], [0.7211369369570853, 0.7803284509834146, 0.9130851165247699]]], [[[250.0, 150.0], [0.3923910993103312, 0.22949512345853412, 0.668533497648216]], [[250.0, 100.0], [0.563821, 0.5275650000000001, 0.909499]], [[300.0, 150.0], [0.46053548072791545, 0.347979630971044, 0.7643186846819814]]], [[[250.0, 100.0], [0.563821, 0.5275650000000001, 0.909499]], [[300.0, 150.0], [0.46053548072791545, 0.347979630971044, 0.7643186846819814]], [[300.0, 100.0], [0.6505999095297483, 0.666994844614537, 0.911477180262506]]], [[[250.0, 100.0], [0.563821, 0.5275650000000001, 0.909499]], [[250.0, 50.0], [0.6505999095297483, 0.666994844614537, 0.911477180262506]], [[300.0, 100.0], [0.6505999095297483, 0.666994844614537, 0.911477180262506]]], [[[250.0, 50.0], [0.6505999095297483, 0.666994844614537, 0.911477180262506]], [[300.0, 100.0], [0.6505999095297483, 0.666994844614537, 0.911477180262506]], [[300.0, 50.0], [0.7626310000000001, 0.846998, 0.914031]]], [[[250.0, 50.0], [0.6505999095297483, 0.666994844614537, 0.911477180262506]], [[250.0, 0.0], [0.7211369369570853, 0.7803284509834146, 0.9130851165247699]], [[300.0, 50.0], [0.7626310000000001, 0.846998, 0.914031]]], [[[250.0, 0.0], [0.7211369369570853, 0.7803284509834146, 0.9130851165247699]], [[300.0, 50.0], [0.7626310000000001, 0.846998, 0.914031]], [[300.0, 0.0], [0.8444117324367606, 0.8742696951428757, 0.877393305154714]]], [[[300.0, 150.0], [0.46053548072791545, 0.347979630971044, 0.7643186846819814]], [[300.0, 100.0], [0.6505999095297483, 0.666994844614537, 0.911477180262506]], [[350.0, 150.0], [0.5159256916342104, 0.4442881119304575, 0.8421763392843037]]], [[[300.0, 100.0], [0.6505999095297483, 0.666994844614537, 0.911477180262506]], [[350.0, 150.0], [0.5159256916342104, 0.4442881119304575, 0.8421763392843037]], [[350.0, 100.0], [0.7211369369570853, 0.7803284509834146, 0.9130851165247699]]], [[[300.0, 100.0], [0.6505999095297483, 0.666994844614537, 0.911477180262506]], [[300.0, 50.0], [0.7626310000000001, 0.846998, 0.914031]], [[350.0, 100.0], [0.7211369369570853, 0.7803284509834146, 0.9130851165247699]]], [[[300.0, 50.0], [0.7626310000000001, 0.846998, 0.914031]], [[350.0, 100.0], [0.7211369369570853, 0.7803284509834146, 0.9130851165247699]], [[350.0, 50.0], [0.8444117324367606, 0.8742696951428757, 0.877393305154714]]], [[[300.0, 50.0], [0.7626310000000001, 0.846998, 0.914031]], [[300.0, 0.0], [0.8444117324367606, 0.8742696951428757, 0.877393305154714]], [[350.0, 50.0], [0.8444117324367606, 0.8742696951428757, 0.877393305154714]]], [[[300.0, 0.0], [0.8444117324367606, 0.8742696951428757, 0.877393305154714]], [[350.0, 50.0], [0.8444117324367606, 0.8742696951428757, 0.877393305154714]], [[350.0, 0.0], [0.941176, 0.906538, 0.834043]]]]" /><polygon points="0.000000,350.000000 0.000000,300.000000 50.000000,350.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,300.000000 50.000000,350.000000 50.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,300.000000 0.000000,250.000000 50.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,250.000000 50.000000,300.000000 50.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,250.000000 0.000000,200.000000 50.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,200.000000 50.000000,250.000000 50.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,350.000000 50.000000,300.000000 100.000000,350.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,300.000000 100.000000,350.000000 100.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,300.000000 50.000000,250.000000 100.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,250.000000 100.000000,300.000000 100.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,250.000000 50.000000,200.000000 100.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,200.000000 100.000000,250.000000 100.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,350.000000 100.000000,300.000000 150.000000,350.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,300.000000 150.000000,350.000000 150.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,300.000000 100.000000,250.000000 150.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,250.000000 150.000000,300.000000 150.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,250.000000 100.000000,200.000000 150.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,200.000000 150.000000,250.000000 150.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,150.000000 200.000000,100.000000 250.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,100.000000 250.000000,150.000000 250.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,100.000000 200.000000,50.000000 250.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,50.000000 250.000000,100.000000 250.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,50.000000 200.000000,0.000000 250.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,0.000000 250.000000,50.000000 250.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,150.000000 250.000000,100.000000 300.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,100.000000 300.000000,150.000000 300.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,100.000000 250.000000,50.000000 300.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,50.000000 300.000000,100.000000 300.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,50.000000 250.000000,0.000000 300.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,0.000000 300.000000,50.000000 300.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,150.000000 300.000000,100.000000 350.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,100.000000 350.000000,150.000000 350.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,100.000000 300.000000,50.000000 350.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,50.000000 350.000000,100.000000 350.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,50.000000 300.000000,0.000000 350.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,0.000000 350.000000,50.000000 350.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" />
            </svg>
        "/></mstyle></math>
p3964
sg15
I3
sass(g1709
g3876
g3943
I3
tp3965
(dp3966
g6
VDensityPlot[1/(x^2 + y^2 + 1), {x, -1, 1}, {y, -2,2}, Mesh->Full]
p3967
sg8
(lp3968
(dp3969
g11
(lp3970
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="350px" height="350px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-1.666667 -1.666667 353.333333 353.333333">
                <meshgradient data="[[[[0.0, 350.0], [0.293416, 0.0574044, 0.529412]], [[0.0, 300.0], [0.3819121818181819, 0.2112751418181818, 0.653804109090909]], [[50.0, 350.0], [0.3096403, 0.08561403599999998, 0.55221722]]], [[[0.0, 300.0], [0.3819121818181819, 0.2112751418181818, 0.653804109090909]], [[50.0, 350.0], [0.3096403, 0.08561403599999998, 0.55221722]], [[50.0, 300.0], [0.4192941896551724, 0.27627226551724127, 0.7063490517241379]]], [[[0.0, 300.0], [0.3819121818181819, 0.2112751418181818, 0.653804109090909]], [[0.0, 250.0], [0.5113543582089553, 0.4363398089552238, 0.835750776119403]], [[50.0, 300.0], [0.4192941896551724, 0.27627226551724127, 0.7063490517241379]]], [[[0.0, 250.0], [0.5113543582089553, 0.4363398089552238, 0.835750776119403]], [[50.0, 300.0], [0.4192941896551724, 0.27627226551724127, 0.7063490517241379]], [[50.0, 250.0], [0.5894855636363634, 0.5688008963636361, 0.9100840399999999]]], [[[0.0, 250.0], [0.5113543582089553, 0.4363398089552238, 0.835750776119403]], [[0.0, 200.0], [0.6176166470588235, 0.6139998117647057, 0.910725305882353]], [[50.0, 250.0], [0.5894855636363634, 0.5688008963636361, 0.9100840399999999]]], [[[0.0, 200.0], [0.6176166470588235, 0.6139998117647057, 0.910725305882353]], [[50.0, 250.0], [0.5894855636363634, 0.5688008963636361, 0.9100840399999999]], [[50.0, 200.0], [0.7366327692307691, 0.8052259923076922, 0.9134383538461539]]], [[[0.0, 200.0], [0.6176166470588235, 0.6139998117647057, 0.910725305882353]], [[0.0, 150.0], [0.6176166470588235, 0.6139998117647057, 0.910725305882353]], [[50.0, 200.0], [0.7366327692307691, 0.8052259923076922, 0.9134383538461539]]], [[[0.0, 150.0], [0.6176166470588235, 0.6139998117647057, 0.910725305882353]], [[50.0, 200.0], [0.7366327692307691, 0.8052259923076922, 0.9134383538461539]], [[50.0, 150.0], [0.7366327692307691, 0.8052259923076922, 0.9134383538461539]]], [[[0.0, 150.0], [0.6176166470588235, 0.6139998117647057, 0.910725305882353]], [[50.0, 150.0], [0.7366327692307691, 0.8052259923076922, 0.9134383538461539]], [[50.0, 100.0], [0.5894855636363634, 0.5688008963636361, 0.9100840399999999]]], [[[0.0, 150.0], [0.6176166470588235, 0.6139998117647057, 0.910725305882353]], [[0.0, 100.0], [0.5113543582089553, 0.4363398089552238, 0.835750776119403]], [[50.0, 100.0], [0.5894855636363634, 0.5688008963636361, 0.9100840399999999]]], [[[0.0, 100.0], [0.5113543582089553, 0.4363398089552238, 0.835750776119403]], [[50.0, 100.0], [0.5894855636363634, 0.5688008963636361, 0.9100840399999999]], [[50.0, 50.0], [0.4192941896551724, 0.27627226551724127, 0.7063490517241379]]], [[[0.0, 100.0], [0.5113543582089553, 0.4363398089552238, 0.835750776119403]], [[0.0, 50.0], [0.3819121818181819, 0.2112751418181818, 0.653804109090909]], [[50.0, 50.0], [0.4192941896551724, 0.27627226551724127, 0.7063490517241379]]], [[[0.0, 50.0], [0.3819121818181819, 0.2112751418181818, 0.653804109090909]], [[50.0, 50.0], [0.4192941896551724, 0.27627226551724127, 0.7063490517241379]], [[50.0, 0.0], [0.3096403, 0.08561403599999998, 0.55221722]]], [[[0.0, 50.0], [0.3819121818181819, 0.2112751418181818, 0.653804109090909]], [[0.0, 0.0], [0.293416, 0.0574044, 0.529412]], [[50.0, 0.0], [0.3096403, 0.08561403599999998, 0.55221722]]], [[[50.0, 350.0], [0.3096403, 0.08561403599999998, 0.55221722]], [[50.0, 300.0], [0.4192941896551724, 0.27627226551724127, 0.7063490517241379]], [[100.0, 350.0], [0.3221598385826771, 0.10738210157480313, 0.5698149488188976]]], [[[50.0, 300.0], [0.4192941896551724, 0.27627226551724127, 0.7063490517241379]], [[100.0, 350.0], [0.3221598385826771, 0.10738210157480313, 0.5698149488188976]], [[100.0, 300.0], [0.45052472784810127, 0.33057365999999994, 0.750247358227848]]], [[[50.0, 300.0], [0.4192941896551724, 0.27627226551724127, 0.7063490517241379]], [[50.0, 250.0], [0.5894855636363634, 0.5688008963636361, 0.9100840399999999]], [[100.0, 300.0], [0.45052472784810127, 0.33057365999999994, 0.750247358227848]]], [[[50.0, 250.0], [0.5894855636363634, 0.5688008963636361, 0.9100840399999999]], [[100.0, 300.0], [0.45052472784810127, 0.33057365999999994, 0.750247358227848]], [[100.0, 250.0], [0.6505359999999999, 0.6668921595744679, 0.9114757234042553]]], [[[50.0, 250.0], [0.5894855636363634, 0.5688008963636361, 0.9100840399999999]], [[50.0, 200.0], [0.7366327692307691, 0.8052259923076922, 0.9134383538461539]], [[100.0, 250.0], [0.6505359999999999, 0.6668921595744679, 0.9114757234042553]]], [[[50.0, 200.0], [0.7366327692307691, 0.8052259923076922, 0.9134383538461539]], [[100.0, 250.0], [0.6505359999999999, 0.6668921595744679, 0.9114757234042553]], [[100.0, 200.0], [0.8565111129032257, 0.8783045161290322, 0.8719727935483872]]], [[[50.0, 200.0], [0.7366327692307691, 0.8052259923076922, 0.9134383538461539]], [[50.0, 150.0], [0.7366327692307691, 0.8052259923076922, 0.9134383538461539]], [[100.0, 200.0], [0.8565111129032257, 0.8783045161290322, 0.8719727935483872]]], [[[50.0, 150.0], [0.7366327692307691, 0.8052259923076922, 0.9134383538461539]], [[100.0, 200.0], [0.8565111129032257, 0.8783045161290322, 0.8719727935483872]], [[100.0, 150.0], [0.8565111129032257, 0.8783045161290322, 0.8719727935483872]]], [[[50.0, 150.0], [0.7366327692307691, 0.8052259923076922, 0.9134383538461539]], [[100.0, 150.0], [0.8565111129032257, 0.8783045161290322, 0.8719727935483872]], [[100.0, 100.0], [0.6505359999999999, 0.6668921595744679, 0.9114757234042553]]], [[[50.0, 150.0], [0.7366327692307691, 0.8052259923076922, 0.9134383538461539]], [[50.0, 100.0], [0.5894855636363634, 0.5688008963636361, 0.9100840399999999]], [[100.0, 100.0], [0.6505359999999999, 0.6668921595744679, 0.9114757234042553]]], [[[50.0, 100.0], [0.5894855636363634, 0.5688008963636361, 0.9100840399999999]], [[100.0, 100.0], [0.6505359999999999, 0.6668921595744679, 0.9114757234042553]], [[100.0, 50.0], [0.45052472784810127, 0.33057365999999994, 0.750247358227848]]], [[[50.0, 100.0], [0.5894855636363634, 0.5688008963636361, 0.9100840399999999]], [[50.0, 50.0], [0.4192941896551724, 0.27627226551724127, 0.7063490517241379]], [[100.0, 50.0], [0.45052472784810127, 0.33057365999999994, 0.750247358227848]]], [[[50.0, 50.0], [0.4192941896551724, 0.27627226551724127, 0.7063490517241379]], [[100.0, 50.0], [0.45052472784810127, 0.33057365999999994, 0.750247358227848]], [[100.0, 0.0], [0.3221598385826771, 0.10738210157480313, 0.5698149488188976]]], [[[50.0, 50.0], [0.4192941896551724, 0.27627226551724127, 0.7063490517241379]], [[50.0, 0.0], [0.3096403, 0.08561403599999998, 0.55221722]], [[100.0, 0.0], [0.3221598385826771, 0.10738210157480313, 0.5698149488188976]]], [[[100.0, 350.0], [0.3221598385826771, 0.10738210157480313, 0.5698149488188976]], [[100.0, 300.0], [0.45052472784810127, 0.33057365999999994, 0.750247358227848]], [[150.0, 350.0], [0.3221598385826771, 0.10738210157480313, 0.5698149488188976]]], [[[100.0, 300.0], [0.45052472784810127, 0.33057365999999994, 0.750247358227848]], [[150.0, 350.0], [0.3221598385826771, 0.10738210157480313, 0.5698149488188976]], [[150.0, 300.0], [0.46863844, 0.3620684687999999, 0.7757083759999999]]], [[[100.0, 300.0], [0.45052472784810127, 0.33057365999999994, 0.750247358227848]], [[100.0, 250.0], [0.6505359999999999, 0.6668921595744679, 0.9114757234042553]], [[150.0, 300.0], [0.46863844, 0.3620684687999999, 0.7757083759999999]]], [[[100.0, 250.0], [0.6505359999999999, 0.6668921595744679, 0.9114757234042553]], [[150.0, 300.0], [0.46863844, 0.3620684687999999, 0.7757083759999999]], [[150.0, 250.0], [0.6895798837209302, 0.7296249441860463, 0.9123657534883721]]], [[[100.0, 250.0], [0.6505359999999999, 0.6668921595744679, 0.9114757234042553]], [[100.0, 200.0], [0.8565111129032257, 0.8783045161290322, 0.8719727935483872]], [[150.0, 250.0], [0.6895798837209302, 0.7296249441860463, 0.9123657534883721]]], [[[100.0, 200.0], [0.8565111129032257, 0.8783045161290322, 0.8719727935483872]], [[150.0, 250.0], [0.6895798837209302, 0.7296249441860463, 0.9123657534883721]], [[150.0, 200.0], [0.9411759999999998, 0.906538, 0.834043]]], [[[100.0, 200.0], [0.8565111129032257, 0.8783045161290322, 0.8719727935483872]], [[100.0, 150.0], [0.8565111129032257, 0.8783045161290322, 0.8719727935483872]], [[150.0, 200.0], [0.9411759999999998, 0.906538, 0.834043]]], [[[100.0, 150.0], [0.8565111129032257, 0.8783045161290322, 0.8719727935483872]], [[150.0, 200.0], [0.9411759999999998, 0.906538, 0.834043]], [[150.0, 150.0], [0.9411759999999998, 0.906538, 0.834043]]], [[[100.0, 150.0], [0.8565111129032257, 0.8783045161290322, 0.8719727935483872]], [[150.0, 150.0], [0.9411759999999998, 0.906538, 0.834043]], [[150.0, 100.0], [0.6895798837209302, 0.7296249441860463, 0.9123657534883721]]], [[[100.0, 150.0], [0.8565111129032257, 0.8783045161290322, 0.8719727935483872]], [[100.0, 100.0], [0.6505359999999999, 0.6668921595744679, 0.9114757234042553]], [[150.0, 100.0], [0.6895798837209302, 0.7296249441860463, 0.9123657534883721]]], [[[100.0, 100.0], [0.6505359999999999, 0.6668921595744679, 0.9114757234042553]], [[150.0, 100.0], [0.6895798837209302, 0.7296249441860463, 0.9123657534883721]], [[150.0, 50.0], [0.46863844, 0.3620684687999999, 0.7757083759999999]]], [[[100.0, 100.0], [0.6505359999999999, 0.6668921595744679, 0.9114757234042553]], [[100.0, 50.0], [0.45052472784810127, 0.33057365999999994, 0.750247358227848]], [[150.0, 50.0], [0.46863844, 0.3620684687999999, 0.7757083759999999]]], [[[100.0, 50.0], [0.45052472784810127, 0.33057365999999994, 0.750247358227848]], [[150.0, 50.0], [0.46863844, 0.3620684687999999, 0.7757083759999999]], [[150.0, 0.0], [0.3221598385826771, 0.10738210157480313, 0.5698149488188976]]], [[[100.0, 50.0], [0.45052472784810127, 0.33057365999999994, 0.750247358227848]], [[100.0, 0.0], [0.3221598385826771, 0.10738210157480313, 0.5698149488188976]], [[150.0, 0.0], [0.3221598385826771, 0.10738210157480313, 0.5698149488188976]]], [[[150.0, 350.0], [0.3221598385826771, 0.10738210157480313, 0.5698149488188976]], [[150.0, 300.0], [0.46863844, 0.3620684687999999, 0.7757083759999999]], [[200.0, 350.0], [0.3221598385826771, 0.10738210157480313, 0.5698149488188976]]], [[[150.0, 300.0], [0.46863844, 0.3620684687999999, 0.7757083759999999]], [[200.0, 350.0], [0.3221598385826771, 0.10738210157480313, 0.5698149488188976]], [[200.0, 300.0], [0.46863844, 0.3620684687999999, 0.7757083759999999]]], [[[150.0, 300.0], [0.46863844, 0.3620684687999999, 0.7757083759999999]], [[150.0, 250.0], [0.6895798837209302, 0.7296249441860463, 0.9123657534883721]], [[200.0, 300.0], [0.46863844, 0.3620684687999999, 0.7757083759999999]]], [[[150.0, 250.0], [0.6895798837209302, 0.7296249441860463, 0.9123657534883721]], [[200.0, 300.0], [0.46863844, 0.3620684687999999, 0.7757083759999999]], [[200.0, 250.0], [0.6895798837209302, 0.7296249441860463, 0.9123657534883721]]], [[[150.0, 250.0], [0.6895798837209302, 0.7296249441860463, 0.9123657534883721]], [[150.0, 200.0], [0.9411759999999998, 0.906538, 0.834043]], [[200.0, 250.0], [0.6895798837209302, 0.7296249441860463, 0.9123657534883721]]], [[[150.0, 200.0], [0.9411759999999998, 0.906538, 0.834043]], [[200.0, 250.0], [0.6895798837209302, 0.7296249441860463, 0.9123657534883721]], [[200.0, 200.0], [0.9411759999999998, 0.906538, 0.834043]]], [[[150.0, 200.0], [0.9411759999999998, 0.906538, 0.834043]], [[150.0, 150.0], [0.9411759999999998, 0.906538, 0.834043]], [[200.0, 200.0], [0.9411759999999998, 0.906538, 0.834043]]], [[[150.0, 150.0], [0.9411759999999998, 0.906538, 0.834043]], [[200.0, 200.0], [0.9411759999999998, 0.906538, 0.834043]], [[200.0, 150.0], [0.9411759999999998, 0.906538, 0.834043]]], [[[150.0, 150.0], [0.9411759999999998, 0.906538, 0.834043]], [[150.0, 100.0], [0.6895798837209302, 0.7296249441860463, 0.9123657534883721]], [[200.0, 150.0], [0.9411759999999998, 0.906538, 0.834043]]], [[[150.0, 100.0], [0.6895798837209302, 0.7296249441860463, 0.9123657534883721]], [[200.0, 150.0], [0.9411759999999998, 0.906538, 0.834043]], [[200.0, 100.0], [0.6895798837209302, 0.7296249441860463, 0.9123657534883721]]], [[[150.0, 100.0], [0.6895798837209302, 0.7296249441860463, 0.9123657534883721]], [[150.0, 50.0], [0.46863844, 0.3620684687999999, 0.7757083759999999]], [[200.0, 100.0], [0.6895798837209302, 0.7296249441860463, 0.9123657534883721]]], [[[150.0, 50.0], [0.46863844, 0.3620684687999999, 0.7757083759999999]], [[200.0, 100.0], [0.6895798837209302, 0.7296249441860463, 0.9123657534883721]], [[200.0, 50.0], [0.46863844, 0.3620684687999999, 0.7757083759999999]]], [[[150.0, 50.0], [0.46863844, 0.3620684687999999, 0.7757083759999999]], [[150.0, 0.0], [0.3221598385826771, 0.10738210157480313, 0.5698149488188976]], [[200.0, 50.0], [0.46863844, 0.3620684687999999, 0.7757083759999999]]], [[[150.0, 0.0], [0.3221598385826771, 0.10738210157480313, 0.5698149488188976]], [[200.0, 50.0], [0.46863844, 0.3620684687999999, 0.7757083759999999]], [[200.0, 0.0], [0.3221598385826771, 0.10738210157480313, 0.5698149488188976]]], [[[200.0, 350.0], [0.3221598385826771, 0.10738210157480313, 0.5698149488188976]], [[250.0, 350.0], [0.3221598385826771, 0.10738210157480313, 0.5698149488188976]], [[250.0, 300.0], [0.45052472784810127, 0.33057365999999994, 0.750247358227848]]], [[[200.0, 350.0], [0.3221598385826771, 0.10738210157480313, 0.5698149488188976]], [[200.0, 300.0], [0.46863844, 0.3620684687999999, 0.7757083759999999]], [[250.0, 300.0], [0.45052472784810127, 0.33057365999999994, 0.750247358227848]]], [[[200.0, 300.0], [0.46863844, 0.3620684687999999, 0.7757083759999999]], [[250.0, 300.0], [0.45052472784810127, 0.33057365999999994, 0.750247358227848]], [[250.0, 250.0], [0.6505359999999999, 0.6668921595744679, 0.9114757234042553]]], [[[200.0, 300.0], [0.46863844, 0.3620684687999999, 0.7757083759999999]], [[200.0, 250.0], [0.6895798837209302, 0.7296249441860463, 0.9123657534883721]], [[250.0, 250.0], [0.6505359999999999, 0.6668921595744679, 0.9114757234042553]]], [[[200.0, 250.0], [0.6895798837209302, 0.7296249441860463, 0.9123657534883721]], [[250.0, 250.0], [0.6505359999999999, 0.6668921595744679, 0.9114757234042553]], [[250.0, 200.0], [0.8565111129032257, 0.8783045161290322, 0.8719727935483872]]], [[[200.0, 250.0], [0.6895798837209302, 0.7296249441860463, 0.9123657534883721]], [[200.0, 200.0], [0.9411759999999998, 0.906538, 0.834043]], [[250.0, 200.0], [0.8565111129032257, 0.8783045161290322, 0.8719727935483872]]], [[[200.0, 200.0], [0.9411759999999998, 0.906538, 0.834043]], [[250.0, 200.0], [0.8565111129032257, 0.8783045161290322, 0.8719727935483872]], [[250.0, 150.0], [0.8565111129032257, 0.8783045161290322, 0.8719727935483872]]], [[[200.0, 200.0], [0.9411759999999998, 0.906538, 0.834043]], [[200.0, 150.0], [0.9411759999999998, 0.906538, 0.834043]], [[250.0, 150.0], [0.8565111129032257, 0.8783045161290322, 0.8719727935483872]]], [[[200.0, 150.0], [0.9411759999999998, 0.906538, 0.834043]], [[200.0, 100.0], [0.6895798837209302, 0.7296249441860463, 0.9123657534883721]], [[250.0, 150.0], [0.8565111129032257, 0.8783045161290322, 0.8719727935483872]]], [[[200.0, 100.0], [0.6895798837209302, 0.7296249441860463, 0.9123657534883721]], [[250.0, 150.0], [0.8565111129032257, 0.8783045161290322, 0.8719727935483872]], [[250.0, 100.0], [0.6505359999999999, 0.6668921595744679, 0.9114757234042553]]], [[[200.0, 100.0], [0.6895798837209302, 0.7296249441860463, 0.9123657534883721]], [[200.0, 50.0], [0.46863844, 0.3620684687999999, 0.7757083759999999]], [[250.0, 100.0], [0.6505359999999999, 0.6668921595744679, 0.9114757234042553]]], [[[200.0, 50.0], [0.46863844, 0.3620684687999999, 0.7757083759999999]], [[250.0, 100.0], [0.6505359999999999, 0.6668921595744679, 0.9114757234042553]], [[250.0, 50.0], [0.45052472784810127, 0.33057365999999994, 0.750247358227848]]], [[[200.0, 50.0], [0.46863844, 0.3620684687999999, 0.7757083759999999]], [[200.0, 0.0], [0.3221598385826771, 0.10738210157480313, 0.5698149488188976]], [[250.0, 50.0], [0.45052472784810127, 0.33057365999999994, 0.750247358227848]]], [[[200.0, 0.0], [0.3221598385826771, 0.10738210157480313, 0.5698149488188976]], [[250.0, 50.0], [0.45052472784810127, 0.33057365999999994, 0.750247358227848]], [[250.0, 0.0], [0.3221598385826771, 0.10738210157480313, 0.5698149488188976]]], [[[250.0, 350.0], [0.3221598385826771, 0.10738210157480313, 0.5698149488188976]], [[300.0, 350.0], [0.3096403, 0.08561403599999998, 0.55221722]], [[300.0, 300.0], [0.4192941896551724, 0.27627226551724127, 0.7063490517241379]]], [[[250.0, 350.0], [0.3221598385826771, 0.10738210157480313, 0.5698149488188976]], [[250.0, 300.0], [0.45052472784810127, 0.33057365999999994, 0.750247358227848]], [[300.0, 300.0], [0.4192941896551724, 0.27627226551724127, 0.7063490517241379]]], [[[250.0, 300.0], [0.45052472784810127, 0.33057365999999994, 0.750247358227848]], [[300.0, 300.0], [0.4192941896551724, 0.27627226551724127, 0.7063490517241379]], [[300.0, 250.0], [0.5894855636363634, 0.5688008963636361, 0.9100840399999999]]], [[[250.0, 300.0], [0.45052472784810127, 0.33057365999999994, 0.750247358227848]], [[250.0, 250.0], [0.6505359999999999, 0.6668921595744679, 0.9114757234042553]], [[300.0, 250.0], [0.5894855636363634, 0.5688008963636361, 0.9100840399999999]]], [[[250.0, 250.0], [0.6505359999999999, 0.6668921595744679, 0.9114757234042553]], [[300.0, 250.0], [0.5894855636363634, 0.5688008963636361, 0.9100840399999999]], [[300.0, 200.0], [0.7366327692307691, 0.8052259923076922, 0.9134383538461539]]], [[[250.0, 250.0], [0.6505359999999999, 0.6668921595744679, 0.9114757234042553]], [[250.0, 200.0], [0.8565111129032257, 0.8783045161290322, 0.8719727935483872]], [[300.0, 200.0], [0.7366327692307691, 0.8052259923076922, 0.9134383538461539]]], [[[250.0, 200.0], [0.8565111129032257, 0.8783045161290322, 0.8719727935483872]], [[300.0, 200.0], [0.7366327692307691, 0.8052259923076922, 0.9134383538461539]], [[300.0, 150.0], [0.7366327692307691, 0.8052259923076922, 0.9134383538461539]]], [[[250.0, 200.0], [0.8565111129032257, 0.8783045161290322, 0.8719727935483872]], [[250.0, 150.0], [0.8565111129032257, 0.8783045161290322, 0.8719727935483872]], [[300.0, 150.0], [0.7366327692307691, 0.8052259923076922, 0.9134383538461539]]], [[[250.0, 150.0], [0.8565111129032257, 0.8783045161290322, 0.8719727935483872]], [[250.0, 100.0], [0.6505359999999999, 0.6668921595744679, 0.9114757234042553]], [[300.0, 150.0], [0.7366327692307691, 0.8052259923076922, 0.9134383538461539]]], [[[250.0, 100.0], [0.6505359999999999, 0.6668921595744679, 0.9114757234042553]], [[300.0, 150.0], [0.7366327692307691, 0.8052259923076922, 0.9134383538461539]], [[300.0, 100.0], [0.5894855636363634, 0.5688008963636361, 0.9100840399999999]]], [[[250.0, 100.0], [0.6505359999999999, 0.6668921595744679, 0.9114757234042553]], [[250.0, 50.0], [0.45052472784810127, 0.33057365999999994, 0.750247358227848]], [[300.0, 100.0], [0.5894855636363634, 0.5688008963636361, 0.9100840399999999]]], [[[250.0, 50.0], [0.45052472784810127, 0.33057365999999994, 0.750247358227848]], [[300.0, 100.0], [0.5894855636363634, 0.5688008963636361, 0.9100840399999999]], [[300.0, 50.0], [0.4192941896551724, 0.27627226551724127, 0.7063490517241379]]], [[[250.0, 50.0], [0.45052472784810127, 0.33057365999999994, 0.750247358227848]], [[250.0, 0.0], [0.3221598385826771, 0.10738210157480313, 0.5698149488188976]], [[300.0, 50.0], [0.4192941896551724, 0.27627226551724127, 0.7063490517241379]]], [[[250.0, 0.0], [0.3221598385826771, 0.10738210157480313, 0.5698149488188976]], [[300.0, 50.0], [0.4192941896551724, 0.27627226551724127, 0.7063490517241379]], [[300.0, 0.0], [0.3096403, 0.08561403599999998, 0.55221722]]], [[[300.0, 350.0], [0.3096403, 0.08561403599999998, 0.55221722]], [[350.0, 350.0], [0.293416, 0.0574044, 0.529412]], [[350.0, 300.0], [0.3819121818181819, 0.2112751418181818, 0.653804109090909]]], [[[300.0, 350.0], [0.3096403, 0.08561403599999998, 0.55221722]], [[300.0, 300.0], [0.4192941896551724, 0.27627226551724127, 0.7063490517241379]], [[350.0, 300.0], [0.3819121818181819, 0.2112751418181818, 0.653804109090909]]], [[[300.0, 300.0], [0.4192941896551724, 0.27627226551724127, 0.7063490517241379]], [[350.0, 300.0], [0.3819121818181819, 0.2112751418181818, 0.653804109090909]], [[350.0, 250.0], [0.5113543582089553, 0.4363398089552238, 0.835750776119403]]], [[[300.0, 300.0], [0.4192941896551724, 0.27627226551724127, 0.7063490517241379]], [[300.0, 250.0], [0.5894855636363634, 0.5688008963636361, 0.9100840399999999]], [[350.0, 250.0], [0.5113543582089553, 0.4363398089552238, 0.835750776119403]]], [[[300.0, 250.0], [0.5894855636363634, 0.5688008963636361, 0.9100840399999999]], [[350.0, 250.0], [0.5113543582089553, 0.4363398089552238, 0.835750776119403]], [[350.0, 200.0], [0.6176166470588235, 0.6139998117647057, 0.910725305882353]]], [[[300.0, 250.0], [0.5894855636363634, 0.5688008963636361, 0.9100840399999999]], [[300.0, 200.0], [0.7366327692307691, 0.8052259923076922, 0.9134383538461539]], [[350.0, 200.0], [0.6176166470588235, 0.6139998117647057, 0.910725305882353]]], [[[300.0, 200.0], [0.7366327692307691, 0.8052259923076922, 0.9134383538461539]], [[350.0, 200.0], [0.6176166470588235, 0.6139998117647057, 0.910725305882353]], [[350.0, 150.0], [0.6176166470588235, 0.6139998117647057, 0.910725305882353]]], [[[300.0, 200.0], [0.7366327692307691, 0.8052259923076922, 0.9134383538461539]], [[300.0, 150.0], [0.7366327692307691, 0.8052259923076922, 0.9134383538461539]], [[350.0, 150.0], [0.6176166470588235, 0.6139998117647057, 0.910725305882353]]], [[[300.0, 150.0], [0.7366327692307691, 0.8052259923076922, 0.9134383538461539]], [[300.0, 100.0], [0.5894855636363634, 0.5688008963636361, 0.9100840399999999]], [[350.0, 150.0], [0.6176166470588235, 0.6139998117647057, 0.910725305882353]]], [[[300.0, 100.0], [0.5894855636363634, 0.5688008963636361, 0.9100840399999999]], [[350.0, 150.0], [0.6176166470588235, 0.6139998117647057, 0.910725305882353]], [[350.0, 100.0], [0.5113543582089553, 0.4363398089552238, 0.835750776119403]]], [[[300.0, 100.0], [0.5894855636363634, 0.5688008963636361, 0.9100840399999999]], [[300.0, 50.0], [0.4192941896551724, 0.27627226551724127, 0.7063490517241379]], [[350.0, 100.0], [0.5113543582089553, 0.4363398089552238, 0.835750776119403]]], [[[300.0, 50.0], [0.4192941896551724, 0.27627226551724127, 0.7063490517241379]], [[350.0, 100.0], [0.5113543582089553, 0.4363398089552238, 0.835750776119403]], [[350.0, 50.0], [0.3819121818181819, 0.2112751418181818, 0.653804109090909]]], [[[300.0, 50.0], [0.4192941896551724, 0.27627226551724127, 0.7063490517241379]], [[300.0, 0.0], [0.3096403, 0.08561403599999998, 0.55221722]], [[350.0, 50.0], [0.3819121818181819, 0.2112751418181818, 0.653804109090909]]], [[[300.0, 0.0], [0.3096403, 0.08561403599999998, 0.55221722]], [[350.0, 50.0], [0.3819121818181819, 0.2112751418181818, 0.653804109090909]], [[350.0, 0.0], [0.293416, 0.0574044, 0.529412]]]]" /><polygon points="0.000000,350.000000 0.000000,300.000000 50.000000,350.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,300.000000 50.000000,350.000000 50.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,300.000000 0.000000,250.000000 50.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,250.000000 50.000000,300.000000 50.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,250.000000 0.000000,200.000000 50.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,200.000000 50.000000,250.000000 50.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,200.000000 0.000000,150.000000 50.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,150.000000 50.000000,200.000000 50.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,150.000000 50.000000,150.000000 50.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,150.000000 0.000000,100.000000 50.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,100.000000 50.000000,100.000000 50.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,100.000000 0.000000,50.000000 50.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,50.000000 50.000000,50.000000 50.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,50.000000 0.000000,0.000000 50.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,350.000000 50.000000,300.000000 100.000000,350.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,300.000000 100.000000,350.000000 100.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,300.000000 50.000000,250.000000 100.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,250.000000 100.000000,300.000000 100.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,250.000000 50.000000,200.000000 100.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,200.000000 100.000000,250.000000 100.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,200.000000 50.000000,150.000000 100.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,150.000000 100.000000,200.000000 100.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,150.000000 100.000000,150.000000 100.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,150.000000 50.000000,100.000000 100.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,100.000000 100.000000,100.000000 100.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,100.000000 50.000000,50.000000 100.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,50.000000 100.000000,50.000000 100.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,50.000000 50.000000,0.000000 100.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,350.000000 100.000000,300.000000 150.000000,350.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,300.000000 150.000000,350.000000 150.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,300.000000 100.000000,250.000000 150.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,250.000000 150.000000,300.000000 150.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,250.000000 100.000000,200.000000 150.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,200.000000 150.000000,250.000000 150.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,200.000000 100.000000,150.000000 150.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,150.000000 150.000000,200.000000 150.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,150.000000 150.000000,150.000000 150.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,150.000000 100.000000,100.000000 150.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,100.000000 150.000000,100.000000 150.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,100.000000 100.000000,50.000000 150.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,50.000000 150.000000,50.000000 150.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,50.000000 100.000000,0.000000 150.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,350.000000 150.000000,300.000000 200.000000,350.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,300.000000 200.000000,350.000000 200.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,300.000000 150.000000,250.000000 200.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,250.000000 200.000000,300.000000 200.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,250.000000 150.000000,200.000000 200.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,200.000000 200.000000,250.000000 200.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,200.000000 150.000000,150.000000 200.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,150.000000 200.000000,200.000000 200.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,150.000000 150.000000,100.000000 200.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,100.000000 200.000000,150.000000 200.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,100.000000 150.000000,50.000000 200.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,50.000000 200.000000,100.000000 200.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,50.000000 150.000000,0.000000 200.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,0.000000 200.000000,50.000000 200.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,350.000000 250.000000,350.000000 250.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,350.000000 200.000000,300.000000 250.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,300.000000 250.000000,300.000000 250.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,300.000000 200.000000,250.000000 250.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,250.000000 250.000000,250.000000 250.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,250.000000 200.000000,200.000000 250.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,200.000000 250.000000,200.000000 250.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,200.000000 200.000000,150.000000 250.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,150.000000 200.000000,100.000000 250.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,100.000000 250.000000,150.000000 250.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,100.000000 200.000000,50.000000 250.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,50.000000 250.000000,100.000000 250.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,50.000000 200.000000,0.000000 250.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,0.000000 250.000000,50.000000 250.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,350.000000 300.000000,350.000000 300.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,350.000000 250.000000,300.000000 300.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,300.000000 300.000000,300.000000 300.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,300.000000 250.000000,250.000000 300.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,250.000000 300.000000,250.000000 300.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,250.000000 250.000000,200.000000 300.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,200.000000 300.000000,200.000000 300.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,200.000000 250.000000,150.000000 300.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,150.000000 250.000000,100.000000 300.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,100.000000 300.000000,150.000000 300.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,100.000000 250.000000,50.000000 300.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,50.000000 300.000000,100.000000 300.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,50.000000 250.000000,0.000000 300.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,0.000000 300.000000,50.000000 300.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,350.000000 350.000000,350.000000 350.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,350.000000 300.000000,300.000000 350.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,300.000000 350.000000,300.000000 350.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,300.000000 300.000000,250.000000 350.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,250.000000 350.000000,250.000000 350.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,250.000000 300.000000,200.000000 350.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,200.000000 350.000000,200.000000 350.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,200.000000 300.000000,150.000000 350.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,150.000000 300.000000,100.000000 350.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,100.000000 350.000000,150.000000 350.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,100.000000 300.000000,50.000000 350.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,50.000000 350.000000,100.000000 350.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,50.000000 300.000000,0.000000 350.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,0.000000 350.000000,50.000000 350.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" />
<polyline points="0.000000,350.000000 0.000000,300.000000 0.000000,250.000000 0.000000,200.000000 0.000000,150.000000 0.000000,100.000000 0.000000,50.000000 0.000000,0.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="50.000000,350.000000 50.000000,300.000000 50.000000,250.000000 50.000000,200.000000 50.000000,150.000000 50.000000,100.000000 50.000000,50.000000 50.000000,0.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="100.000000,350.000000 100.000000,300.000000 100.000000,250.000000 100.000000,200.000000 100.000000,150.000000 100.000000,100.000000 100.000000,50.000000 100.000000,0.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="150.000000,350.000000 150.000000,300.000000 150.000000,250.000000 150.000000,200.000000 150.000000,150.000000 150.000000,100.000000 150.000000,50.000000 150.000000,0.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="200.000000,350.000000 200.000000,300.000000 200.000000,250.000000 200.000000,200.000000 200.000000,150.000000 200.000000,100.000000 200.000000,50.000000 200.000000,0.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="250.000000,350.000000 250.000000,300.000000 250.000000,250.000000 250.000000,200.000000 250.000000,150.000000 250.000000,100.000000 250.000000,50.000000 250.000000,0.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="300.000000,350.000000 300.000000,300.000000 300.000000,250.000000 300.000000,200.000000 300.000000,150.000000 300.000000,100.000000 300.000000,50.000000 300.000000,0.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="350.000000,350.000000 350.000000,300.000000 350.000000,250.000000 350.000000,200.000000 350.000000,150.000000 350.000000,100.000000 350.000000,50.000000 350.000000,0.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="0.000000,350.000000 50.000000,350.000000 100.000000,350.000000 150.000000,350.000000 200.000000,350.000000 250.000000,350.000000 300.000000,350.000000 350.000000,350.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="0.000000,300.000000 50.000000,300.000000 100.000000,300.000000 150.000000,300.000000 200.000000,300.000000 250.000000,300.000000 300.000000,300.000000 350.000000,300.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="0.000000,250.000000 50.000000,250.000000 100.000000,250.000000 150.000000,250.000000 200.000000,250.000000 250.000000,250.000000 300.000000,250.000000 350.000000,250.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="0.000000,200.000000 50.000000,200.000000 100.000000,200.000000 150.000000,200.000000 200.000000,200.000000 250.000000,200.000000 300.000000,200.000000 350.000000,200.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="0.000000,150.000000 50.000000,150.000000 100.000000,150.000000 150.000000,150.000000 200.000000,150.000000 250.000000,150.000000 300.000000,150.000000 350.000000,150.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="0.000000,100.000000 50.000000,100.000000 100.000000,100.000000 150.000000,100.000000 200.000000,100.000000 250.000000,100.000000 300.000000,100.000000 350.000000,100.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="0.000000,50.000000 50.000000,50.000000 100.000000,50.000000 150.000000,50.000000 200.000000,50.000000 250.000000,50.000000 300.000000,50.000000 350.000000,50.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="0.000000,0.000000 50.000000,0.000000 100.000000,0.000000 150.000000,0.000000 200.000000,0.000000 250.000000,0.000000 300.000000,0.000000 350.000000,0.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
            </svg>
        "/></mstyle></math>
p3971
sg15
I4
sass(g1709
g3876
g3943
I4
tp3972
(dp3973
g6
VDensityPlot[x^2 y, {x, -1, 1}, {y, -1, 1}, Mesh->All]
p3974
sg8
(lp3975
(dp3976
g11
(lp3977
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="350px" height="350px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-1.666667 -1.666667 353.333333 353.333333">
                <meshgradient data="[[[[0.0, 350.0], [0.293416, 0.0574044, 0.529412]], [[0.0, 300.0], [0.4093038571428571, 0.25890179999999996, 0.6923064285714284]], [[50.0, 350.0], [0.49208089795918364, 0.4028285142857142, 0.8086595918367345]]], [[[0.0, 300.0], [0.4093038571428571, 0.25890179999999996, 0.6923064285714284]], [[50.0, 350.0], [0.49208089795918364, 0.4028285142857142, 0.8086595918367345]], [[50.0, 300.0], [0.5512073556851311, 0.5056333102040814, 0.8917689941690962]]], [[[0.0, 300.0], [0.4093038571428571, 0.25890179999999996, 0.6923064285714284]], [[0.0, 250.0], [0.5251917142857143, 0.4603991999999999, 0.8552008571428571]], [[50.0, 300.0], [0.5512073556851311, 0.5056333102040814, 0.8917689941690962]]], [[[0.0, 250.0], [0.5251917142857143, 0.4603991999999999, 0.8552008571428571]], [[50.0, 300.0], [0.5512073556851311, 0.5056333102040814, 0.8917689941690962]], [[50.0, 250.0], [0.598018638483965, 0.5825112011661807, 0.9102785568513119]]], [[[0.0, 250.0], [0.5251917142857143, 0.4603991999999999, 0.8552008571428571]], [[0.0, 200.0], [0.6206238571428572, 0.6188315714285714, 0.9107938571428571]], [[50.0, 250.0], [0.598018638483965, 0.5825112011661807, 0.9102785568513119]]], [[[0.0, 200.0], [0.6206238571428572, 0.6188315714285714, 0.9107938571428571]], [[50.0, 250.0], [0.598018638483965, 0.5825112011661807, 0.9102785568513119]], [[50.0, 200.0], [0.6414902128279882, 0.6523580670553935, 0.9112695189504372]]], [[[0.0, 200.0], [0.6206238571428572, 0.6188315714285714, 0.9107938571428571]], [[0.0, 150.0], [0.7058281428571428, 0.7557314285714285, 0.9127361428571429]], [[50.0, 200.0], [0.6414902128279882, 0.6523580670553935, 0.9112695189504372]]], [[[0.0, 150.0], [0.7058281428571428, 0.7557314285714285, 0.9127361428571429]], [[50.0, 200.0], [0.6414902128279882, 0.6523580670553935, 0.9112695189504372]], [[50.0, 150.0], [0.6849617871720117, 0.7222049329446065, 0.9122604810495627]]], [[[0.0, 150.0], [0.7058281428571428, 0.7557314285714285, 0.9127361428571429]], [[50.0, 150.0], [0.6849617871720117, 0.7222049329446065, 0.9122604810495627]], [[50.0, 100.0], [0.728433361516035, 0.7920517988338193, 0.913251443148688]]], [[[0.0, 150.0], [0.7058281428571428, 0.7557314285714285, 0.9127361428571429]], [[0.0, 100.0], [0.7881374285714285, 0.8555037142857143, 0.902604142857143]], [[50.0, 100.0], [0.728433361516035, 0.7920517988338193, 0.913251443148688]]], [[[0.0, 100.0], [0.7881374285714285, 0.8555037142857143, 0.902604142857143]], [[50.0, 100.0], [0.728433361516035, 0.7920517988338193, 0.913251443148688]], [[50.0, 50.0], [0.7709596297376092, 0.8497753760932945, 0.9102997813411079]]], [[[0.0, 100.0], [0.7881374285714285, 0.8555037142857143, 0.902604142857143]], [[0.0, 50.0], [0.8646567142857142, 0.881020857142857, 0.8683235714285714]], [[50.0, 50.0], [0.7709596297376092, 0.8497753760932945, 0.9102997813411079]]], [[[0.0, 50.0], [0.8646567142857142, 0.881020857142857, 0.8683235714285714]], [[50.0, 50.0], [0.7709596297376092, 0.8497753760932945, 0.9102997813411079]], [[50.0, 0.0], [0.810000081632653, 0.8627943265306122, 0.892809693877551]]], [[[0.0, 50.0], [0.8646567142857142, 0.881020857142857, 0.8683235714285714]], [[0.0, 0.0], [0.941176, 0.906538, 0.834043]], [[50.0, 0.0], [0.810000081632653, 0.8627943265306122, 0.892809693877551]]], [[[50.0, 350.0], [0.49208089795918364, 0.4028285142857142, 0.8086595918367345]], [[50.0, 300.0], [0.5512073556851311, 0.5056333102040814, 0.8917689941690962]], [[100.0, 350.0], [0.6084518163265307, 0.5992744489795918, 0.9105163877551021]]], [[[50.0, 300.0], [0.5512073556851311, 0.5056333102040814, 0.8917689941690962]], [[100.0, 350.0], [0.6084518163265307, 0.5992744489795918, 0.9105163877551021]], [[100.0, 300.0], [0.6206238571428572, 0.6188315714285714, 0.9107938571428571]]], [[[50.0, 300.0], [0.5512073556851311, 0.5056333102040814, 0.8917689941690962]], [[50.0, 250.0], [0.598018638483965, 0.5825112011661807, 0.9102785568513119]], [[100.0, 300.0], [0.6206238571428572, 0.6188315714285714, 0.9107938571428571]]], [[[50.0, 250.0], [0.598018638483965, 0.5825112011661807, 0.9102785568513119]], [[100.0, 300.0], [0.6206238571428572, 0.6188315714285714, 0.9107938571428571]], [[100.0, 250.0], [0.6414902128279882, 0.6523580670553935, 0.9112695189504372]]], [[[50.0, 250.0], [0.598018638483965, 0.5825112011661807, 0.9102785568513119]], [[50.0, 200.0], [0.6414902128279882, 0.6523580670553935, 0.9112695189504372]], [[100.0, 250.0], [0.6414902128279882, 0.6523580670553935, 0.9112695189504372]]], [[[50.0, 200.0], [0.6414902128279882, 0.6523580670553935, 0.9112695189504372]], [[100.0, 250.0], [0.6414902128279882, 0.6523580670553935, 0.9112695189504372]], [[100.0, 200.0], [0.6554011166180758, 0.6747090641399417, 0.9115866268221575]]], [[[50.0, 200.0], [0.6414902128279882, 0.6523580670553935, 0.9112695189504372]], [[50.0, 150.0], [0.6849617871720117, 0.7222049329446065, 0.9122604810495627]], [[100.0, 200.0], [0.6554011166180758, 0.6747090641399417, 0.9115866268221575]]], [[[50.0, 150.0], [0.6849617871720117, 0.7222049329446065, 0.9122604810495627]], [[100.0, 200.0], [0.6554011166180758, 0.6747090641399417, 0.9115866268221575]], [[100.0, 150.0], [0.6710508833819242, 0.6998539358600583, 0.9119433731778426]]], [[[50.0, 150.0], [0.6849617871720117, 0.7222049329446065, 0.9122604810495627]], [[100.0, 150.0], [0.6710508833819242, 0.6998539358600583, 0.9119433731778426]], [[100.0, 100.0], [0.6849617871720117, 0.7222049329446065, 0.9122604810495627]]], [[[50.0, 150.0], [0.6849617871720117, 0.7222049329446065, 0.9122604810495627]], [[50.0, 100.0], [0.728433361516035, 0.7920517988338193, 0.913251443148688]], [[100.0, 100.0], [0.6849617871720117, 0.7222049329446065, 0.9122604810495627]]], [[[50.0, 100.0], [0.728433361516035, 0.7920517988338193, 0.913251443148688]], [[100.0, 100.0], [0.6849617871720117, 0.7222049329446065, 0.9122604810495627]], [[100.0, 50.0], [0.7058281428571428, 0.7557314285714285, 0.9127361428571429]]], [[[50.0, 100.0], [0.728433361516035, 0.7920517988338193, 0.913251443148688]], [[50.0, 50.0], [0.7709596297376092, 0.8497753760932945, 0.9102997813411079]], [[100.0, 50.0], [0.7058281428571428, 0.7557314285714285, 0.9127361428571429]]], [[[50.0, 50.0], [0.7709596297376092, 0.8497753760932945, 0.9102997813411079]], [[100.0, 50.0], [0.7058281428571428, 0.7557314285714285, 0.9127361428571429]], [[100.0, 0.0], [0.7180001836734694, 0.7752885510204082, 0.913013612244898]]], [[[50.0, 50.0], [0.7709596297376092, 0.8497753760932945, 0.9102997813411079]], [[50.0, 0.0], [0.810000081632653, 0.8627943265306122, 0.892809693877551]], [[100.0, 0.0], [0.7180001836734694, 0.7752885510204082, 0.913013612244898]]], [[[100.0, 350.0], [0.6084518163265307, 0.5992744489795918, 0.9105163877551021]], [[100.0, 300.0], [0.6206238571428572, 0.6188315714285714, 0.9107938571428571]], [[150.0, 350.0], [0.6554011166180758, 0.6747090641399417, 0.9115866268221575]]], [[[100.0, 300.0], [0.6206238571428572, 0.6188315714285714, 0.9107938571428571]], [[150.0, 350.0], [0.6554011166180758, 0.6747090641399417, 0.9115866268221575]], [[150.0, 300.0], [0.6554011166180758, 0.6747090641399417, 0.9115866268221575]]], [[[100.0, 300.0], [0.6206238571428572, 0.6188315714285714, 0.9107938571428571]], [[100.0, 250.0], [0.6414902128279882, 0.6523580670553935, 0.9112695189504372]], [[150.0, 300.0], [0.6554011166180758, 0.6747090641399417, 0.9115866268221575]]], [[[100.0, 250.0], [0.6414902128279882, 0.6523580670553935, 0.9112695189504372]], [[150.0, 300.0], [0.6554011166180758, 0.6747090641399417, 0.9115866268221575]], [[150.0, 250.0], [0.6606177055393586, 0.6830906880466472, 0.9117055422740525]]], [[[100.0, 250.0], [0.6414902128279882, 0.6523580670553935, 0.9112695189504372]], [[100.0, 200.0], [0.6554011166180758, 0.6747090641399417, 0.9115866268221575]], [[150.0, 250.0], [0.6606177055393586, 0.6830906880466472, 0.9117055422740525]]], [[[100.0, 200.0], [0.6554011166180758, 0.6747090641399417, 0.9115866268221575]], [[150.0, 250.0], [0.6606177055393586, 0.6830906880466472, 0.9117055422740525]], [[150.0, 200.0], [0.6606177055393586, 0.6830906880466472, 0.9117055422740525]]], [[[100.0, 200.0], [0.6554011166180758, 0.6747090641399417, 0.9115866268221575]], [[100.0, 150.0], [0.6710508833819242, 0.6998539358600583, 0.9119433731778426]], [[150.0, 200.0], [0.6606177055393586, 0.6830906880466472, 0.9117055422740525]]], [[[100.0, 150.0], [0.6710508833819242, 0.6998539358600583, 0.9119433731778426]], [[150.0, 200.0], [0.6606177055393586, 0.6830906880466472, 0.9117055422740525]], [[150.0, 150.0], [0.6606177055393586, 0.6830906880466472, 0.9117055422740525]]], [[[100.0, 150.0], [0.6710508833819242, 0.6998539358600583, 0.9119433731778426]], [[150.0, 150.0], [0.6606177055393586, 0.6830906880466472, 0.9117055422740525]], [[150.0, 100.0], [0.6606177055393586, 0.6830906880466472, 0.9117055422740525]]], [[[100.0, 150.0], [0.6710508833819242, 0.6998539358600583, 0.9119433731778426]], [[100.0, 100.0], [0.6849617871720117, 0.7222049329446065, 0.9122604810495627]], [[150.0, 100.0], [0.6606177055393586, 0.6830906880466472, 0.9117055422740525]]], [[[100.0, 100.0], [0.6849617871720117, 0.7222049329446065, 0.9122604810495627]], [[150.0, 100.0], [0.6606177055393586, 0.6830906880466472, 0.9117055422740525]], [[150.0, 50.0], [0.6710508833819242, 0.6998539358600583, 0.9119433731778426]]], [[[100.0, 100.0], [0.6849617871720117, 0.7222049329446065, 0.9122604810495627]], [[100.0, 50.0], [0.7058281428571428, 0.7557314285714285, 0.9127361428571429]], [[150.0, 50.0], [0.6710508833819242, 0.6998539358600583, 0.9119433731778426]]], [[[100.0, 50.0], [0.7058281428571428, 0.7557314285714285, 0.9127361428571429]], [[150.0, 50.0], [0.6710508833819242, 0.6998539358600583, 0.9119433731778426]], [[150.0, 0.0], [0.6710508833819242, 0.6998539358600583, 0.9119433731778426]]], [[[100.0, 50.0], [0.7058281428571428, 0.7557314285714285, 0.9127361428571429]], [[100.0, 0.0], [0.7180001836734694, 0.7752885510204082, 0.913013612244898]], [[150.0, 0.0], [0.6710508833819242, 0.6998539358600583, 0.9119433731778426]]], [[[150.0, 350.0], [0.6554011166180758, 0.6747090641399417, 0.9115866268221575]], [[150.0, 300.0], [0.6554011166180758, 0.6747090641399417, 0.9115866268221575]], [[200.0, 350.0], [0.6554011166180758, 0.6747090641399417, 0.9115866268221575]]], [[[150.0, 300.0], [0.6554011166180758, 0.6747090641399417, 0.9115866268221575]], [[200.0, 350.0], [0.6554011166180758, 0.6747090641399417, 0.9115866268221575]], [[200.0, 300.0], [0.6554011166180758, 0.6747090641399417, 0.9115866268221575]]], [[[150.0, 300.0], [0.6554011166180758, 0.6747090641399417, 0.9115866268221575]], [[150.0, 250.0], [0.6606177055393586, 0.6830906880466472, 0.9117055422740525]], [[200.0, 300.0], [0.6554011166180758, 0.6747090641399417, 0.9115866268221575]]], [[[150.0, 250.0], [0.6606177055393586, 0.6830906880466472, 0.9117055422740525]], [[200.0, 300.0], [0.6554011166180758, 0.6747090641399417, 0.9115866268221575]], [[200.0, 250.0], [0.6606177055393586, 0.6830906880466472, 0.9117055422740525]]], [[[150.0, 250.0], [0.6606177055393586, 0.6830906880466472, 0.9117055422740525]], [[150.0, 200.0], [0.6606177055393586, 0.6830906880466472, 0.9117055422740525]], [[200.0, 250.0], [0.6606177055393586, 0.6830906880466472, 0.9117055422740525]]], [[[150.0, 200.0], [0.6606177055393586, 0.6830906880466472, 0.9117055422740525]], [[200.0, 250.0], [0.6606177055393586, 0.6830906880466472, 0.9117055422740525]], [[200.0, 200.0], [0.6606177055393586, 0.6830906880466472, 0.9117055422740525]]], [[[150.0, 200.0], [0.6606177055393586, 0.6830906880466472, 0.9117055422740525]], [[150.0, 150.0], [0.6606177055393586, 0.6830906880466472, 0.9117055422740525]], [[200.0, 200.0], [0.6606177055393586, 0.6830906880466472, 0.9117055422740525]]], [[[150.0, 150.0], [0.6606177055393586, 0.6830906880466472, 0.9117055422740525]], [[200.0, 200.0], [0.6606177055393586, 0.6830906880466472, 0.9117055422740525]], [[200.0, 150.0], [0.6606177055393586, 0.6830906880466472, 0.9117055422740525]]], [[[150.0, 150.0], [0.6606177055393586, 0.6830906880466472, 0.9117055422740525]], [[200.0, 150.0], [0.6606177055393586, 0.6830906880466472, 0.9117055422740525]], [[200.0, 100.0], [0.6606177055393586, 0.6830906880466472, 0.9117055422740525]]], [[[150.0, 150.0], [0.6606177055393586, 0.6830906880466472, 0.9117055422740525]], [[150.0, 100.0], [0.6606177055393586, 0.6830906880466472, 0.9117055422740525]], [[200.0, 100.0], [0.6606177055393586, 0.6830906880466472, 0.9117055422740525]]], [[[150.0, 100.0], [0.6606177055393586, 0.6830906880466472, 0.9117055422740525]], [[200.0, 100.0], [0.6606177055393586, 0.6830906880466472, 0.9117055422740525]], [[200.0, 50.0], [0.6710508833819242, 0.6998539358600583, 0.9119433731778426]]], [[[150.0, 100.0], [0.6606177055393586, 0.6830906880466472, 0.9117055422740525]], [[150.0, 50.0], [0.6710508833819242, 0.6998539358600583, 0.9119433731778426]], [[200.0, 50.0], [0.6710508833819242, 0.6998539358600583, 0.9119433731778426]]], [[[150.0, 50.0], [0.6710508833819242, 0.6998539358600583, 0.9119433731778426]], [[200.0, 50.0], [0.6710508833819242, 0.6998539358600583, 0.9119433731778426]], [[200.0, 0.0], [0.6710508833819242, 0.6998539358600583, 0.9119433731778426]]], [[[150.0, 50.0], [0.6710508833819242, 0.6998539358600583, 0.9119433731778426]], [[150.0, 0.0], [0.6710508833819242, 0.6998539358600583, 0.9119433731778426]], [[200.0, 0.0], [0.6710508833819242, 0.6998539358600583, 0.9119433731778426]]], [[[200.0, 350.0], [0.6554011166180758, 0.6747090641399417, 0.9115866268221575]], [[250.0, 350.0], [0.6084518163265307, 0.5992744489795918, 0.9105163877551021]], [[250.0, 300.0], [0.6206238571428572, 0.6188315714285714, 0.9107938571428571]]], [[[200.0, 350.0], [0.6554011166180758, 0.6747090641399417, 0.9115866268221575]], [[200.0, 300.0], [0.6554011166180758, 0.6747090641399417, 0.9115866268221575]], [[250.0, 300.0], [0.6206238571428572, 0.6188315714285714, 0.9107938571428571]]], [[[200.0, 300.0], [0.6554011166180758, 0.6747090641399417, 0.9115866268221575]], [[250.0, 300.0], [0.6206238571428572, 0.6188315714285714, 0.9107938571428571]], [[250.0, 250.0], [0.6414902128279882, 0.6523580670553935, 0.9112695189504372]]], [[[200.0, 300.0], [0.6554011166180758, 0.6747090641399417, 0.9115866268221575]], [[200.0, 250.0], [0.6606177055393586, 0.6830906880466472, 0.9117055422740525]], [[250.0, 250.0], [0.6414902128279882, 0.6523580670553935, 0.9112695189504372]]], [[[200.0, 250.0], [0.6606177055393586, 0.6830906880466472, 0.9117055422740525]], [[250.0, 250.0], [0.6414902128279882, 0.6523580670553935, 0.9112695189504372]], [[250.0, 200.0], [0.6554011166180758, 0.6747090641399417, 0.9115866268221575]]], [[[200.0, 250.0], [0.6606177055393586, 0.6830906880466472, 0.9117055422740525]], [[200.0, 200.0], [0.6606177055393586, 0.6830906880466472, 0.9117055422740525]], [[250.0, 200.0], [0.6554011166180758, 0.6747090641399417, 0.9115866268221575]]], [[[200.0, 200.0], [0.6606177055393586, 0.6830906880466472, 0.9117055422740525]], [[250.0, 200.0], [0.6554011166180758, 0.6747090641399417, 0.9115866268221575]], [[250.0, 150.0], [0.6710508833819242, 0.6998539358600583, 0.9119433731778426]]], [[[200.0, 200.0], [0.6606177055393586, 0.6830906880466472, 0.9117055422740525]], [[200.0, 150.0], [0.6606177055393586, 0.6830906880466472, 0.9117055422740525]], [[250.0, 150.0], [0.6710508833819242, 0.6998539358600583, 0.9119433731778426]]], [[[200.0, 150.0], [0.6606177055393586, 0.6830906880466472, 0.9117055422740525]], [[200.0, 100.0], [0.6606177055393586, 0.6830906880466472, 0.9117055422740525]], [[250.0, 150.0], [0.6710508833819242, 0.6998539358600583, 0.9119433731778426]]], [[[200.0, 100.0], [0.6606177055393586, 0.6830906880466472, 0.9117055422740525]], [[250.0, 150.0], [0.6710508833819242, 0.6998539358600583, 0.9119433731778426]], [[250.0, 100.0], [0.6849617871720117, 0.7222049329446065, 0.9122604810495627]]], [[[200.0, 100.0], [0.6606177055393586, 0.6830906880466472, 0.9117055422740525]], [[200.0, 50.0], [0.6710508833819242, 0.6998539358600583, 0.9119433731778426]], [[250.0, 100.0], [0.6849617871720117, 0.7222049329446065, 0.9122604810495627]]], [[[200.0, 50.0], [0.6710508833819242, 0.6998539358600583, 0.9119433731778426]], [[250.0, 100.0], [0.6849617871720117, 0.7222049329446065, 0.9122604810495627]], [[250.0, 50.0], [0.7058281428571428, 0.7557314285714285, 0.9127361428571429]]], [[[200.0, 50.0], [0.6710508833819242, 0.6998539358600583, 0.9119433731778426]], [[200.0, 0.0], [0.6710508833819242, 0.6998539358600583, 0.9119433731778426]], [[250.0, 50.0], [0.7058281428571428, 0.7557314285714285, 0.9127361428571429]]], [[[200.0, 0.0], [0.6710508833819242, 0.6998539358600583, 0.9119433731778426]], [[250.0, 50.0], [0.7058281428571428, 0.7557314285714285, 0.9127361428571429]], [[250.0, 0.0], [0.7180001836734694, 0.7752885510204082, 0.913013612244898]]], [[[250.0, 350.0], [0.6084518163265307, 0.5992744489795918, 0.9105163877551021]], [[300.0, 350.0], [0.49208089795918364, 0.4028285142857142, 0.8086595918367345]], [[300.0, 300.0], [0.5512073556851311, 0.5056333102040814, 0.8917689941690962]]], [[[250.0, 350.0], [0.6084518163265307, 0.5992744489795918, 0.9105163877551021]], [[250.0, 300.0], [0.6206238571428572, 0.6188315714285714, 0.9107938571428571]], [[300.0, 300.0], [0.5512073556851311, 0.5056333102040814, 0.8917689941690962]]], [[[250.0, 300.0], [0.6206238571428572, 0.6188315714285714, 0.9107938571428571]], [[300.0, 300.0], [0.5512073556851311, 0.5056333102040814, 0.8917689941690962]], [[300.0, 250.0], [0.598018638483965, 0.5825112011661807, 0.9102785568513119]]], [[[250.0, 300.0], [0.6206238571428572, 0.6188315714285714, 0.9107938571428571]], [[250.0, 250.0], [0.6414902128279882, 0.6523580670553935, 0.9112695189504372]], [[300.0, 250.0], [0.598018638483965, 0.5825112011661807, 0.9102785568513119]]], [[[250.0, 250.0], [0.6414902128279882, 0.6523580670553935, 0.9112695189504372]], [[300.0, 250.0], [0.598018638483965, 0.5825112011661807, 0.9102785568513119]], [[300.0, 200.0], [0.6414902128279882, 0.6523580670553935, 0.9112695189504372]]], [[[250.0, 250.0], [0.6414902128279882, 0.6523580670553935, 0.9112695189504372]], [[250.0, 200.0], [0.6554011166180758, 0.6747090641399417, 0.9115866268221575]], [[300.0, 200.0], [0.6414902128279882, 0.6523580670553935, 0.9112695189504372]]], [[[250.0, 200.0], [0.6554011166180758, 0.6747090641399417, 0.9115866268221575]], [[300.0, 200.0], [0.6414902128279882, 0.6523580670553935, 0.9112695189504372]], [[300.0, 150.0], [0.6849617871720117, 0.7222049329446065, 0.9122604810495627]]], [[[250.0, 200.0], [0.6554011166180758, 0.6747090641399417, 0.9115866268221575]], [[250.0, 150.0], [0.6710508833819242, 0.6998539358600583, 0.9119433731778426]], [[300.0, 150.0], [0.6849617871720117, 0.7222049329446065, 0.9122604810495627]]], [[[250.0, 150.0], [0.6710508833819242, 0.6998539358600583, 0.9119433731778426]], [[250.0, 100.0], [0.6849617871720117, 0.7222049329446065, 0.9122604810495627]], [[300.0, 150.0], [0.6849617871720117, 0.7222049329446065, 0.9122604810495627]]], [[[250.0, 100.0], [0.6849617871720117, 0.7222049329446065, 0.9122604810495627]], [[300.0, 150.0], [0.6849617871720117, 0.7222049329446065, 0.9122604810495627]], [[300.0, 100.0], [0.728433361516035, 0.7920517988338193, 0.913251443148688]]], [[[250.0, 100.0], [0.6849617871720117, 0.7222049329446065, 0.9122604810495627]], [[250.0, 50.0], [0.7058281428571428, 0.7557314285714285, 0.9127361428571429]], [[300.0, 100.0], [0.728433361516035, 0.7920517988338193, 0.913251443148688]]], [[[250.0, 50.0], [0.7058281428571428, 0.7557314285714285, 0.9127361428571429]], [[300.0, 100.0], [0.728433361516035, 0.7920517988338193, 0.913251443148688]], [[300.0, 50.0], [0.7709596297376092, 0.8497753760932945, 0.9102997813411079]]], [[[250.0, 50.0], [0.7058281428571428, 0.7557314285714285, 0.9127361428571429]], [[250.0, 0.0], [0.7180001836734694, 0.7752885510204082, 0.913013612244898]], [[300.0, 50.0], [0.7709596297376092, 0.8497753760932945, 0.9102997813411079]]], [[[250.0, 0.0], [0.7180001836734694, 0.7752885510204082, 0.913013612244898]], [[300.0, 50.0], [0.7709596297376092, 0.8497753760932945, 0.9102997813411079]], [[300.0, 0.0], [0.810000081632653, 0.8627943265306122, 0.892809693877551]]], [[[300.0, 350.0], [0.49208089795918364, 0.4028285142857142, 0.8086595918367345]], [[350.0, 350.0], [0.293416, 0.0574044, 0.529412]], [[350.0, 300.0], [0.4093038571428571, 0.25890179999999996, 0.6923064285714284]]], [[[300.0, 350.0], [0.49208089795918364, 0.4028285142857142, 0.8086595918367345]], [[300.0, 300.0], [0.5512073556851311, 0.5056333102040814, 0.8917689941690962]], [[350.0, 300.0], [0.4093038571428571, 0.25890179999999996, 0.6923064285714284]]], [[[300.0, 300.0], [0.5512073556851311, 0.5056333102040814, 0.8917689941690962]], [[350.0, 300.0], [0.4093038571428571, 0.25890179999999996, 0.6923064285714284]], [[350.0, 250.0], [0.5251917142857143, 0.4603991999999999, 0.8552008571428571]]], [[[300.0, 300.0], [0.5512073556851311, 0.5056333102040814, 0.8917689941690962]], [[300.0, 250.0], [0.598018638483965, 0.5825112011661807, 0.9102785568513119]], [[350.0, 250.0], [0.5251917142857143, 0.4603991999999999, 0.8552008571428571]]], [[[300.0, 250.0], [0.598018638483965, 0.5825112011661807, 0.9102785568513119]], [[350.0, 250.0], [0.5251917142857143, 0.4603991999999999, 0.8552008571428571]], [[350.0, 200.0], [0.6206238571428572, 0.6188315714285714, 0.9107938571428571]]], [[[300.0, 250.0], [0.598018638483965, 0.5825112011661807, 0.9102785568513119]], [[300.0, 200.0], [0.6414902128279882, 0.6523580670553935, 0.9112695189504372]], [[350.0, 200.0], [0.6206238571428572, 0.6188315714285714, 0.9107938571428571]]], [[[300.0, 200.0], [0.6414902128279882, 0.6523580670553935, 0.9112695189504372]], [[350.0, 200.0], [0.6206238571428572, 0.6188315714285714, 0.9107938571428571]], [[350.0, 150.0], [0.7058281428571428, 0.7557314285714285, 0.9127361428571429]]], [[[300.0, 200.0], [0.6414902128279882, 0.6523580670553935, 0.9112695189504372]], [[300.0, 150.0], [0.6849617871720117, 0.7222049329446065, 0.9122604810495627]], [[350.0, 150.0], [0.7058281428571428, 0.7557314285714285, 0.9127361428571429]]], [[[300.0, 150.0], [0.6849617871720117, 0.7222049329446065, 0.9122604810495627]], [[300.0, 100.0], [0.728433361516035, 0.7920517988338193, 0.913251443148688]], [[350.0, 150.0], [0.7058281428571428, 0.7557314285714285, 0.9127361428571429]]], [[[300.0, 100.0], [0.728433361516035, 0.7920517988338193, 0.913251443148688]], [[350.0, 150.0], [0.7058281428571428, 0.7557314285714285, 0.9127361428571429]], [[350.0, 100.0], [0.7881374285714285, 0.8555037142857143, 0.902604142857143]]], [[[300.0, 100.0], [0.728433361516035, 0.7920517988338193, 0.913251443148688]], [[300.0, 50.0], [0.7709596297376092, 0.8497753760932945, 0.9102997813411079]], [[350.0, 100.0], [0.7881374285714285, 0.8555037142857143, 0.902604142857143]]], [[[300.0, 50.0], [0.7709596297376092, 0.8497753760932945, 0.9102997813411079]], [[350.0, 100.0], [0.7881374285714285, 0.8555037142857143, 0.902604142857143]], [[350.0, 50.0], [0.8646567142857142, 0.881020857142857, 0.8683235714285714]]], [[[300.0, 50.0], [0.7709596297376092, 0.8497753760932945, 0.9102997813411079]], [[300.0, 0.0], [0.810000081632653, 0.8627943265306122, 0.892809693877551]], [[350.0, 50.0], [0.8646567142857142, 0.881020857142857, 0.8683235714285714]]], [[[300.0, 0.0], [0.810000081632653, 0.8627943265306122, 0.892809693877551]], [[350.0, 50.0], [0.8646567142857142, 0.881020857142857, 0.8683235714285714]], [[350.0, 0.0], [0.941176, 0.906538, 0.834043]]]]" /><polygon points="0.000000,350.000000 0.000000,300.000000 50.000000,350.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,300.000000 50.000000,350.000000 50.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,300.000000 0.000000,250.000000 50.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,250.000000 50.000000,300.000000 50.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,250.000000 0.000000,200.000000 50.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,200.000000 50.000000,250.000000 50.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,200.000000 0.000000,150.000000 50.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,150.000000 50.000000,200.000000 50.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,150.000000 50.000000,150.000000 50.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,150.000000 0.000000,100.000000 50.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,100.000000 50.000000,100.000000 50.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,100.000000 0.000000,50.000000 50.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,50.000000 50.000000,50.000000 50.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,50.000000 0.000000,0.000000 50.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,350.000000 50.000000,300.000000 100.000000,350.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,300.000000 100.000000,350.000000 100.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,300.000000 50.000000,250.000000 100.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,250.000000 100.000000,300.000000 100.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,250.000000 50.000000,200.000000 100.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,200.000000 100.000000,250.000000 100.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,200.000000 50.000000,150.000000 100.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,150.000000 100.000000,200.000000 100.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,150.000000 100.000000,150.000000 100.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,150.000000 50.000000,100.000000 100.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,100.000000 100.000000,100.000000 100.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,100.000000 50.000000,50.000000 100.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,50.000000 100.000000,50.000000 100.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,50.000000 50.000000,0.000000 100.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,350.000000 100.000000,300.000000 150.000000,350.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,300.000000 150.000000,350.000000 150.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,300.000000 100.000000,250.000000 150.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,250.000000 150.000000,300.000000 150.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,250.000000 100.000000,200.000000 150.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,200.000000 150.000000,250.000000 150.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,200.000000 100.000000,150.000000 150.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,150.000000 150.000000,200.000000 150.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,150.000000 150.000000,150.000000 150.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,150.000000 100.000000,100.000000 150.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,100.000000 150.000000,100.000000 150.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,100.000000 100.000000,50.000000 150.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,50.000000 150.000000,50.000000 150.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,50.000000 100.000000,0.000000 150.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,350.000000 150.000000,300.000000 200.000000,350.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,300.000000 200.000000,350.000000 200.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,300.000000 150.000000,250.000000 200.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,250.000000 200.000000,300.000000 200.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,250.000000 150.000000,200.000000 200.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,200.000000 200.000000,250.000000 200.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,200.000000 150.000000,150.000000 200.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,150.000000 200.000000,200.000000 200.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,150.000000 200.000000,150.000000 200.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,150.000000 150.000000,100.000000 200.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,100.000000 200.000000,100.000000 200.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,100.000000 150.000000,50.000000 200.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,50.000000 200.000000,50.000000 200.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,50.000000 150.000000,0.000000 200.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,350.000000 250.000000,350.000000 250.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,350.000000 200.000000,300.000000 250.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,300.000000 250.000000,300.000000 250.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,300.000000 200.000000,250.000000 250.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,250.000000 250.000000,250.000000 250.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,250.000000 200.000000,200.000000 250.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,200.000000 250.000000,200.000000 250.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,200.000000 200.000000,150.000000 250.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,150.000000 200.000000,100.000000 250.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,100.000000 250.000000,150.000000 250.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,100.000000 200.000000,50.000000 250.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,50.000000 250.000000,100.000000 250.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,50.000000 200.000000,0.000000 250.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,0.000000 250.000000,50.000000 250.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,350.000000 300.000000,350.000000 300.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,350.000000 250.000000,300.000000 300.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,300.000000 300.000000,300.000000 300.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,300.000000 250.000000,250.000000 300.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,250.000000 300.000000,250.000000 300.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,250.000000 250.000000,200.000000 300.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,200.000000 300.000000,200.000000 300.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,200.000000 250.000000,150.000000 300.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,150.000000 250.000000,100.000000 300.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,100.000000 300.000000,150.000000 300.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,100.000000 250.000000,50.000000 300.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,50.000000 300.000000,100.000000 300.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,50.000000 250.000000,0.000000 300.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,0.000000 300.000000,50.000000 300.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,350.000000 350.000000,350.000000 350.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,350.000000 300.000000,300.000000 350.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,300.000000 350.000000,300.000000 350.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,300.000000 300.000000,250.000000 350.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,250.000000 350.000000,250.000000 350.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,250.000000 300.000000,200.000000 350.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,200.000000 350.000000,200.000000 350.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,200.000000 300.000000,150.000000 350.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,150.000000 300.000000,100.000000 350.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,100.000000 350.000000,150.000000 350.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,100.000000 300.000000,50.000000 350.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,50.000000 350.000000,100.000000 350.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,50.000000 300.000000,0.000000 350.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,0.000000 350.000000,50.000000 350.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" />
<polyline points="50.000000,250.000000 100.000000,250.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="200.000000,0.000000 250.000000,0.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="150.000000,50.000000 200.000000,0.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="150.000000,200.000000 150.000000,150.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="150.000000,150.000000 150.000000,100.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="0.000000,50.000000 50.000000,50.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="150.000000,200.000000 200.000000,250.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="200.000000,200.000000 250.000000,150.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="200.000000,0.000000 250.000000,50.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="300.000000,350.000000 300.000000,300.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="300.000000,250.000000 350.000000,200.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="50.000000,150.000000 100.000000,100.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="50.000000,300.000000 50.000000,250.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="150.000000,300.000000 150.000000,250.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="100.000000,300.000000 150.000000,300.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="250.000000,250.000000 300.000000,200.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="200.000000,350.000000 250.000000,350.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="50.000000,50.000000 100.000000,0.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="200.000000,100.000000 250.000000,150.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="150.000000,100.000000 200.000000,50.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="50.000000,250.000000 50.000000,200.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="0.000000,150.000000 50.000000,200.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="150.000000,300.000000 200.000000,350.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="200.000000,100.000000 250.000000,100.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="0.000000,250.000000 50.000000,300.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="350.000000,350.000000 350.000000,300.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="250.000000,150.000000 250.000000,100.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="100.000000,250.000000 150.000000,300.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="350.000000,300.000000 350.000000,250.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="0.000000,300.000000 0.000000,250.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="150.000000,250.000000 200.000000,250.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="350.000000,250.000000 350.000000,200.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="300.000000,50.000000 350.000000,50.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="300.000000,150.000000 300.000000,100.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="0.000000,200.000000 50.000000,250.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="0.000000,100.000000 50.000000,100.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="100.000000,200.000000 100.000000,150.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="100.000000,350.000000 150.000000,350.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="100.000000,50.000000 150.000000,50.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="100.000000,250.000000 100.000000,200.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="250.000000,350.000000 250.000000,300.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="150.000000,350.000000 200.000000,350.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="250.000000,0.000000 300.000000,0.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="300.000000,250.000000 300.000000,200.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="250.000000,0.000000 300.000000,50.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="0.000000,250.000000 50.000000,250.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="100.000000,150.000000 100.000000,100.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="200.000000,200.000000 200.000000,150.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="150.000000,50.000000 200.000000,50.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="250.000000,50.000000 300.000000,100.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="250.000000,100.000000 250.000000,50.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="200.000000,150.000000 200.000000,100.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="50.000000,150.000000 100.000000,150.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="50.000000,200.000000 100.000000,250.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="150.000000,150.000000 200.000000,100.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="50.000000,150.000000 50.000000,100.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="0.000000,150.000000 50.000000,100.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="50.000000,150.000000 100.000000,200.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="300.000000,350.000000 350.000000,300.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="50.000000,100.000000 50.000000,50.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="100.000000,150.000000 150.000000,100.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="300.000000,50.000000 350.000000,100.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="150.000000,150.000000 200.000000,200.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="200.000000,150.000000 250.000000,150.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="300.000000,200.000000 300.000000,150.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="200.000000,300.000000 250.000000,300.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="50.000000,50.000000 100.000000,50.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="100.000000,200.000000 150.000000,200.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="200.000000,100.000000 200.000000,50.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="150.000000,250.000000 200.000000,300.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="100.000000,150.000000 150.000000,200.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="0.000000,100.000000 50.000000,50.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="200.000000,350.000000 200.000000,300.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="0.000000,350.000000 50.000000,350.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="0.000000,50.000000 0.000000,0.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="100.000000,350.000000 100.000000,300.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="200.000000,250.000000 250.000000,250.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="150.000000,200.000000 200.000000,200.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="50.000000,100.000000 100.000000,50.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="300.000000,0.000000 350.000000,0.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="0.000000,300.000000 50.000000,300.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="300.000000,100.000000 350.000000,150.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="250.000000,200.000000 300.000000,200.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="50.000000,50.000000 50.000000,0.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="300.000000,350.000000 350.000000,350.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="50.000000,200.000000 50.000000,150.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="100.000000,300.000000 150.000000,350.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="100.000000,100.000000 150.000000,100.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="200.000000,350.000000 250.000000,300.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="250.000000,200.000000 300.000000,150.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="200.000000,250.000000 250.000000,200.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="150.000000,0.000000 200.000000,0.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="0.000000,100.000000 0.000000,50.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="250.000000,350.000000 300.000000,350.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="250.000000,300.000000 300.000000,300.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="0.000000,50.000000 50.000000,0.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="50.000000,350.000000 100.000000,350.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="100.000000,0.000000 150.000000,0.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="200.000000,200.000000 250.000000,200.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="100.000000,300.000000 100.000000,250.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="300.000000,100.000000 300.000000,50.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="0.000000,0.000000 50.000000,0.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="100.000000,250.000000 150.000000,250.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="50.000000,200.000000 100.000000,200.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="350.000000,50.000000 350.000000,0.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="250.000000,350.000000 300.000000,300.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="150.000000,250.000000 150.000000,200.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="250.000000,150.000000 300.000000,150.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="200.000000,50.000000 250.000000,100.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="0.000000,200.000000 0.000000,150.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="300.000000,250.000000 350.000000,250.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="150.000000,50.000000 150.000000,0.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="150.000000,300.000000 200.000000,300.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="250.000000,250.000000 300.000000,250.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="250.000000,100.000000 300.000000,100.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="200.000000,50.000000 200.000000,0.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="50.000000,300.000000 100.000000,300.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="300.000000,200.000000 350.000000,150.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="0.000000,200.000000 50.000000,200.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="200.000000,250.000000 200.000000,200.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="200.000000,50.000000 250.000000,50.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="150.000000,100.000000 200.000000,100.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="250.000000,300.000000 250.000000,250.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="50.000000,350.000000 50.000000,300.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="50.000000,300.000000 100.000000,350.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="250.000000,200.000000 250.000000,150.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="100.000000,100.000000 150.000000,50.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="0.000000,150.000000 0.000000,100.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="50.000000,0.000000 100.000000,0.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="150.000000,350.000000 150.000000,300.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="300.000000,100.000000 350.000000,100.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="300.000000,300.000000 350.000000,250.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="300.000000,150.000000 350.000000,150.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="0.000000,250.000000 0.000000,200.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="50.000000,100.000000 100.000000,100.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="100.000000,100.000000 100.000000,50.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="250.000000,300.000000 300.000000,250.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="0.000000,350.000000 0.000000,300.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="300.000000,50.000000 300.000000,0.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="100.000000,200.000000 150.000000,250.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="150.000000,150.000000 200.000000,150.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="300.000000,0.000000 350.000000,50.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="250.000000,250.000000 250.000000,200.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="300.000000,200.000000 350.000000,200.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="350.000000,150.000000 350.000000,100.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="250.000000,50.000000 250.000000,0.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="200.000000,300.000000 250.000000,250.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="0.000000,300.000000 50.000000,350.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="50.000000,250.000000 100.000000,300.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="350.000000,100.000000 350.000000,50.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="100.000000,150.000000 150.000000,150.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="150.000000,100.000000 150.000000,50.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="250.000000,100.000000 300.000000,150.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="350.000000,200.000000 350.000000,150.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="0.000000,150.000000 50.000000,150.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="300.000000,300.000000 300.000000,250.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="300.000000,300.000000 350.000000,300.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="100.000000,50.000000 150.000000,0.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="100.000000,50.000000 100.000000,0.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="200.000000,300.000000 200.000000,250.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="250.000000,50.000000 300.000000,50.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
            </svg>
        "/></mstyle></math>
p3978
sg15
I5
sass(g1709
g3876
VFilling
p3979
I0
tp3980
(dp3981
g6
VListLinePlot[Table[Sin[x], {x, -5, 5, 0.5}], Filling->Axis]
p3982
sg8
(lp3983
(dp3984
g11
(lp3985
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="247px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-31.666667 -14.610939 449.333333 276.435473">
                <polyline points="18.181818,15.582050 36.363636,13.486064 54.545455,38.351475 72.727273,84.090362 90.909091,139.504250 109.090909,191.025888 127.272727,226.040981 145.454545,235.976614 163.636364,218.400196 181.818182,177.615049 200.000000,123.606798 218.181818,69.598547 236.363636,28.813399 254.545455,11.236982 272.727273,21.172614 290.909091,56.187707 309.090909,107.709345 327.272727,163.123234 345.454545,208.862121 363.636364,233.727531 381.818182,231.631546" style="stroke: rgb(24.720000%, 24.000000%, 60.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polygon points="18.181818,15.582050 36.363636,13.486064 54.545455,38.351475 72.727273,84.090362 90.909091,139.504250 109.090909,191.025888 127.272727,226.040981 145.454545,235.976614 163.636364,218.400196 181.818182,177.615049 200.000000,123.606798 218.181818,69.598547 236.363636,28.813399 254.545455,11.236982 272.727273,21.172614 290.909091,56.187707 309.090909,107.709345 327.272727,163.123234 345.454545,208.862121 363.636364,233.727531 381.818182,231.631546 381.818182,123.606798 18.181818,123.606798" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 0.2" />
<polyline points="-16.000000,123.606798 416.000000,123.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="90.909091" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>5</mn></math></foreignObject>
<foreignObject x="181.818182" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>10</mn></math></foreignObject>
<foreignObject x="272.727273" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>15</mn></math></foreignObject>
<foreignObject x="363.636364" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>20</mn></math></foreignObject>
<polyline points="90.909091,123.606798 90.909091,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="181.818182,123.606798 181.818182,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="272.727273,123.606798 272.727273,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="363.636364,123.606798 363.636364,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="18.181818,123.606798 18.181818,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="36.363636,123.606798 36.363636,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="54.545455,123.606798 54.545455,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="72.727273,123.606798 72.727273,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="109.090909,123.606798 109.090909,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="127.272727,123.606798 127.272727,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="145.454545,123.606798 145.454545,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="163.636364,123.606798 163.636364,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,123.606798 200.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="218.181818,123.606798 218.181818,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="236.363636,123.606798 236.363636,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="254.545455,123.606798 254.545455,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="290.909091,123.606798 290.909091,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="309.090909,123.606798 309.090909,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="327.272727,123.606798 327.272727,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="345.454545,123.606798 345.454545,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="381.818182,123.606798 381.818182,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="400.000000,123.606798 400.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="0.000000,260.157867 0.000000,-12.944272" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="-2.666667" y="236.258809" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-1.0</mtext></math></foreignObject>
<foreignObject x="-2.666667" y="179.932803" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-0.5</mtext></math></foreignObject>
<foreignObject x="-2.666667" y="67.280792" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.5</mn></math></foreignObject>
<foreignObject x="-2.666667" y="10.954787" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1.0</mn></math></foreignObject>
<polyline points="0.000000,236.258809 6.666667,236.258809" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,179.932803 6.666667,179.932803" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,67.280792 6.666667,67.280792" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,10.954787 6.666667,10.954787" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,247.524010 4.000000,247.524010" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,224.993608 4.000000,224.993608" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,213.728406 4.000000,213.728406" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,202.463205 4.000000,202.463205" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,191.198004 4.000000,191.198004" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,168.667602 4.000000,168.667602" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,157.402401 4.000000,157.402401" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,146.137200 4.000000,146.137200" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,134.871999 4.000000,134.871999" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,112.341597 4.000000,112.341597" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,101.076396 4.000000,101.076396" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,89.811194 4.000000,89.811194" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,78.545993 4.000000,78.545993" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,56.015591 4.000000,56.015591" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,44.750390 4.000000,44.750390" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,33.485189 4.000000,33.485189" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,22.219988 4.000000,22.219988" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,-0.310414 4.000000,-0.310414" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
            </svg>
        "/></mstyle></math>
p3986
sg15
I1
sass(g1709
g3876
VHistogram
p3987
I0
tp3988
(dp3989
g6
VHistogram[{3, 8, 10, 100, 1000, 500, 300, 200, 10, 20, 200, 100, 200, 300, 500}]
p3990
sg8
(lp3991
(dp3992
g11
(lp3993
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="247px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-17.666667 -14.610939 435.333333 290.491201">
                <rect x="0.039996" y="0.000000" width="133.320001" height="247.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: rgb(88.627451%, 78.431373%, 65.490196%); fill-opacity: 1.0" />
<rect x="133.359997" y="206.011330" width="133.320001" height="41.202266" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: rgb(88.627451%, 78.431373%, 65.490196%); fill-opacity: 1.0" />
<rect x="266.679999" y="226.612463" width="133.320001" height="20.601133" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: rgb(88.627451%, 78.431373%, 65.490196%); fill-opacity: 1.0" />
<polyline points="0.039996,247.213595 400.000000,247.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="-16.000000,247.213595 416.000000,247.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="80.031997" y="249.880262" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>200</mn></math></foreignObject>
<foreignObject x="160.023998" y="249.880262" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>400</mn></math></foreignObject>
<foreignObject x="240.015998" y="249.880262" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>600</mn></math></foreignObject>
<foreignObject x="320.007999" y="249.880262" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>800</mn></math></foreignObject>
<foreignObject x="400.000000" y="249.880262" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1000</mn></math></foreignObject>
<polyline points="80.031997,247.213595 80.031997,240.546929" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="160.023998,247.213595 160.023998,240.546929" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="240.015998,247.213595 240.015998,240.546929" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="320.007999,247.213595 320.007999,240.546929" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="400.000000,247.213595 400.000000,240.546929" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="20.037996,247.213595 20.037996,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="40.035996,247.213595 40.035996,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="60.033997,247.213595 60.033997,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="100.029997,247.213595 100.029997,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="120.027997,247.213595 120.027997,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="140.025997,247.213595 140.025997,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="180.021998,247.213595 180.021998,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.019998,247.213595 200.019998,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="220.017998,247.213595 220.017998,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="260.013999,247.213595 260.013999,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="280.011999,247.213595 280.011999,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="300.009999,247.213595 300.009999,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="340.005999,247.213595 340.005999,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="360.004000,247.213595 360.004000,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="380.002000,247.213595 380.002000,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="0.039996,260.157867 0.039996,-12.944272" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="-2.626671" y="206.011330" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>2</mn></math></foreignObject>
<foreignObject x="-2.626671" y="164.809064" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>4</mn></math></foreignObject>
<foreignObject x="-2.626671" y="123.606798" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>6</mn></math></foreignObject>
<foreignObject x="-2.626671" y="82.404532" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>8</mn></math></foreignObject>
<foreignObject x="-2.626671" y="41.202266" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>10</mn></math></foreignObject>
<foreignObject x="-2.626671" y="0.000000" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>12</mn></math></foreignObject>
<polyline points="0.039996,206.011330 6.706663,206.011330" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.039996,164.809064 6.706663,164.809064" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.039996,123.606798 6.706663,123.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.039996,82.404532 6.706663,82.404532" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.039996,41.202266 6.706663,41.202266" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.039996,0.000000 6.706663,0.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.039996,236.913029 4.039996,236.913029" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.039996,226.612463 4.039996,226.612463" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.039996,216.311896 4.039996,216.311896" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.039996,195.710763 4.039996,195.710763" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.039996,185.410197 4.039996,185.410197" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.039996,175.109630 4.039996,175.109630" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.039996,154.508497 4.039996,154.508497" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.039996,144.207931 4.039996,144.207931" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.039996,133.907364 4.039996,133.907364" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.039996,113.306231 4.039996,113.306231" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.039996,103.005665 4.039996,103.005665" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.039996,92.705098 4.039996,92.705098" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.039996,72.103965 4.039996,72.103965" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.039996,61.803399 4.039996,61.803399" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.039996,51.502832 4.039996,51.502832" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.039996,30.901699 4.039996,30.901699" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.039996,20.601133 4.039996,20.601133" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.039996,10.300566 4.039996,10.300566" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
            </svg>
        "/></mstyle></math>
p3994
sg15
I1
sass(g1709
g3876
g3987
I1
tp3995
(dp3996
g6
VHistogram[{{1, 2, 10, 5, 50, 20}, {90, 100, 101, 120, 80}}]
p3997
sg8
(lp3998
(dp3999
g11
(lp4000
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="247px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-17.666667 -14.610939 435.333333 290.491201">
                <rect x="0.333056" y="0.000000" width="133.222315" height="247.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: rgb(88.627451%, 78.431373%, 65.490196%); fill-opacity: 1.0" />
<rect x="133.555371" y="197.770876" width="133.222315" height="49.442719" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: rgb(88.627451%, 78.431373%, 65.490196%); fill-opacity: 1.0" />
<rect x="266.777685" y="247.213595" width="133.222315" height="0.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: rgb(88.627451%, 78.431373%, 65.490196%); fill-opacity: 1.0" />
<polyline points="0.333056,247.213595 400.000000,247.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<rect x="0.333056" y="247.213595" width="133.222315" height="0.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: rgb(76.078431%, 47.450980%, 13.333333%); fill-opacity: 1.0" />
<rect x="133.555371" y="247.213595" width="133.222315" height="0.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: rgb(76.078431%, 47.450980%, 13.333333%); fill-opacity: 1.0" />
<rect x="266.777685" y="0.000000" width="133.222315" height="247.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: rgb(76.078431%, 47.450980%, 13.333333%); fill-opacity: 1.0" />
<polyline points="0.333056,247.213595 400.000000,247.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="-16.000000,247.213595 416.000000,247.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="66.944213" y="249.880262" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>20</mn></math></foreignObject>
<foreignObject x="133.555371" y="249.880262" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>40</mn></math></foreignObject>
<foreignObject x="200.166528" y="249.880262" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>60</mn></math></foreignObject>
<foreignObject x="266.777685" y="249.880262" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>80</mn></math></foreignObject>
<foreignObject x="333.388843" y="249.880262" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>100</mn></math></foreignObject>
<foreignObject x="400.000000" y="249.880262" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>120</mn></math></foreignObject>
<polyline points="66.944213,247.213595 66.944213,240.546929" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="133.555371,247.213595 133.555371,240.546929" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.166528,247.213595 200.166528,240.546929" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="266.777685,247.213595 266.777685,240.546929" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="333.388843,247.213595 333.388843,240.546929" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="400.000000,247.213595 400.000000,240.546929" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="16.985845,247.213595 16.985845,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="33.638634,247.213595 33.638634,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="50.291424,247.213595 50.291424,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="83.597002,247.213595 83.597002,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="100.249792,247.213595 100.249792,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="116.902581,247.213595 116.902581,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="150.208160,247.213595 150.208160,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="166.860949,247.213595 166.860949,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="183.513739,247.213595 183.513739,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="216.819317,247.213595 216.819317,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="233.472107,247.213595 233.472107,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="250.124896,247.213595 250.124896,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="283.430475,247.213595 283.430475,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="300.083264,247.213595 300.083264,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="316.736053,247.213595 316.736053,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="350.041632,247.213595 350.041632,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="366.694421,247.213595 366.694421,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="383.347211,247.213595 383.347211,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="0.333056,260.157867 0.333056,-12.944272" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="-2.333611" y="197.770876" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1</mn></math></foreignObject>
<foreignObject x="-2.333611" y="148.328157" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>2</mn></math></foreignObject>
<foreignObject x="-2.333611" y="98.885438" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>3</mn></math></foreignObject>
<foreignObject x="-2.333611" y="49.442719" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>4</mn></math></foreignObject>
<foreignObject x="-2.333611" y="0.000000" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>5</mn></math></foreignObject>
<polyline points="0.333056,197.770876 6.999722,197.770876" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.333056,148.328157 6.999722,148.328157" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.333056,98.885438 6.999722,98.885438" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.333056,49.442719 6.999722,49.442719" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.333056,0.000000 6.999722,0.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.333056,237.325052 4.333056,237.325052" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.333056,227.436508 4.333056,227.436508" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.333056,217.547964 4.333056,217.547964" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.333056,207.659420 4.333056,207.659420" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.333056,187.882333 4.333056,187.882333" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.333056,177.993789 4.333056,177.993789" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.333056,168.105245 4.333056,168.105245" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.333056,158.216701 4.333056,158.216701" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.333056,138.439613 4.333056,138.439613" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.333056,128.551070 4.333056,128.551070" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.333056,118.662526 4.333056,118.662526" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.333056,108.773982 4.333056,108.773982" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.333056,88.996894 4.333056,88.996894" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.333056,79.108351 4.333056,79.108351" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.333056,69.219807 4.333056,69.219807" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.333056,59.331263 4.333056,59.331263" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.333056,39.554175 4.333056,39.554175" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.333056,29.665631 4.333056,29.665631" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.333056,19.777088 4.333056,19.777088" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.333056,9.888544 4.333056,9.888544" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
            </svg>
        "/></mstyle></math>
p4001
sg15
I2
sass(g1709
g3876
VJoined
p4002
I0
tp4003
(dp4004
g6
VListPlot[Table[n ^ 2, {n, 10}], Joined->True]
p4005
sg8
(lp4006
(dp4007
g11
(lp4008
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="247px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-17.666667 -14.610939 435.333333 281.524316">
                <polyline points="18.181818,235.976614 58.585859,229.166322 98.989899,217.815836 139.393939,201.925154 179.797980,181.494279 220.202020,156.523209 260.606061,127.011944 301.010101,92.960484 341.414141,54.368830 381.818182,11.236982" style="stroke: rgb(24.720000%, 24.000000%, 60.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="-16.000000,238.246711 416.000000,238.246711" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="139.393939" y="240.913378" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>4</mn></math></foreignObject>
<foreignObject x="220.202020" y="240.913378" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>6</mn></math></foreignObject>
<foreignObject x="301.010101" y="240.913378" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>8</mn></math></foreignObject>
<foreignObject x="381.818182" y="240.913378" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>10</mn></math></foreignObject>
<polyline points="139.393939,238.246711 139.393939,231.580045" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="220.202020,238.246711 220.202020,231.580045" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="301.010101,238.246711 301.010101,231.580045" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="381.818182,238.246711 381.818182,231.580045" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="-2.020202,238.246711 -2.020202,234.246711" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="18.181818,238.246711 18.181818,234.246711" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="38.383838,238.246711 38.383838,234.246711" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="78.787879,238.246711 78.787879,234.246711" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="98.989899,238.246711 98.989899,234.246711" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="119.191919,238.246711 119.191919,234.246711" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="159.595960,238.246711 159.595960,234.246711" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="179.797980,238.246711 179.797980,234.246711" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,238.246711 200.000000,234.246711" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="240.404040,238.246711 240.404040,234.246711" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="260.606061,238.246711 260.606061,234.246711" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="280.808081,238.246711 280.808081,234.246711" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="321.212121,238.246711 321.212121,234.246711" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="341.414141,238.246711 341.414141,234.246711" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="361.616162,238.246711 361.616162,234.246711" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="402.020202,238.246711 402.020202,234.246711" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="58.585859,260.157867 58.585859,-12.944272" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="55.919192" y="192.844765" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>20</mn></math></foreignObject>
<foreignObject x="55.919192" y="147.442819" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>40</mn></math></foreignObject>
<foreignObject x="55.919192" y="102.040873" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>60</mn></math></foreignObject>
<foreignObject x="55.919192" y="56.638928" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>80</mn></math></foreignObject>
<foreignObject x="55.919192" y="11.236982" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>100</mn></math></foreignObject>
<polyline points="58.585859,192.844765 65.252525,192.844765" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="58.585859,147.442819 65.252525,147.442819" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="58.585859,102.040873 65.252525,102.040873" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="58.585859,56.638928 65.252525,56.638928" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="58.585859,11.236982 65.252525,11.236982" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="58.585859,249.597198 62.585859,249.597198" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="58.585859,226.896225 62.585859,226.896225" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="58.585859,215.545738 62.585859,215.545738" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="58.585859,204.195252 62.585859,204.195252" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="58.585859,181.494279 62.585859,181.494279" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="58.585859,170.143792 62.585859,170.143792" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="58.585859,158.793306 62.585859,158.793306" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="58.585859,136.092333 62.585859,136.092333" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="58.585859,124.741846 62.585859,124.741846" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="58.585859,113.391360 62.585859,113.391360" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="58.585859,90.690387 62.585859,90.690387" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="58.585859,79.339900 62.585859,79.339900" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="58.585859,67.989414 62.585859,67.989414" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="58.585859,45.288441 62.585859,45.288441" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="58.585859,33.937955 62.585859,33.937955" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="58.585859,22.587468 62.585859,22.587468" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="58.585859,-0.113505 62.585859,-0.113505" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
            </svg>
        "/></mstyle></math>
p4009
sg15
I1
sass(g1709
g3876
VListLinePlot
p4010
I0
tp4011
(dp4012
g6
VListLinePlot[Table[{n, n ^ 0.5}, {n, 10}]]
p4013
sg8
(lp4014
(dp4015
g11
(lp4016
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="247px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-17.666667 -14.610939 435.333333 279.254219">
                <polyline points="18.181818,235.976614 58.585859,192.924694 98.989899,159.889795 139.393939,132.040086 179.797980,107.504000 220.202020,85.321683 260.606061,64.922937 301.010101,45.936247 341.414141,28.103558 381.818182,11.236982" style="stroke: rgb(24.720000%, 24.000000%, 60.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="-16.000000,235.976614 416.000000,235.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="139.393939" y="238.643281" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>4</mn></math></foreignObject>
<foreignObject x="220.202020" y="238.643281" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>6</mn></math></foreignObject>
<foreignObject x="301.010101" y="238.643281" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>8</mn></math></foreignObject>
<foreignObject x="381.818182" y="238.643281" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>10</mn></math></foreignObject>
<polyline points="139.393939,235.976614 139.393939,229.309947" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="220.202020,235.976614 220.202020,229.309947" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="301.010101,235.976614 301.010101,229.309947" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="381.818182,235.976614 381.818182,229.309947" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="-2.020202,235.976614 -2.020202,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="18.181818,235.976614 18.181818,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="38.383838,235.976614 38.383838,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="78.787879,235.976614 78.787879,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="98.989899,235.976614 98.989899,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="119.191919,235.976614 119.191919,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="159.595960,235.976614 159.595960,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="179.797980,235.976614 179.797980,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,235.976614 200.000000,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="240.404040,235.976614 240.404040,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="260.606061,235.976614 260.606061,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="280.808081,235.976614 280.808081,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="321.212121,235.976614 321.212121,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="341.414141,235.976614 341.414141,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="361.616162,235.976614 361.616162,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="402.020202,235.976614 402.020202,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="58.585859,260.157867 58.585859,-12.944272" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="55.919192" y="184.008350" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1.5</mn></math></foreignObject>
<foreignObject x="55.919192" y="132.040086" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>2.0</mn></math></foreignObject>
<foreignObject x="55.919192" y="80.071822" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>2.5</mn></math></foreignObject>
<foreignObject x="55.919192" y="28.103558" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>3.0</mn></math></foreignObject>
<polyline points="58.585859,184.008350 65.252525,184.008350" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="58.585859,132.040086 65.252525,132.040086" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="58.585859,80.071822 65.252525,80.071822" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="58.585859,28.103558 65.252525,28.103558" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="58.585859,246.370267 62.585859,246.370267" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="58.585859,225.582961 62.585859,225.582961" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="58.585859,215.189308 62.585859,215.189308" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="58.585859,204.795656 62.585859,204.795656" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="58.585859,194.402003 62.585859,194.402003" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="58.585859,173.614697 62.585859,173.614697" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="58.585859,163.221044 62.585859,163.221044" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="58.585859,152.827392 62.585859,152.827392" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="58.585859,142.433739 62.585859,142.433739" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="58.585859,121.646433 62.585859,121.646433" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="58.585859,111.252780 62.585859,111.252780" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="58.585859,100.859128 62.585859,100.859128" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="58.585859,90.465475 62.585859,90.465475" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="58.585859,69.678169 62.585859,69.678169" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="58.585859,59.284517 62.585859,59.284517" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="58.585859,48.890864 62.585859,48.890864" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="58.585859,38.497211 62.585859,38.497211" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="58.585859,17.709905 62.585859,17.709905" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="58.585859,7.316253 62.585859,7.316253" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="58.585859,-3.077400 62.585859,-3.077400" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
            </svg>
        "/></mstyle></math>
p4017
sg15
I1
sass(g1709
g3876
g4010
I1
tp4018
(dp4019
g6
VListLinePlot[{{-2, -1}, {-1, -1}}]
p4020
sg8
(lp4021
(dp4022
g11
(lp4023
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="247px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-17.666667 -14.610939 435.333333 276.435473">
                <polyline points="18.181818,123.606798 381.818182,123.606798" style="stroke: rgb(24.720000%, 24.000000%, 60.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="-16.000000,0.000000 416.000000,0.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="90.909091" y="2.666667" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-1.8</mtext></math></foreignObject>
<foreignObject x="163.636364" y="2.666667" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-1.6</mtext></math></foreignObject>
<foreignObject x="236.363636" y="2.666667" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-1.4</mtext></math></foreignObject>
<foreignObject x="309.090909" y="2.666667" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-1.2</mtext></math></foreignObject>
<foreignObject x="381.818182" y="2.666667" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-1.0</mtext></math></foreignObject>
<polyline points="90.909091,0.000000 90.909091,-6.666667" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="163.636364,0.000000 163.636364,-6.666667" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="236.363636,0.000000 236.363636,-6.666667" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="309.090909,0.000000 309.090909,-6.666667" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="381.818182,0.000000 381.818182,-6.666667" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="-0.000000,0.000000 -0.000000,-4.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="36.363636,0.000000 36.363636,-4.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="54.545455,0.000000 54.545455,-4.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="72.727273,0.000000 72.727273,-4.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="109.090909,0.000000 109.090909,-4.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="127.272727,0.000000 127.272727,-4.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="145.454545,0.000000 145.454545,-4.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="181.818182,0.000000 181.818182,-4.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,0.000000 200.000000,-4.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="218.181818,0.000000 218.181818,-4.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="254.545455,0.000000 254.545455,-4.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="272.727273,0.000000 272.727273,-4.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="290.909091,0.000000 290.909091,-4.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="327.272727,0.000000 327.272727,-4.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="345.454545,0.000000 345.454545,-4.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="363.636364,0.000000 363.636364,-4.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="400.000000,0.000000 400.000000,-4.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="18.181818,260.157867 18.181818,-12.944272" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="15.515152" y="247.213595" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-2.0</mtext></math></foreignObject>
<foreignObject x="15.515152" y="185.410197" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-1.5</mtext></math></foreignObject>
<foreignObject x="15.515152" y="123.606798" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-1.0</mtext></math></foreignObject>
<foreignObject x="15.515152" y="61.803399" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-0.5</mtext></math></foreignObject>
<polyline points="18.181818,247.213595 24.848485,247.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="18.181818,185.410197 24.848485,185.410197" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="18.181818,123.606798 24.848485,123.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="18.181818,61.803399 24.848485,61.803399" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="18.181818,234.852916 22.181818,234.852916" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="18.181818,222.492236 22.181818,222.492236" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="18.181818,210.131556 22.181818,210.131556" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="18.181818,197.770876 22.181818,197.770876" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="18.181818,173.049517 22.181818,173.049517" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="18.181818,160.688837 22.181818,160.688837" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="18.181818,148.328157 22.181818,148.328157" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="18.181818,135.967478 22.181818,135.967478" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="18.181818,111.246118 22.181818,111.246118" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="18.181818,98.885438 22.181818,98.885438" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="18.181818,86.524758 22.181818,86.524758" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="18.181818,74.164079 22.181818,74.164079" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="18.181818,49.442719 22.181818,49.442719" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="18.181818,37.082039 22.181818,37.082039" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="18.181818,24.721360 22.181818,24.721360" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="18.181818,12.360680 22.181818,12.360680" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
            </svg>
        "/></mstyle></math>
p4024
sg15
I2
sass(g1709
g3876
VListPlot
p4025
I0
tp4026
(dp4027
g6
VListPlot[Table[n ^ 2, {n, 10}]]
p4028
sg8
(lp4029
(dp4030
g11
(lp4031
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="247px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-17.666667 -14.610939 435.333333 281.524316">
                <circle cx="18.181818" cy="235.976614" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="58.585859" cy="229.166322" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="98.989899" cy="217.815836" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="139.393939" cy="201.925154" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="179.797980" cy="181.494279" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="220.202020" cy="156.523209" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="260.606061" cy="127.011944" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="301.010101" cy="92.960484" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="341.414141" cy="54.368830" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="381.818182" cy="11.236982" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" />
<polyline points="-16.000000,238.246711 416.000000,238.246711" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="139.393939" y="240.913378" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>4</mn></math></foreignObject>
<foreignObject x="220.202020" y="240.913378" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>6</mn></math></foreignObject>
<foreignObject x="301.010101" y="240.913378" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>8</mn></math></foreignObject>
<foreignObject x="381.818182" y="240.913378" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>10</mn></math></foreignObject>
<polyline points="139.393939,238.246711 139.393939,231.580045" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="220.202020,238.246711 220.202020,231.580045" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="301.010101,238.246711 301.010101,231.580045" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="381.818182,238.246711 381.818182,231.580045" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="-2.020202,238.246711 -2.020202,234.246711" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="18.181818,238.246711 18.181818,234.246711" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="38.383838,238.246711 38.383838,234.246711" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="78.787879,238.246711 78.787879,234.246711" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="98.989899,238.246711 98.989899,234.246711" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="119.191919,238.246711 119.191919,234.246711" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="159.595960,238.246711 159.595960,234.246711" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="179.797980,238.246711 179.797980,234.246711" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,238.246711 200.000000,234.246711" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="240.404040,238.246711 240.404040,234.246711" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="260.606061,238.246711 260.606061,234.246711" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="280.808081,238.246711 280.808081,234.246711" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="321.212121,238.246711 321.212121,234.246711" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="341.414141,238.246711 341.414141,234.246711" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="361.616162,238.246711 361.616162,234.246711" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="402.020202,238.246711 402.020202,234.246711" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="58.585859,260.157867 58.585859,-12.944272" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="55.919192" y="192.844765" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>20</mn></math></foreignObject>
<foreignObject x="55.919192" y="147.442819" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>40</mn></math></foreignObject>
<foreignObject x="55.919192" y="102.040873" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>60</mn></math></foreignObject>
<foreignObject x="55.919192" y="56.638928" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>80</mn></math></foreignObject>
<foreignObject x="55.919192" y="11.236982" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>100</mn></math></foreignObject>
<polyline points="58.585859,192.844765 65.252525,192.844765" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="58.585859,147.442819 65.252525,147.442819" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="58.585859,102.040873 65.252525,102.040873" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="58.585859,56.638928 65.252525,56.638928" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="58.585859,11.236982 65.252525,11.236982" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="58.585859,249.597198 62.585859,249.597198" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="58.585859,226.896225 62.585859,226.896225" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="58.585859,215.545738 62.585859,215.545738" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="58.585859,204.195252 62.585859,204.195252" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="58.585859,181.494279 62.585859,181.494279" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="58.585859,170.143792 62.585859,170.143792" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="58.585859,158.793306 62.585859,158.793306" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="58.585859,136.092333 62.585859,136.092333" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="58.585859,124.741846 62.585859,124.741846" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="58.585859,113.391360 62.585859,113.391360" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="58.585859,90.690387 62.585859,90.690387" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="58.585859,79.339900 62.585859,79.339900" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="58.585859,67.989414 62.585859,67.989414" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="58.585859,45.288441 62.585859,45.288441" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="58.585859,33.937955 62.585859,33.937955" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="58.585859,22.587468 62.585859,22.587468" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="58.585859,-0.113505 62.585859,-0.113505" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
            </svg>
        "/></mstyle></math>
p4032
sg15
I1
sass(g1709
g3876
VMesh
p4033
I0
tp4034
(dp4035
g6
VPlot[Sin[Cos[x^2]],{x,-4,4},Mesh->All]
p4036
sg8
(lp4037
(dp4038
g11
(lp4039
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="247px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-17.666667 -14.610939 435.333333 276.435473">
                <polyline points="0.000000,234.313147 0.892857,236.671896 1.785714,237.487024 2.678571,236.836714 3.125000,235.957838 3.571429,234.695374 4.464286,230.947354 4.910714,228.417727 5.357143,225.419328 5.803571,221.929132 6.250000,217.926806 7.142857,208.328306 8.928571,182.772544 10.714286,150.180869 12.500000,114.343566 14.285714,80.206499 16.071429,51.929907 16.964286,40.712360 17.857143,31.527958 18.303571,27.674643 18.750000,24.290491 19.196429,21.353525 19.419643,20.045317 19.642857,18.839880 20.089286,16.725102 20.312500,15.809780 20.535714,14.985337 20.758929,14.249056 20.870536,13.913170 20.982143,13.598381 21.205357,13.030941 21.316964,12.777749 21.428571,12.544569 22.321429,11.374504 22.767857,11.237110 23.214286,11.391077 23.660714,11.836433 23.883929,12.169510 24.107143,12.577267 24.553571,13.621369 24.776786,14.260470 25.000000,14.979724 25.446429,16.665872 25.669643,17.636613 25.892857,18.695148 26.116071,19.843535 26.339286,21.083832 26.785714,23.848226 27.678571,30.563639 28.125000,34.538627 28.571429,38.935384 30.357143,60.699062 32.142857,88.324403 33.928571,119.483269 35.714286,150.852054 37.500000,179.140401 39.285714,202.063028 40.178571,211.192009 40.625000,215.169737 41.071429,218.766525 41.964286,224.866317 42.410714,227.398969 42.633929,228.543096 42.857143,229.608565 43.750000,233.125586 44.196429,234.465144 44.642857,235.544911 45.089286,236.377472 45.312500,236.704438 45.535714,236.973393 45.982143,237.341001 46.205357,237.441142 46.428571,237.486247 46.875000,237.412649 47.098214,237.294222 47.321429,237.121313 47.544643,236.893701 47.656250,236.759273 47.767857,236.611025 47.991071,236.272798 48.102679,236.082668 48.214286,235.878412 48.660714,234.918171 48.883929,234.350571 49.107143,233.723346 49.330357,233.035421 49.441964,232.668345 49.553571,232.285665 49.776786,231.472901 49.888393,231.042512 50.000000,230.595915 50.892857,226.421127 51.785714,221.122576 52.678571,214.636827 53.571429,206.927418 55.357143,187.896717 57.142857,164.654028 60.714286,111.792601 62.500000,86.258798 64.285714,63.759085 66.071429,45.355066 66.964286,37.815399 67.857143,31.369139 68.750000,25.966994 69.196429,23.636479 69.419643,22.559687 69.642857,21.540201 70.089286,19.668046 70.312500,18.812821 70.535714,18.009805 70.758929,17.257743 70.870536,16.900435 70.982143,16.555407 71.205357,15.901595 71.316964,15.592519 71.428571,15.295140 72.321429,13.321016 72.767857,12.591063 73.214286,12.023288 73.660714,11.612030 73.883929,11.463619 74.107143,11.352701 74.553571,11.241816 74.776786,11.241253 75.000000,11.276992 75.446429,11.456927 75.669643,11.601059 75.892857,11.781360 76.116071,11.997951 76.227679,12.119907 76.339286,12.251006 76.562500,12.540754 76.674107,12.699472 76.785714,12.867473 77.232143,13.633168 77.455357,14.072919 77.678571,14.551183 77.901786,15.068435 78.013393,15.341836 78.125000,15.625174 78.348214,16.221922 78.459821,16.535468 78.571429,16.859220 79.464286,19.825072 79.910714,21.565860 80.357143,23.484360 80.803571,25.584561 81.250000,27.869975 82.142857,33.007284 83.035714,38.909727 83.928571,45.575082 85.714286,61.091684 89.285714,99.036655 92.857143,140.491741 96.428571,177.852321 98.214286,193.270793 99.107143,200.018418 100.000000,206.112799 100.892857,211.561759 101.785714,216.383967 102.232143,218.568234 102.678571,220.606480 103.125000,222.502994 103.348214,223.399505 103.571429,224.262288 104.017857,225.889030 104.464286,227.387975 104.910714,228.763909 105.133929,229.407237 105.357143,230.021592 105.803571,231.165708 106.026786,231.696609 106.250000,232.200817 106.473214,232.678876 106.584821,232.908267 106.696429,233.131320 106.919643,233.558665 107.031250,233.763085 107.142857,233.961419 108.035714,235.336062 108.482143,235.887788 108.928571,236.353438 109.375000,236.735886 109.598214,236.896724 109.821429,237.037703 110.267857,237.261157 110.491071,237.344123 110.714286,237.408212 111.160714,237.480535 111.383929,237.489113 111.607143,237.479502 111.830357,237.451830 111.941964,237.431257 112.053571,237.406209 112.276786,237.342736 112.388393,237.304330 112.500000,237.261490 112.946429,237.045925 113.169643,236.911693 113.392857,236.759865 113.616071,236.590449 113.727679,236.499147 113.839286,236.403446 114.062500,236.198842 114.174107,236.089933 114.285714,235.976614 115.178571,234.910667 115.625000,234.270687 116.071429,233.558613 116.517857,232.773778 116.741071,232.353852 116.964286,231.915466 117.410714,230.982935 117.633929,230.488605 117.857143,229.975442 118.303571,228.892266 118.750000,227.732730 119.196429,226.496221 119.642857,225.182216 120.535714,222.320159 120.982143,220.771656 121.428571,219.144784 123.214286,211.859680 124.107143,207.760175 125.000000,203.368238 126.785714,193.763612 128.571429,183.190461 135.714286,135.397720 139.285714,111.455666 142.857143,89.594420 146.428571,70.731551 148.214286,62.550573 149.107143,58.775812 150.000000,55.208541 151.785714,48.680262 152.678571,45.708768 153.571429,42.924126 154.464286,40.319439 154.910714,39.082312 155.357143,37.887412 156.250000,35.620471 156.696429,34.546492 156.919643,34.023949 157.142857,33.510875 158.035714,31.550811 158.482143,30.624414 158.928571,29.732480 159.375000,28.874047 159.821429,28.048164 160.267857,27.253886 160.714286,26.490285 161.160714,25.756442 161.607143,25.051455 162.053571,24.374435 162.276786,24.046139 162.500000,23.724510 162.946429,23.100825 163.392857,22.502543 163.839286,21.928841 164.062500,21.650957 164.285714,21.378918 165.178571,20.347293 165.625000,19.864078 166.071429,19.401618 166.517857,18.959204 166.741071,18.745298 166.964286,18.536146 167.410714,18.131771 167.633929,17.936386 167.857143,17.745427 168.303571,17.376477 168.526786,17.198331 168.750000,17.024304 168.973214,16.854320 169.196429,16.688308 169.419643,16.526193 169.642857,16.367906 170.089286,16.062534 170.312500,15.915311 170.535714,15.771641 170.758929,15.631457 170.870536,15.562652 170.982143,15.494695 171.205357,15.361290 171.316964,15.295826 171.428571,15.231179 172.321429,14.742445 172.767857,14.516269 173.214286,14.301606 173.660714,14.098011 173.883929,14.000229 174.107143,13.905055 174.553571,13.722319 174.776786,13.634657 175.000000,13.549399 175.446429,13.385904 175.669643,13.307570 175.892857,13.231451 176.116071,13.157500 176.227679,13.121324 176.339286,13.085673 176.562500,13.015924 176.674107,12.981815 176.785714,12.948210 177.232143,12.818717 177.455357,12.756853 177.678571,12.696855 177.901786,12.638684 178.125000,12.582299 178.348214,12.527662 178.571429,12.474732 179.464286,12.279344 179.910714,12.190936 180.357143,12.108342 180.803571,12.031290 181.026786,11.994759 181.250000,11.959516 181.696429,11.892764 181.919643,11.861193 182.142857,11.830786 182.589286,11.773342 183.035714,11.720199 183.482143,11.671131 183.705357,11.648056 183.928571,11.625919 184.375000,11.584351 184.821429,11.546223 185.267857,11.511336 185.491071,11.495048 185.714286,11.479498 186.607143,11.424233 187.500000,11.379021 188.392857,11.342551 189.285714,11.313609 190.178571,11.291075 191.071429,11.273923 192.857143,11.252110 196.428571,11.237927 200.000000,11.236982 203.571429,11.237927 205.357143,11.241768 207.142857,11.252110 208.928571,11.273923 209.821429,11.291075 210.714286,11.313609 211.607143,11.342551 212.053571,11.359771 212.500000,11.379021 213.392857,11.424233 213.839286,11.450523 214.062500,11.464664 214.285714,11.479498 215.178571,11.546223 215.625000,11.584351 216.071429,11.625919 216.517857,11.671131 216.741071,11.695169 216.964286,11.720199 217.410714,11.773342 217.633929,11.801512 217.857143,11.830786 218.303571,11.892764 218.526786,11.925527 218.750000,11.959516 218.973214,11.994759 219.196429,12.031290 219.419643,12.069140 219.642857,12.108342 220.089286,12.190936 220.312500,12.234396 220.535714,12.279344 220.758929,12.325816 220.982143,12.373847 221.205357,12.423473 221.428571,12.474732 222.321429,12.696855 222.767857,12.818717 223.214286,12.948210 223.660714,13.085673 223.883929,13.157500 224.107143,13.231451 224.553571,13.385904 224.776786,13.466498 225.000000,13.549399 225.446429,13.722319 225.669643,13.812435 225.892857,13.905055 226.116071,14.000229 226.227679,14.048791 226.339286,14.098011 226.562500,14.198452 226.674107,14.249687 226.785714,14.301606 227.232143,14.516269 227.455357,14.627890 227.678571,14.742445 227.901786,14.859993 228.013393,14.919907 228.125000,14.980591 228.348214,15.104300 228.459821,15.167339 228.571429,15.231179 229.464286,15.771641 229.910714,16.062534 230.357143,16.367906 230.803571,16.688308 231.026786,16.854320 231.250000,17.024304 231.696429,17.376477 231.919643,17.558816 232.142857,17.745427 232.589286,18.131771 232.812500,18.331665 233.035714,18.536146 233.258929,18.745298 233.482143,18.959204 233.705357,19.177949 233.928571,19.401618 234.375000,19.864078 234.598214,20.103046 234.821429,20.347293 235.044643,20.596910 235.267857,20.851991 235.491071,21.112628 235.714286,21.378918 236.607143,22.502543 237.053571,23.100825 237.500000,23.724510 237.946429,24.374435 238.169643,24.709504 238.392857,25.051455 238.839286,25.756442 239.062500,26.119700 239.285714,26.490285 239.732143,27.253886 240.178571,28.048164 240.625000,28.874047 241.071429,29.732480 241.964286,31.550811 242.410714,32.512640 242.633929,33.007145 242.857143,33.510875 243.750000,35.620471 244.642857,37.887412 245.535714,40.319439 246.428571,42.924126 247.321429,45.708768 248.214286,48.680262 249.107143,51.844963 250.000000,55.208541 251.785714,62.550573 253.571429,70.731551 255.357143,79.754486 257.142857,89.594420 260.714286,111.455666 264.285714,135.397720 267.857143,159.928325 271.428571,183.190461 273.214286,193.763612 275.000000,203.368238 275.892857,207.760175 276.785714,211.859680 277.678571,215.656776 278.125000,217.439708 278.571429,219.144784 279.464286,222.320159 279.910714,223.790294 280.357143,225.182216 280.803571,226.496221 281.026786,227.124132 281.250000,227.732730 281.696429,228.892266 281.919643,229.443358 282.142857,229.975442 282.589286,230.982935 282.812500,231.458524 283.035714,231.915466 283.258929,232.353852 283.370536,232.566117 283.482143,232.773778 283.705357,233.175334 283.816964,233.369253 283.928571,233.558613 284.375000,234.270687 284.598214,234.599650 284.821429,234.910667 285.044643,235.203810 285.156250,235.343699 285.267857,235.479144 285.491071,235.736729 285.602679,235.858881 285.714286,235.976614 286.607143,236.759865 287.053571,237.045925 287.500000,237.261490 287.946429,237.406209 288.169643,237.451830 288.392857,237.479502 288.839286,237.480535 289.062500,237.453623 289.285714,237.408212 289.732143,237.261157 289.955357,237.159096 290.178571,237.037703 290.401786,236.896724 290.513393,236.818805 290.625000,236.735886 290.848214,236.554894 290.959821,236.456744 291.071429,236.353438 291.517857,235.887788 291.741071,235.622876 291.964286,235.336062 292.187500,235.026942 292.299107,234.863885 292.410714,234.695091 292.633929,234.340069 292.745536,234.153727 292.857143,233.961419 293.750000,232.200817 294.196429,231.165708 294.642857,230.021592 295.089286,228.763909 295.312500,228.091019 295.535714,227.387975 295.982143,225.889030 296.428571,224.262288 297.321429,220.606480 297.767857,218.568234 298.214286,216.383967 299.107143,211.561759 299.553571,208.917016 300.000000,206.112799 301.785714,193.270793 303.571429,177.852321 307.142857,140.491741 310.714286,99.036655 312.500000,79.149267 314.285714,61.091684 316.071429,45.575082 316.964286,38.909727 317.857143,33.007284 318.750000,27.869975 319.196429,25.584561 319.642857,23.484360 320.089286,21.565860 320.535714,19.825072 320.758929,19.019981 320.982143,18.257686 321.205357,17.537620 321.428571,16.859220 322.321429,14.551183 322.767857,13.633168 323.214286,12.867473 323.660714,12.251006 323.883929,11.997951 324.107143,11.781360 324.553571,11.456927 324.776786,11.348904 325.000000,11.276992 325.446429,11.241816 325.669643,11.278878 325.892857,11.352701 326.116071,11.463619 326.227679,11.533110 326.339286,11.612030 326.562500,11.798407 326.674107,11.905998 326.785714,12.023288 327.232143,12.591063 327.455357,12.935372 327.678571,13.321016 327.901786,13.748860 328.013393,13.978895 328.125000,14.219832 328.348214,14.734913 328.459821,15.009317 328.571429,15.295140 329.464286,18.009805 329.910714,19.668046 330.357143,21.540201 330.803571,23.636479 331.250000,25.966994 332.142857,31.369139 333.035714,37.815399 333.928571,45.355066 335.714286,63.759085 339.285714,111.792601 341.071429,138.623816 342.857143,164.654028 344.642857,187.896717 346.428571,206.927418 347.321429,214.636827 347.767857,218.031168 348.214286,221.122576 348.660714,223.916760 349.107143,226.421127 349.330357,227.567302 349.553571,228.644350 349.776786,229.653478 350.000000,230.595915 350.892857,233.723346 351.339286,234.918171 351.785714,235.878412 352.232143,236.611025 352.455357,236.893701 352.678571,237.121313 353.125000,237.412649 353.348214,237.476679 353.571429,237.486247 354.017857,237.341001 354.241071,237.185307 354.464286,236.973393 354.687500,236.704438 354.799107,236.548272 354.910714,236.377472 355.133929,235.991382 355.245536,235.775778 355.357143,235.544911 355.803571,234.465144 356.026786,233.828697 356.250000,233.125586 356.473214,232.353974 356.696429,231.511938 356.919643,230.597484 357.142857,229.608565 358.035714,224.866317 358.928571,218.766525 359.821429,211.192009 360.714286,202.063028 362.500000,179.140401 364.285714,150.852054 367.857143,88.324403 369.642857,60.699062 370.535714,48.997302 371.428571,38.935384 372.321429,30.563639 372.767857,27.003685 373.214286,23.848226 373.660714,21.083832 373.883929,19.843535 374.107143,18.695148 374.553571,16.665872 374.776786,15.780898 375.000000,14.979724 375.446429,13.621369 375.669643,13.060791 375.892857,12.577267 376.116071,12.169510 376.227679,11.993696 376.339286,11.836433 376.562500,11.577167 376.674107,11.475006 376.785714,11.391077 377.232143,11.237110 377.455357,11.269223 377.678571,11.374504 377.901786,11.553614 378.013393,11.671137 378.125000,11.807487 378.348214,12.137320 378.459821,12.331166 378.571429,12.544569 379.464286,14.985337 379.910714,16.725102 380.357143,18.839880 380.803571,21.353525 381.250000,24.290491 381.696429,27.674643 382.142857,31.527958 383.035714,40.712360 383.928571,51.929907 385.714286,80.206499 389.285714,150.180869 391.071429,182.772544 391.964286,196.578756 392.857143,208.328306 393.750000,217.926806 394.196429,221.929132 394.642857,225.419328 395.089286,228.417727 395.312500,229.739641 395.535714,230.947354 395.982143,233.032170 396.205357,233.915097 396.428571,234.695374 397.321429,236.836714 397.767857,237.344278 398.214286,237.487024 399.107143,236.671896 400.000000,234.313147" style="stroke: rgb(24.720000%, 24.000000%, 60.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<circle cx="0.000000" cy="234.313147" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="0.892857" cy="236.671896" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="1.785714" cy="237.487024" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="2.678571" cy="236.836714" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="3.125000" cy="235.957838" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="3.571429" cy="234.695374" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="4.464286" cy="230.947354" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="4.910714" cy="228.417727" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="5.357143" cy="225.419328" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="5.803571" cy="221.929132" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="6.250000" cy="217.926806" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="7.142857" cy="208.328306" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="8.928571" cy="182.772544" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="10.714286" cy="150.180869" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="12.500000" cy="114.343566" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="14.285714" cy="80.206499" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="16.071429" cy="51.929907" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="16.964286" cy="40.712360" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="17.857143" cy="31.527958" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="18.303571" cy="27.674643" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="18.750000" cy="24.290491" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="19.196429" cy="21.353525" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="19.419643" cy="20.045317" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="19.642857" cy="18.839880" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="20.089286" cy="16.725102" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="20.312500" cy="15.809780" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="20.535714" cy="14.985337" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="20.758929" cy="14.249056" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="20.870536" cy="13.913170" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="20.982143" cy="13.598381" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="21.205357" cy="13.030941" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="21.316964" cy="12.777749" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="21.428571" cy="12.544569" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="22.321429" cy="11.374504" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="22.767857" cy="11.237110" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="23.214286" cy="11.391077" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="23.660714" cy="11.836433" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="23.883929" cy="12.169510" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="24.107143" cy="12.577267" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="24.553571" cy="13.621369" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="24.776786" cy="14.260470" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="25.000000" cy="14.979724" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="25.446429" cy="16.665872" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="25.669643" cy="17.636613" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="25.892857" cy="18.695148" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="26.116071" cy="19.843535" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="26.339286" cy="21.083832" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="26.785714" cy="23.848226" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="27.678571" cy="30.563639" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="28.125000" cy="34.538627" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="28.571429" cy="38.935384" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="30.357143" cy="60.699062" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="32.142857" cy="88.324403" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="33.928571" cy="119.483269" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="35.714286" cy="150.852054" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="37.500000" cy="179.140401" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="39.285714" cy="202.063028" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="40.178571" cy="211.192009" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="40.625000" cy="215.169737" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="41.071429" cy="218.766525" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="41.964286" cy="224.866317" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="42.410714" cy="227.398969" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="42.633929" cy="228.543096" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="42.857143" cy="229.608565" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="43.750000" cy="233.125586" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="44.196429" cy="234.465144" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="44.642857" cy="235.544911" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="45.089286" cy="236.377472" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="45.312500" cy="236.704438" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="45.535714" cy="236.973393" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="45.982143" cy="237.341001" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="46.205357" cy="237.441142" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="46.428571" cy="237.486247" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="46.875000" cy="237.412649" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="47.098214" cy="237.294222" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="47.321429" cy="237.121313" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="47.544643" cy="236.893701" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="47.656250" cy="236.759273" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="47.767857" cy="236.611025" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="47.991071" cy="236.272798" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="48.102679" cy="236.082668" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="48.214286" cy="235.878412" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="48.660714" cy="234.918171" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="48.883929" cy="234.350571" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="49.107143" cy="233.723346" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="49.330357" cy="233.035421" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="49.441964" cy="232.668345" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="49.553571" cy="232.285665" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="49.776786" cy="231.472901" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="49.888393" cy="231.042512" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="50.000000" cy="230.595915" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="50.892857" cy="226.421127" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="51.785714" cy="221.122576" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="52.678571" cy="214.636827" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="53.571429" cy="206.927418" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="55.357143" cy="187.896717" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="57.142857" cy="164.654028" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="60.714286" cy="111.792601" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="62.500000" cy="86.258798" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="64.285714" cy="63.759085" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="66.071429" cy="45.355066" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="66.964286" cy="37.815399" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="67.857143" cy="31.369139" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="68.750000" cy="25.966994" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="69.196429" cy="23.636479" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="69.419643" cy="22.559687" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="69.642857" cy="21.540201" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="70.089286" cy="19.668046" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="70.312500" cy="18.812821" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="70.535714" cy="18.009805" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="70.758929" cy="17.257743" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="70.870536" cy="16.900435" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="70.982143" cy="16.555407" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="71.205357" cy="15.901595" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="71.316964" cy="15.592519" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="71.428571" cy="15.295140" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="72.321429" cy="13.321016" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="72.767857" cy="12.591063" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="73.214286" cy="12.023288" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="73.660714" cy="11.612030" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="73.883929" cy="11.463619" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="74.107143" cy="11.352701" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="74.553571" cy="11.241816" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="74.776786" cy="11.241253" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="75.000000" cy="11.276992" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="75.446429" cy="11.456927" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="75.669643" cy="11.601059" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="75.892857" cy="11.781360" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="76.116071" cy="11.997951" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="76.227679" cy="12.119907" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="76.339286" cy="12.251006" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="76.562500" cy="12.540754" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="76.674107" cy="12.699472" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="76.785714" cy="12.867473" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="77.232143" cy="13.633168" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="77.455357" cy="14.072919" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="77.678571" cy="14.551183" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="77.901786" cy="15.068435" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="78.013393" cy="15.341836" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="78.125000" cy="15.625174" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="78.348214" cy="16.221922" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="78.459821" cy="16.535468" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="78.571429" cy="16.859220" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="79.464286" cy="19.825072" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="79.910714" cy="21.565860" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="80.357143" cy="23.484360" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="80.803571" cy="25.584561" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="81.250000" cy="27.869975" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="82.142857" cy="33.007284" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="83.035714" cy="38.909727" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="83.928571" cy="45.575082" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="85.714286" cy="61.091684" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="89.285714" cy="99.036655" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="92.857143" cy="140.491741" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="96.428571" cy="177.852321" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="98.214286" cy="193.270793" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="99.107143" cy="200.018418" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="100.000000" cy="206.112799" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="100.892857" cy="211.561759" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="101.785714" cy="216.383967" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="102.232143" cy="218.568234" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="102.678571" cy="220.606480" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="103.125000" cy="222.502994" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="103.348214" cy="223.399505" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="103.571429" cy="224.262288" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="104.017857" cy="225.889030" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="104.464286" cy="227.387975" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="104.910714" cy="228.763909" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="105.133929" cy="229.407237" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="105.357143" cy="230.021592" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="105.803571" cy="231.165708" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="106.026786" cy="231.696609" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="106.250000" cy="232.200817" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="106.473214" cy="232.678876" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="106.584821" cy="232.908267" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="106.696429" cy="233.131320" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="106.919643" cy="233.558665" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="107.031250" cy="233.763085" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="107.142857" cy="233.961419" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="108.035714" cy="235.336062" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="108.482143" cy="235.887788" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="108.928571" cy="236.353438" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="109.375000" cy="236.735886" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="109.598214" cy="236.896724" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="109.821429" cy="237.037703" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="110.267857" cy="237.261157" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="110.491071" cy="237.344123" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="110.714286" cy="237.408212" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="111.160714" cy="237.480535" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="111.383929" cy="237.489113" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="111.607143" cy="237.479502" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="111.830357" cy="237.451830" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="111.941964" cy="237.431257" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="112.053571" cy="237.406209" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="112.276786" cy="237.342736" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="112.388393" cy="237.304330" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="112.500000" cy="237.261490" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="112.946429" cy="237.045925" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="113.169643" cy="236.911693" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="113.392857" cy="236.759865" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="113.616071" cy="236.590449" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="113.727679" cy="236.499147" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="113.839286" cy="236.403446" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="114.062500" cy="236.198842" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="114.174107" cy="236.089933" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="114.285714" cy="235.976614" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="115.178571" cy="234.910667" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="115.625000" cy="234.270687" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="116.071429" cy="233.558613" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="116.517857" cy="232.773778" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="116.741071" cy="232.353852" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="116.964286" cy="231.915466" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="117.410714" cy="230.982935" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="117.633929" cy="230.488605" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="117.857143" cy="229.975442" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="118.303571" cy="228.892266" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="118.750000" cy="227.732730" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="119.196429" cy="226.496221" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="119.642857" cy="225.182216" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="120.535714" cy="222.320159" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="120.982143" cy="220.771656" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="121.428571" cy="219.144784" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="123.214286" cy="211.859680" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="124.107143" cy="207.760175" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="125.000000" cy="203.368238" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="126.785714" cy="193.763612" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="128.571429" cy="183.190461" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="135.714286" cy="135.397720" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="139.285714" cy="111.455666" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="142.857143" cy="89.594420" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="146.428571" cy="70.731551" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="148.214286" cy="62.550573" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="149.107143" cy="58.775812" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="150.000000" cy="55.208541" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="151.785714" cy="48.680262" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="152.678571" cy="45.708768" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="153.571429" cy="42.924126" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="154.464286" cy="40.319439" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="154.910714" cy="39.082312" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="155.357143" cy="37.887412" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="156.250000" cy="35.620471" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="156.696429" cy="34.546492" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="156.919643" cy="34.023949" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="157.142857" cy="33.510875" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="158.035714" cy="31.550811" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="158.482143" cy="30.624414" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="158.928571" cy="29.732480" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="159.375000" cy="28.874047" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="159.821429" cy="28.048164" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="160.267857" cy="27.253886" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="160.714286" cy="26.490285" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="161.160714" cy="25.756442" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="161.607143" cy="25.051455" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="162.053571" cy="24.374435" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="162.276786" cy="24.046139" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="162.500000" cy="23.724510" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="162.946429" cy="23.100825" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="163.392857" cy="22.502543" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="163.839286" cy="21.928841" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="164.062500" cy="21.650957" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="164.285714" cy="21.378918" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="165.178571" cy="20.347293" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="165.625000" cy="19.864078" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="166.071429" cy="19.401618" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="166.517857" cy="18.959204" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="166.741071" cy="18.745298" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="166.964286" cy="18.536146" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="167.410714" cy="18.131771" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="167.633929" cy="17.936386" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="167.857143" cy="17.745427" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="168.303571" cy="17.376477" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="168.526786" cy="17.198331" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="168.750000" cy="17.024304" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="168.973214" cy="16.854320" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="169.196429" cy="16.688308" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="169.419643" cy="16.526193" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="169.642857" cy="16.367906" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="170.089286" cy="16.062534" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="170.312500" cy="15.915311" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="170.535714" cy="15.771641" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="170.758929" cy="15.631457" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="170.870536" cy="15.562652" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="170.982143" cy="15.494695" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="171.205357" cy="15.361290" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="171.316964" cy="15.295826" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="171.428571" cy="15.231179" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="172.321429" cy="14.742445" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="172.767857" cy="14.516269" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="173.214286" cy="14.301606" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="173.660714" cy="14.098011" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="173.883929" cy="14.000229" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="174.107143" cy="13.905055" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="174.553571" cy="13.722319" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="174.776786" cy="13.634657" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="175.000000" cy="13.549399" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="175.446429" cy="13.385904" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="175.669643" cy="13.307570" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="175.892857" cy="13.231451" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="176.116071" cy="13.157500" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="176.227679" cy="13.121324" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="176.339286" cy="13.085673" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="176.562500" cy="13.015924" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="176.674107" cy="12.981815" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="176.785714" cy="12.948210" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="177.232143" cy="12.818717" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="177.455357" cy="12.756853" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="177.678571" cy="12.696855" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="177.901786" cy="12.638684" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="178.125000" cy="12.582299" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="178.348214" cy="12.527662" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="178.571429" cy="12.474732" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="179.464286" cy="12.279344" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="179.910714" cy="12.190936" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="180.357143" cy="12.108342" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="180.803571" cy="12.031290" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="181.026786" cy="11.994759" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="181.250000" cy="11.959516" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="181.696429" cy="11.892764" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="181.919643" cy="11.861193" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="182.142857" cy="11.830786" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="182.589286" cy="11.773342" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="183.035714" cy="11.720199" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="183.482143" cy="11.671131" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="183.705357" cy="11.648056" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="183.928571" cy="11.625919" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="184.375000" cy="11.584351" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="184.821429" cy="11.546223" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="185.267857" cy="11.511336" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="185.491071" cy="11.495048" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="185.714286" cy="11.479498" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="186.607143" cy="11.424233" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="187.500000" cy="11.379021" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="188.392857" cy="11.342551" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="189.285714" cy="11.313609" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="190.178571" cy="11.291075" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="191.071429" cy="11.273923" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="192.857143" cy="11.252110" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="196.428571" cy="11.237927" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="200.000000" cy="11.236982" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="203.571429" cy="11.237927" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="205.357143" cy="11.241768" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="207.142857" cy="11.252110" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="208.928571" cy="11.273923" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="209.821429" cy="11.291075" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="210.714286" cy="11.313609" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="211.607143" cy="11.342551" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="212.053571" cy="11.359771" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="212.500000" cy="11.379021" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="213.392857" cy="11.424233" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="213.839286" cy="11.450523" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="214.062500" cy="11.464664" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="214.285714" cy="11.479498" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="215.178571" cy="11.546223" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="215.625000" cy="11.584351" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="216.071429" cy="11.625919" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="216.517857" cy="11.671131" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="216.741071" cy="11.695169" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="216.964286" cy="11.720199" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="217.410714" cy="11.773342" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="217.633929" cy="11.801512" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="217.857143" cy="11.830786" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="218.303571" cy="11.892764" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="218.526786" cy="11.925527" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="218.750000" cy="11.959516" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="218.973214" cy="11.994759" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="219.196429" cy="12.031290" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="219.419643" cy="12.069140" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="219.642857" cy="12.108342" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="220.089286" cy="12.190936" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="220.312500" cy="12.234396" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="220.535714" cy="12.279344" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="220.758929" cy="12.325816" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="220.982143" cy="12.373847" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="221.205357" cy="12.423473" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="221.428571" cy="12.474732" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="222.321429" cy="12.696855" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="222.767857" cy="12.818717" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="223.214286" cy="12.948210" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="223.660714" cy="13.085673" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="223.883929" cy="13.157500" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="224.107143" cy="13.231451" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="224.553571" cy="13.385904" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="224.776786" cy="13.466498" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="225.000000" cy="13.549399" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="225.446429" cy="13.722319" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="225.669643" cy="13.812435" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="225.892857" cy="13.905055" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="226.116071" cy="14.000229" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="226.227679" cy="14.048791" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="226.339286" cy="14.098011" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="226.562500" cy="14.198452" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="226.674107" cy="14.249687" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="226.785714" cy="14.301606" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="227.232143" cy="14.516269" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="227.455357" cy="14.627890" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="227.678571" cy="14.742445" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="227.901786" cy="14.859993" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="228.013393" cy="14.919907" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="228.125000" cy="14.980591" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="228.348214" cy="15.104300" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="228.459821" cy="15.167339" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="228.571429" cy="15.231179" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="229.464286" cy="15.771641" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="229.910714" cy="16.062534" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="230.357143" cy="16.367906" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="230.803571" cy="16.688308" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="231.026786" cy="16.854320" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="231.250000" cy="17.024304" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="231.696429" cy="17.376477" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="231.919643" cy="17.558816" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="232.142857" cy="17.745427" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="232.589286" cy="18.131771" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="232.812500" cy="18.331665" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="233.035714" cy="18.536146" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="233.258929" cy="18.745298" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="233.482143" cy="18.959204" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="233.705357" cy="19.177949" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="233.928571" cy="19.401618" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="234.375000" cy="19.864078" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="234.598214" cy="20.103046" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="234.821429" cy="20.347293" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="235.044643" cy="20.596910" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="235.267857" cy="20.851991" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="235.491071" cy="21.112628" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="235.714286" cy="21.378918" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="236.607143" cy="22.502543" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="237.053571" cy="23.100825" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="237.500000" cy="23.724510" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="237.946429" cy="24.374435" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="238.169643" cy="24.709504" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="238.392857" cy="25.051455" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="238.839286" cy="25.756442" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="239.062500" cy="26.119700" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="239.285714" cy="26.490285" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="239.732143" cy="27.253886" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="240.178571" cy="28.048164" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="240.625000" cy="28.874047" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="241.071429" cy="29.732480" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="241.964286" cy="31.550811" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="242.410714" cy="32.512640" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="242.633929" cy="33.007145" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="242.857143" cy="33.510875" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="243.750000" cy="35.620471" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="244.642857" cy="37.887412" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="245.535714" cy="40.319439" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="246.428571" cy="42.924126" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="247.321429" cy="45.708768" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="248.214286" cy="48.680262" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="249.107143" cy="51.844963" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="250.000000" cy="55.208541" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="251.785714" cy="62.550573" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="253.571429" cy="70.731551" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="255.357143" cy="79.754486" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="257.142857" cy="89.594420" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="260.714286" cy="111.455666" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="264.285714" cy="135.397720" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="267.857143" cy="159.928325" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="271.428571" cy="183.190461" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="273.214286" cy="193.763612" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="275.000000" cy="203.368238" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="275.892857" cy="207.760175" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="276.785714" cy="211.859680" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="277.678571" cy="215.656776" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="278.125000" cy="217.439708" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="278.571429" cy="219.144784" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="279.464286" cy="222.320159" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="279.910714" cy="223.790294" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="280.357143" cy="225.182216" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="280.803571" cy="226.496221" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="281.026786" cy="227.124132" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="281.250000" cy="227.732730" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="281.696429" cy="228.892266" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="281.919643" cy="229.443358" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="282.142857" cy="229.975442" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="282.589286" cy="230.982935" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="282.812500" cy="231.458524" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="283.035714" cy="231.915466" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="283.258929" cy="232.353852" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="283.370536" cy="232.566117" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="283.482143" cy="232.773778" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="283.705357" cy="233.175334" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="283.816964" cy="233.369253" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="283.928571" cy="233.558613" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="284.375000" cy="234.270687" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="284.598214" cy="234.599650" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="284.821429" cy="234.910667" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="285.044643" cy="235.203810" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="285.156250" cy="235.343699" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="285.267857" cy="235.479144" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="285.491071" cy="235.736729" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="285.602679" cy="235.858881" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="285.714286" cy="235.976614" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="286.607143" cy="236.759865" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="287.053571" cy="237.045925" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="287.500000" cy="237.261490" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="287.946429" cy="237.406209" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="288.169643" cy="237.451830" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="288.392857" cy="237.479502" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="288.839286" cy="237.480535" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="289.062500" cy="237.453623" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="289.285714" cy="237.408212" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="289.732143" cy="237.261157" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="289.955357" cy="237.159096" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="290.178571" cy="237.037703" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="290.401786" cy="236.896724" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="290.513393" cy="236.818805" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="290.625000" cy="236.735886" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="290.848214" cy="236.554894" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="290.959821" cy="236.456744" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="291.071429" cy="236.353438" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="291.517857" cy="235.887788" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="291.741071" cy="235.622876" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="291.964286" cy="235.336062" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="292.187500" cy="235.026942" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="292.299107" cy="234.863885" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="292.410714" cy="234.695091" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="292.633929" cy="234.340069" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="292.745536" cy="234.153727" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="292.857143" cy="233.961419" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="293.750000" cy="232.200817" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="294.196429" cy="231.165708" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="294.642857" cy="230.021592" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="295.089286" cy="228.763909" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="295.312500" cy="228.091019" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="295.535714" cy="227.387975" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="295.982143" cy="225.889030" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="296.428571" cy="224.262288" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="297.321429" cy="220.606480" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="297.767857" cy="218.568234" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="298.214286" cy="216.383967" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="299.107143" cy="211.561759" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="299.553571" cy="208.917016" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="300.000000" cy="206.112799" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="301.785714" cy="193.270793" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="303.571429" cy="177.852321" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="307.142857" cy="140.491741" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="310.714286" cy="99.036655" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="312.500000" cy="79.149267" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="314.285714" cy="61.091684" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="316.071429" cy="45.575082" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="316.964286" cy="38.909727" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="317.857143" cy="33.007284" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="318.750000" cy="27.869975" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="319.196429" cy="25.584561" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="319.642857" cy="23.484360" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="320.089286" cy="21.565860" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="320.535714" cy="19.825072" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="320.758929" cy="19.019981" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="320.982143" cy="18.257686" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="321.205357" cy="17.537620" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="321.428571" cy="16.859220" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="322.321429" cy="14.551183" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="322.767857" cy="13.633168" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="323.214286" cy="12.867473" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="323.660714" cy="12.251006" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="323.883929" cy="11.997951" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="324.107143" cy="11.781360" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="324.553571" cy="11.456927" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="324.776786" cy="11.348904" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="325.000000" cy="11.276992" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="325.446429" cy="11.241816" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="325.669643" cy="11.278878" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="325.892857" cy="11.352701" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="326.116071" cy="11.463619" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="326.227679" cy="11.533110" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="326.339286" cy="11.612030" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="326.562500" cy="11.798407" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="326.674107" cy="11.905998" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="326.785714" cy="12.023288" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="327.232143" cy="12.591063" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="327.455357" cy="12.935372" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="327.678571" cy="13.321016" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="327.901786" cy="13.748860" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="328.013393" cy="13.978895" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="328.125000" cy="14.219832" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="328.348214" cy="14.734913" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="328.459821" cy="15.009317" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="328.571429" cy="15.295140" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="329.464286" cy="18.009805" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="329.910714" cy="19.668046" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="330.357143" cy="21.540201" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="330.803571" cy="23.636479" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="331.250000" cy="25.966994" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="332.142857" cy="31.369139" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="333.035714" cy="37.815399" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="333.928571" cy="45.355066" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="335.714286" cy="63.759085" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="339.285714" cy="111.792601" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="341.071429" cy="138.623816" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="342.857143" cy="164.654028" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="344.642857" cy="187.896717" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="346.428571" cy="206.927418" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="347.321429" cy="214.636827" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="347.767857" cy="218.031168" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="348.214286" cy="221.122576" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="348.660714" cy="223.916760" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="349.107143" cy="226.421127" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="349.330357" cy="227.567302" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="349.553571" cy="228.644350" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="349.776786" cy="229.653478" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="350.000000" cy="230.595915" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="350.892857" cy="233.723346" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="351.339286" cy="234.918171" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="351.785714" cy="235.878412" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="352.232143" cy="236.611025" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="352.455357" cy="236.893701" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="352.678571" cy="237.121313" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="353.125000" cy="237.412649" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="353.348214" cy="237.476679" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="353.571429" cy="237.486247" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="354.017857" cy="237.341001" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="354.241071" cy="237.185307" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="354.464286" cy="236.973393" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="354.687500" cy="236.704438" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="354.799107" cy="236.548272" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="354.910714" cy="236.377472" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="355.133929" cy="235.991382" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="355.245536" cy="235.775778" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="355.357143" cy="235.544911" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="355.803571" cy="234.465144" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="356.026786" cy="233.828697" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="356.250000" cy="233.125586" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="356.473214" cy="232.353974" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="356.696429" cy="231.511938" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="356.919643" cy="230.597484" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="357.142857" cy="229.608565" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="358.035714" cy="224.866317" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="358.928571" cy="218.766525" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="359.821429" cy="211.192009" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="360.714286" cy="202.063028" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="362.500000" cy="179.140401" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="364.285714" cy="150.852054" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="367.857143" cy="88.324403" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="369.642857" cy="60.699062" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="370.535714" cy="48.997302" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="371.428571" cy="38.935384" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="372.321429" cy="30.563639" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="372.767857" cy="27.003685" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="373.214286" cy="23.848226" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="373.660714" cy="21.083832" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="373.883929" cy="19.843535" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="374.107143" cy="18.695148" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="374.553571" cy="16.665872" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="374.776786" cy="15.780898" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="375.000000" cy="14.979724" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="375.446429" cy="13.621369" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="375.669643" cy="13.060791" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="375.892857" cy="12.577267" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="376.116071" cy="12.169510" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="376.227679" cy="11.993696" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="376.339286" cy="11.836433" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="376.562500" cy="11.577167" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="376.674107" cy="11.475006" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="376.785714" cy="11.391077" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="377.232143" cy="11.237110" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="377.455357" cy="11.269223" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="377.678571" cy="11.374504" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="377.901786" cy="11.553614" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="378.013393" cy="11.671137" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="378.125000" cy="11.807487" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="378.348214" cy="12.137320" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="378.459821" cy="12.331166" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="378.571429" cy="12.544569" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="379.464286" cy="14.985337" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="379.910714" cy="16.725102" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="380.357143" cy="18.839880" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="380.803571" cy="21.353525" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="381.250000" cy="24.290491" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="381.696429" cy="27.674643" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="382.142857" cy="31.527958" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="383.035714" cy="40.712360" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="383.928571" cy="51.929907" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="385.714286" cy="80.206499" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="389.285714" cy="150.180869" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="391.071429" cy="182.772544" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="391.964286" cy="196.578756" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="392.857143" cy="208.328306" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="393.750000" cy="217.926806" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="394.196429" cy="221.929132" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="394.642857" cy="225.419328" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="395.089286" cy="228.417727" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="395.312500" cy="229.739641" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="395.535714" cy="230.947354" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="395.982143" cy="233.032170" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="396.205357" cy="233.915097" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="396.428571" cy="234.695374" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="397.321429" cy="236.836714" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="397.767857" cy="237.344278" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="398.214286" cy="237.487024" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="399.107143" cy="236.671896" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="400.000000" cy="234.313147" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" />
<polyline points="-16.000000,124.363051 416.000000,124.363051" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="0.000000" y="127.029718" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-4</mtext></math></foreignObject>
<foreignObject x="100.000000" y="127.029718" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-2</mtext></math></foreignObject>
<foreignObject x="300.000000" y="127.029718" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>2</mn></math></foreignObject>
<foreignObject x="400.000000" y="127.029718" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>4</mn></math></foreignObject>
<polyline points="0.000000,124.363051 0.000000,117.696385" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="100.000000,124.363051 100.000000,117.696385" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="300.000000,124.363051 300.000000,117.696385" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="400.000000,124.363051 400.000000,117.696385" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="25.000000,124.363051 25.000000,120.363051" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="50.000000,124.363051 50.000000,120.363051" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="75.000000,124.363051 75.000000,120.363051" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="125.000000,124.363051 125.000000,120.363051" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="150.000000,124.363051 150.000000,120.363051" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,124.363051 175.000000,120.363051" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="225.000000,124.363051 225.000000,120.363051" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="250.000000,124.363051 250.000000,120.363051" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="275.000000,124.363051 275.000000,120.363051" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="325.000000,124.363051 325.000000,120.363051" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="350.000000,124.363051 350.000000,120.363051" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="375.000000,124.363051 375.000000,120.363051" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="200.000000,260.157867 200.000000,-12.944272" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="197.333333" y="191.582285" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-0.5</mtext></math></foreignObject>
<foreignObject x="197.333333" y="57.143817" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.5</mn></math></foreignObject>
<polyline points="200.000000,191.582285 206.666667,191.582285" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,57.143817 206.666667,57.143817" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,245.357672 204.000000,245.357672" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,231.913825 204.000000,231.913825" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,218.469978 204.000000,218.469978" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,205.026132 204.000000,205.026132" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,178.138438 204.000000,178.138438" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,164.694591 204.000000,164.694591" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,151.250745 204.000000,151.250745" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,137.806898 204.000000,137.806898" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,110.919204 204.000000,110.919204" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,97.475358 204.000000,97.475358" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,84.031511 204.000000,84.031511" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,70.587664 204.000000,70.587664" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,43.699971 204.000000,43.699971" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,30.256124 204.000000,30.256124" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,16.812277 204.000000,16.812277" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,3.368431 204.000000,3.368431" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
            </svg>
        "/></mstyle></math>
p4040
sg15
I1
sass(g1709
g3876
g4033
I1
tp4041
(dp4042
g6
VPlot[Sin[x], {x,0,4 Pi}, Mesh->Full]
p4043
sg8
(lp4044
(dp4045
g11
(lp4046
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="247px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-31.666667 -14.610939 449.333333 276.435473">
                <polyline points="0.000000,123.606798 7.142857,98.602161 10.714286,86.493400 14.285714,74.851362 17.857143,63.822451 19.642857,58.581611 21.428571,53.545363 25.000000,44.149339 26.785714,39.819125 27.678571,37.752058 28.571429,35.752538 30.357143,31.962373 31.250000,30.174710 32.142857,28.460555 33.035714,26.821256 33.482143,26.030083 33.928571,25.258103 34.821429,23.772325 35.267857,23.058820 35.491071,22.709475 35.714286,22.365092 36.607143,21.037510 37.053571,20.403917 37.500000,19.790625 37.946429,19.197752 38.169643,18.909010 38.392857,18.625416 38.839286,18.073730 39.062500,17.805664 39.285714,17.542801 39.732143,17.032736 39.955357,16.785558 40.178571,16.543632 40.401786,16.306972 40.625000,16.075588 40.848214,15.849492 41.071429,15.628695 41.517857,15.203041 41.741071,14.998204 41.964286,14.798709 42.187500,14.604564 42.299107,14.509501 42.410714,14.415780 42.633929,14.232364 42.745536,14.142673 42.857143,14.054328 43.750000,13.396136 44.196429,13.099526 44.642857,12.824653 45.089286,12.571570 45.312500,12.453215 45.535714,12.340327 45.982143,12.130970 46.205357,12.034511 46.428571,11.943539 46.875000,11.778073 47.098214,11.703587 47.321429,11.634603 47.544643,11.571125 47.656250,11.541452 47.767857,11.513157 47.991071,11.460701 48.102679,11.436541 48.214286,11.413760 48.660714,11.336431 48.883929,11.306047 49.107143,11.281185 49.330357,11.261847 49.441964,11.254249 49.553571,11.248033 49.776786,11.239744 49.888393,11.237672 50.000000,11.236982 50.892857,11.281185 51.339286,11.336431 51.785714,11.413760 52.232143,11.513157 52.455357,11.571125 52.678571,11.634603 53.125000,11.778073 53.348214,11.858059 53.571429,11.943539 54.017857,12.130970 54.241071,12.232910 54.464286,12.340327 54.687500,12.453215 54.799107,12.511710 54.910714,12.571570 55.133929,12.695384 55.245536,12.759337 55.357143,12.824653 55.803571,13.099526 56.026786,13.245118 56.250000,13.396136 56.473214,13.552574 56.584821,13.632823 56.696429,13.714424 56.919643,13.881678 57.031250,13.967329 57.142857,14.054328 58.035714,14.798709 58.482143,15.203041 58.928571,15.628695 59.375000,16.075588 59.598214,16.306972 59.821429,16.543632 60.267857,17.032736 60.491071,17.285154 60.714286,17.542801 61.160714,18.073730 61.607143,18.625416 62.053571,19.197752 62.276786,19.491628 62.500000,19.790625 62.946429,20.403917 63.392857,21.037510 63.839286,21.691278 64.062500,22.025687 64.285714,22.365092 65.178571,23.772325 66.071429,25.258103 66.964286,26.821256 67.857143,28.460555 68.750000,30.174710 69.642857,31.962373 70.535714,33.822136 71.428571,35.752538 73.214286,39.819125 75.000000,44.149339 76.785714,48.729555 78.571429,53.545363 82.142857,63.822451 85.714286,74.851362 92.857143,98.602161 100.000000,123.606798 107.142857,148.611434 110.714286,160.720195 114.285714,172.362234 117.857143,183.391144 119.642857,188.631985 121.428571,193.668232 125.000000,203.064257 126.785714,207.394471 127.678571,209.461537 128.571429,211.461058 130.357143,215.251223 131.250000,217.038885 132.142857,218.753040 133.035714,220.392339 133.482143,221.183513 133.928571,221.955493 134.821429,223.441271 135.267857,224.154776 135.491071,224.504121 135.714286,224.848504 136.607143,226.176085 137.053571,226.809678 137.500000,227.422971 137.946429,228.015844 138.169643,228.304586 138.392857,228.588179 138.839286,229.139866 139.062500,229.407931 139.285714,229.670794 139.732143,230.180860 139.955357,230.428038 140.178571,230.669963 140.401786,230.906623 140.625000,231.138007 140.848214,231.364103 141.071429,231.584901 141.517857,232.010555 141.741071,232.215391 141.964286,232.414886 142.187500,232.609031 142.299107,232.704094 142.410714,232.797816 142.633929,232.981231 142.745536,233.070922 142.857143,233.159268 143.750000,233.817459 144.196429,234.114069 144.642857,234.388943 145.089286,234.642026 145.312500,234.760380 145.535714,234.873269 145.982143,235.082626 146.205357,235.179084 146.428571,235.270056 146.875000,235.435523 147.098214,235.510009 147.321429,235.578993 147.544643,235.642470 147.656250,235.672143 147.767857,235.700438 147.991071,235.752894 148.102679,235.777054 148.214286,235.799835 148.660714,235.877165 148.883929,235.907549 149.107143,235.932411 149.330357,235.951749 149.441964,235.959346 149.553571,235.965563 149.776786,235.973851 149.888393,235.975923 150.000000,235.976614 150.892857,235.932411 151.339286,235.877165 151.785714,235.799835 152.232143,235.700438 152.455357,235.642470 152.678571,235.578993 153.125000,235.435523 153.348214,235.355537 153.571429,235.270056 154.017857,235.082626 154.241071,234.980686 154.464286,234.873269 154.687500,234.760380 154.799107,234.701886 154.910714,234.642026 155.133929,234.518211 155.245536,234.454258 155.357143,234.388943 155.803571,234.114069 156.026786,233.968478 156.250000,233.817459 156.473214,233.661021 156.584821,233.580772 156.696429,233.499171 156.919643,233.331918 157.031250,233.246267 157.142857,233.159268 158.035714,232.414886 158.482143,232.010555 158.928571,231.584901 159.375000,231.138007 159.598214,230.906623 159.821429,230.669963 160.267857,230.180860 160.491071,229.928441 160.714286,229.670794 161.160714,229.139866 161.607143,228.588179 162.053571,228.015844 162.276786,227.721967 162.500000,227.422971 162.946429,226.809678 163.392857,226.176085 163.839286,225.522318 164.062500,225.187908 164.285714,224.848504 165.178571,223.441271 166.071429,221.955493 166.964286,220.392339 167.857143,218.753040 168.750000,217.038885 169.642857,215.251223 170.535714,213.391459 171.428571,211.461058 173.214286,207.394471 175.000000,203.064257 176.785714,198.484040 178.571429,193.668232 182.142857,183.391144 185.714286,172.362234 192.857143,148.611434 200.000000,123.606798 207.142857,98.602161 210.714286,86.493400 214.285714,74.851362 217.857143,63.822451 219.642857,58.581611 221.428571,53.545363 225.000000,44.149339 226.785714,39.819125 227.678571,37.752058 228.571429,35.752538 230.357143,31.962373 231.250000,30.174710 232.142857,28.460555 233.035714,26.821256 233.482143,26.030083 233.928571,25.258103 234.821429,23.772325 235.267857,23.058820 235.491071,22.709475 235.714286,22.365092 236.607143,21.037510 237.053571,20.403917 237.500000,19.790625 237.946429,19.197752 238.169643,18.909010 238.392857,18.625416 238.839286,18.073730 239.062500,17.805664 239.285714,17.542801 239.732143,17.032736 239.955357,16.785558 240.178571,16.543632 240.401786,16.306972 240.625000,16.075588 240.848214,15.849492 241.071429,15.628695 241.517857,15.203041 241.741071,14.998204 241.964286,14.798709 242.187500,14.604564 242.299107,14.509501 242.410714,14.415780 242.633929,14.232364 242.745536,14.142673 242.857143,14.054328 243.750000,13.396136 244.196429,13.099526 244.642857,12.824653 245.089286,12.571570 245.312500,12.453215 245.535714,12.340327 245.982143,12.130970 246.205357,12.034511 246.428571,11.943539 246.875000,11.778073 247.098214,11.703587 247.321429,11.634603 247.544643,11.571125 247.656250,11.541452 247.767857,11.513157 247.991071,11.460701 248.102679,11.436541 248.214286,11.413760 248.660714,11.336431 248.883929,11.306047 249.107143,11.281185 249.330357,11.261847 249.441964,11.254249 249.553571,11.248033 249.776786,11.239744 249.888393,11.237672 250.000000,11.236982 250.892857,11.281185 251.339286,11.336431 251.785714,11.413760 252.232143,11.513157 252.455357,11.571125 252.678571,11.634603 253.125000,11.778073 253.348214,11.858059 253.571429,11.943539 254.017857,12.130970 254.241071,12.232910 254.464286,12.340327 254.687500,12.453215 254.799107,12.511710 254.910714,12.571570 255.133929,12.695384 255.245536,12.759337 255.357143,12.824653 255.803571,13.099526 256.026786,13.245118 256.250000,13.396136 256.473214,13.552574 256.584821,13.632823 256.696429,13.714424 256.919643,13.881678 257.031250,13.967329 257.142857,14.054328 258.035714,14.798709 258.482143,15.203041 258.928571,15.628695 259.375000,16.075588 259.598214,16.306972 259.821429,16.543632 260.267857,17.032736 260.491071,17.285154 260.714286,17.542801 261.160714,18.073730 261.607143,18.625416 262.053571,19.197752 262.276786,19.491628 262.500000,19.790625 262.946429,20.403917 263.392857,21.037510 263.839286,21.691278 264.062500,22.025687 264.285714,22.365092 265.178571,23.772325 266.071429,25.258103 266.964286,26.821256 267.857143,28.460555 268.750000,30.174710 269.642857,31.962373 270.535714,33.822136 271.428571,35.752538 273.214286,39.819125 275.000000,44.149339 276.785714,48.729555 278.571429,53.545363 282.142857,63.822451 285.714286,74.851362 292.857143,98.602161 300.000000,123.606798 307.142857,148.611434 310.714286,160.720195 314.285714,172.362234 317.857143,183.391144 319.642857,188.631985 321.428571,193.668232 325.000000,203.064257 326.785714,207.394471 327.678571,209.461537 328.571429,211.461058 330.357143,215.251223 331.250000,217.038885 332.142857,218.753040 333.035714,220.392339 333.482143,221.183513 333.928571,221.955493 334.821429,223.441271 335.267857,224.154776 335.491071,224.504121 335.714286,224.848504 336.607143,226.176085 337.053571,226.809678 337.500000,227.422971 337.946429,228.015844 338.169643,228.304586 338.392857,228.588179 338.839286,229.139866 339.062500,229.407931 339.285714,229.670794 339.732143,230.180860 339.955357,230.428038 340.178571,230.669963 340.401786,230.906623 340.625000,231.138007 340.848214,231.364103 341.071429,231.584901 341.517857,232.010555 341.741071,232.215391 341.964286,232.414886 342.187500,232.609031 342.299107,232.704094 342.410714,232.797816 342.633929,232.981231 342.745536,233.070922 342.857143,233.159268 343.750000,233.817459 344.196429,234.114069 344.642857,234.388943 345.089286,234.642026 345.312500,234.760380 345.535714,234.873269 345.982143,235.082626 346.205357,235.179084 346.428571,235.270056 346.875000,235.435523 347.098214,235.510009 347.321429,235.578993 347.544643,235.642470 347.656250,235.672143 347.767857,235.700438 347.991071,235.752894 348.102679,235.777054 348.214286,235.799835 348.660714,235.877165 348.883929,235.907549 349.107143,235.932411 349.330357,235.951749 349.441964,235.959346 349.553571,235.965563 349.776786,235.973851 349.888393,235.975923 350.000000,235.976614 350.892857,235.932411 351.339286,235.877165 351.785714,235.799835 352.232143,235.700438 352.455357,235.642470 352.678571,235.578993 353.125000,235.435523 353.348214,235.355537 353.571429,235.270056 354.017857,235.082626 354.241071,234.980686 354.464286,234.873269 354.687500,234.760380 354.799107,234.701886 354.910714,234.642026 355.133929,234.518211 355.245536,234.454258 355.357143,234.388943 355.803571,234.114069 356.026786,233.968478 356.250000,233.817459 356.473214,233.661021 356.584821,233.580772 356.696429,233.499171 356.919643,233.331918 357.031250,233.246267 357.142857,233.159268 358.035714,232.414886 358.482143,232.010555 358.928571,231.584901 359.375000,231.138007 359.598214,230.906623 359.821429,230.669963 360.267857,230.180860 360.491071,229.928441 360.714286,229.670794 361.160714,229.139866 361.607143,228.588179 362.053571,228.015844 362.276786,227.721967 362.500000,227.422971 362.946429,226.809678 363.392857,226.176085 363.839286,225.522318 364.062500,225.187908 364.285714,224.848504 365.178571,223.441271 366.071429,221.955493 366.964286,220.392339 367.857143,218.753040 368.750000,217.038885 369.642857,215.251223 370.535714,213.391459 371.428571,211.461058 373.214286,207.394471 375.000000,203.064257 376.785714,198.484040 378.571429,193.668232 382.142857,183.391144 385.714286,172.362234 392.857143,148.611434 400.000000,123.606798" style="stroke: rgb(24.720000%, 24.000000%, 60.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<circle cx="0.000000" cy="123.606798" r="2.236667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="7.142857" cy="98.602161" r="2.236667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="14.285714" cy="74.851362" r="2.236667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="21.428571" cy="53.545363" r="2.236667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="28.571429" cy="35.752538" r="2.236667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="35.714286" cy="22.365092" r="2.236667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="42.857143" cy="14.054328" r="2.236667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="50.000000" cy="11.236982" r="2.236667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="57.142857" cy="14.054328" r="2.236667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="64.285714" cy="22.365092" r="2.236667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="71.428571" cy="35.752538" r="2.236667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="78.571429" cy="53.545363" r="2.236667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="85.714286" cy="74.851362" r="2.236667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="92.857143" cy="98.602161" r="2.236667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="100.000000" cy="123.606798" r="2.236667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="107.142857" cy="148.611434" r="2.236667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="114.285714" cy="172.362234" r="2.236667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="121.428571" cy="193.668232" r="2.236667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="128.571429" cy="211.461058" r="2.236667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="135.714286" cy="224.848504" r="2.236667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="142.857143" cy="233.159268" r="2.236667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="150.000000" cy="235.976614" r="2.236667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="157.142857" cy="233.159268" r="2.236667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="164.285714" cy="224.848504" r="2.236667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="171.428571" cy="211.461058" r="2.236667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="178.571429" cy="193.668232" r="2.236667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="185.714286" cy="172.362234" r="2.236667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="192.857143" cy="148.611434" r="2.236667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="200.000000" cy="123.606798" r="2.236667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="207.142857" cy="98.602161" r="2.236667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="214.285714" cy="74.851362" r="2.236667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="221.428571" cy="53.545363" r="2.236667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="228.571429" cy="35.752538" r="2.236667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="235.714286" cy="22.365092" r="2.236667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="242.857143" cy="14.054328" r="2.236667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="250.000000" cy="11.236982" r="2.236667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="257.142857" cy="14.054328" r="2.236667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="264.285714" cy="22.365092" r="2.236667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="271.428571" cy="35.752538" r="2.236667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="278.571429" cy="53.545363" r="2.236667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="285.714286" cy="74.851362" r="2.236667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="292.857143" cy="98.602161" r="2.236667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="300.000000" cy="123.606798" r="2.236667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="307.142857" cy="148.611434" r="2.236667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="314.285714" cy="172.362234" r="2.236667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="321.428571" cy="193.668232" r="2.236667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="328.571429" cy="211.461058" r="2.236667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="335.714286" cy="224.848504" r="2.236667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="342.857143" cy="233.159268" r="2.236667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="350.000000" cy="235.976614" r="2.236667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="357.142857" cy="233.159268" r="2.236667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="364.285714" cy="224.848504" r="2.236667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="371.428571" cy="211.461058" r="2.236667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="378.571429" cy="193.668232" r="2.236667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="385.714286" cy="172.362234" r="2.236667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="392.857143" cy="148.611434" r="2.236667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="400.000000" cy="123.606798" r="2.236667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" />
<polyline points="-16.000000,123.606798 416.000000,123.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="63.661977" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>2</mn></math></foreignObject>
<foreignObject x="127.323954" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>4</mn></math></foreignObject>
<foreignObject x="190.985932" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>6</mn></math></foreignObject>
<foreignObject x="254.647909" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>8</mn></math></foreignObject>
<foreignObject x="318.309886" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>10</mn></math></foreignObject>
<foreignObject x="381.971863" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>12</mn></math></foreignObject>
<polyline points="63.661977,123.606798 63.661977,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="127.323954,123.606798 127.323954,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="190.985932,123.606798 190.985932,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="254.647909,123.606798 254.647909,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="318.309886,123.606798 318.309886,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="381.971863,123.606798 381.971863,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="15.915494,123.606798 15.915494,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="31.830989,123.606798 31.830989,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="47.746483,123.606798 47.746483,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="79.577472,123.606798 79.577472,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="95.492966,123.606798 95.492966,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="111.408460,123.606798 111.408460,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="143.239449,123.606798 143.239449,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="159.154943,123.606798 159.154943,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.070437,123.606798 175.070437,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="206.901426,123.606798 206.901426,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="222.816920,123.606798 222.816920,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="238.732415,123.606798 238.732415,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="270.563403,123.606798 270.563403,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="286.478898,123.606798 286.478898,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="302.394392,123.606798 302.394392,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="334.225380,123.606798 334.225380,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="350.140875,123.606798 350.140875,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="366.056369,123.606798 366.056369,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="397.887358,123.606798 397.887358,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="0.000000,260.157867 0.000000,-12.944272" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="-2.666667" y="235.976614" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-1.0</mtext></math></foreignObject>
<foreignObject x="-2.666667" y="179.791706" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-0.5</mtext></math></foreignObject>
<foreignObject x="-2.666667" y="67.421890" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.5</mn></math></foreignObject>
<foreignObject x="-2.666667" y="11.236982" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1.0</mn></math></foreignObject>
<polyline points="0.000000,235.976614 6.666667,235.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,179.791706 6.666667,179.791706" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,67.421890 6.666667,67.421890" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,11.236982 6.666667,11.236982" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,247.213595 4.000000,247.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,224.739632 4.000000,224.739632" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,213.502651 4.000000,213.502651" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,202.265669 4.000000,202.265669" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,191.028687 4.000000,191.028687" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,168.554724 4.000000,168.554724" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,157.317743 4.000000,157.317743" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,146.080761 4.000000,146.080761" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,134.843779 4.000000,134.843779" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,112.369816 4.000000,112.369816" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,101.132835 4.000000,101.132835" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,89.895853 4.000000,89.895853" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,78.658871 4.000000,78.658871" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,56.184908 4.000000,56.184908" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,44.947926 4.000000,44.947926" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,33.710945 4.000000,33.710945" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,22.473963 4.000000,22.473963" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,0.000000 4.000000,0.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
            </svg>
        "/></mstyle></math>
p4047
sg15
I2
sass(g1709
g3876
g4033
I2
tp4048
(dp4049
g6
VDensityPlot[Sin[x y], {x, -2, 2}, {y, -2, 2}, Mesh->Full]
p4050
sg8
(lp4051
(dp4052
g11
(lp4053
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="350px" height="350px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-1.666667 -1.666667 353.333333 353.333333">
                <meshgradient data="[[[[0.0, 350.0], [0.3888713130127015, 0.22337517435417076, 0.663586011416426]], [[0.0, 300.0], [0.747782883334771, 0.8231411595456765, 0.9136925277665771]], [[50.0, 350.0], [0.747782883334771, 0.8231411595456765, 0.9136925277665771]]], [[[0.0, 300.0], [0.747782883334771, 0.8231411595456765, 0.9136925277665771]], [[50.0, 350.0], [0.747782883334771, 0.8231411595456765, 0.9136925277665771]], [[50.0, 300.0], [0.9146130251579947, 0.8976799556857207, 0.84594318892527]]], [[[0.0, 300.0], [0.747782883334771, 0.8231411595456765, 0.9136925277665771]], [[0.0, 250.0], [0.941176, 0.906538, 0.834043]], [[50.0, 300.0], [0.9146130251579947, 0.8976799556857207, 0.84594318892527]]], [[[0.0, 250.0], [0.941176, 0.906538, 0.834043]], [[50.0, 300.0], [0.9146130251579947, 0.8976799556857207, 0.84594318892527]], [[50.0, 250.0], [0.9278922518582369, 0.9021082239527257, 0.8399941072635098]]], [[[0.0, 250.0], [0.941176, 0.906538, 0.834043]], [[0.0, 200.0], [0.819707387300435, 0.8660314543104982, 0.8884608296374181]], [[50.0, 250.0], [0.9278922518582369, 0.9021082239527257, 0.8399941072635098]]], [[[0.0, 200.0], [0.819707387300435, 0.8660314543104982, 0.8884608296374181]], [[50.0, 250.0], [0.9278922518582369, 0.9021082239527257, 0.8399941072635098]], [[50.0, 200.0], [0.7807655502623574, 0.8530453893002927, 0.9059067377334261]]], [[[0.0, 200.0], [0.819707387300435, 0.8660314543104982, 0.8884608296374181]], [[0.0, 150.0], [0.4773792597777922, 0.3772663722086597, 0.7879946575661015]], [[50.0, 200.0], [0.7807655502623574, 0.8530453893002927, 0.9059067377334261]]], [[[0.0, 150.0], [0.4773792597777922, 0.3772663722086597, 0.7879946575661015]], [[50.0, 200.0], [0.7807655502623574, 0.8530453893002927, 0.9059067377334261]], [[50.0, 150.0], [0.5363563660775003, 0.47981148670038326, 0.8708941283678143]]], [[[0.0, 150.0], [0.4773792597777922, 0.3772663722086597, 0.7879946575661015]], [[50.0, 150.0], [0.5363563660775003, 0.47981148670038326, 0.8708941283678143]], [[50.0, 100.0], [0.31353413221469917, 0.09238434901330336, 0.5576904731017858]]], [[[0.0, 150.0], [0.4773792597777922, 0.3772663722086597, 0.7879946575661015]], [[0.0, 100.0], [0.293416, 0.0574044, 0.529412]], [[50.0, 100.0], [0.31353413221469917, 0.09238434901330336, 0.5576904731017858]]], [[[0.0, 100.0], [0.293416, 0.0574044, 0.529412]], [[50.0, 100.0], [0.31353413221469917, 0.09238434901330336, 0.5576904731017858]], [[50.0, 50.0], [0.3336454167417314, 0.12735239176399282, 0.5859593209486306]]], [[[0.0, 100.0], [0.293416, 0.0574044, 0.529412]], [[0.0, 50.0], [0.5786691166652287, 0.5514218404543232, 0.9098374722334228]], [[50.0, 50.0], [0.3336454167417314, 0.12735239176399282, 0.5859593209486306]]], [[[0.0, 50.0], [0.5786691166652287, 0.5514218404543232, 0.9098374722334228]], [[50.0, 50.0], [0.3336454167417314, 0.12735239176399282, 0.5859593209486306]], [[50.0, 0.0], [0.5786691166652287, 0.5514218404543232, 0.9098374722334228]]], [[[0.0, 50.0], [0.5786691166652287, 0.5514218404543232, 0.9098374722334228]], [[0.0, 0.0], [0.8781480646369231, 0.8855198629952248, 0.862279458561269]], [[50.0, 0.0], [0.5786691166652287, 0.5514218404543232, 0.9098374722334228]]], [[[50.0, 350.0], [0.747782883334771, 0.8231411595456765, 0.9136925277665771]], [[50.0, 300.0], [0.9146130251579947, 0.8976799556857207, 0.84594318892527]], [[100.0, 350.0], [0.941176, 0.906538, 0.834043]]], [[[50.0, 300.0], [0.9146130251579947, 0.8976799556857207, 0.84594318892527]], [[100.0, 350.0], [0.941176, 0.906538, 0.834043]], [[100.0, 300.0], [0.9278922518582369, 0.9021082239527257, 0.8399941072635098]]], [[[50.0, 300.0], [0.9146130251579947, 0.8976799556857207, 0.84594318892527]], [[50.0, 250.0], [0.9278922518582369, 0.9021082239527257, 0.8399941072635098]], [[100.0, 300.0], [0.9278922518582369, 0.9021082239527257, 0.8399941072635098]]], [[[50.0, 250.0], [0.9278922518582369, 0.9021082239527257, 0.8399941072635098]], [[100.0, 300.0], [0.9278922518582369, 0.9021082239527257, 0.8399941072635098]], [[100.0, 250.0], [0.8547568703737661, 0.877719522988905, 0.8727586926295511]]], [[[50.0, 250.0], [0.9278922518582369, 0.9021082239527257, 0.8399941072635098]], [[50.0, 200.0], [0.7807655502623574, 0.8530453893002927, 0.9059067377334261]], [[100.0, 250.0], [0.8547568703737661, 0.877719522988905, 0.8727586926295511]]], [[[50.0, 200.0], [0.7807655502623574, 0.8530453893002927, 0.9059067377334261]], [[100.0, 250.0], [0.8547568703737661, 0.877719522988905, 0.8727586926295511]], [[100.0, 200.0], [0.7362811973360592, 0.8046611129503013, 0.9134303395419096]]], [[[50.0, 200.0], [0.7807655502623574, 0.8530453893002927, 0.9059067377334261]], [[50.0, 150.0], [0.5363563660775003, 0.47981148670038326, 0.8708941283678143]], [[100.0, 200.0], [0.7362811973360592, 0.8046611129503013, 0.9134303395419096]]], [[[50.0, 150.0], [0.5363563660775003, 0.47981148670038326, 0.8708941283678143]], [[100.0, 200.0], [0.7362811973360592, 0.8046611129503013, 0.9134303395419096]], [[100.0, 150.0], [0.5901708026639408, 0.5699018870496988, 0.9100996604580904]]], [[[50.0, 150.0], [0.5363563660775003, 0.47981148670038326, 0.8708941283678143]], [[100.0, 150.0], [0.5901708026639408, 0.5699018870496988, 0.9100996604580904]], [[100.0, 100.0], [0.4242970929826194, 0.28497095093420655, 0.7133812386919061]]], [[[50.0, 150.0], [0.5363563660775003, 0.47981148670038326, 0.8708941283678143]], [[50.0, 100.0], [0.31353413221469917, 0.09238434901330336, 0.5576904731017858]], [[100.0, 100.0], [0.4242970929826194, 0.28497095093420655, 0.7133812386919061]]], [[[50.0, 100.0], [0.31353413221469917, 0.09238434901330336, 0.5576904731017858]], [[100.0, 100.0], [0.4242970929826194, 0.28497095093420655, 0.7133812386919061]], [[100.0, 50.0], [0.31353413221469917, 0.09238434901330336, 0.5576904731017858]]], [[[50.0, 100.0], [0.31353413221469917, 0.09238434901330336, 0.5576904731017858]], [[50.0, 50.0], [0.3336454167417314, 0.12735239176399282, 0.5859593209486306]], [[100.0, 50.0], [0.31353413221469917, 0.09238434901330336, 0.5576904731017858]]], [[[50.0, 50.0], [0.3336454167417314, 0.12735239176399282, 0.5859593209486306]], [[100.0, 50.0], [0.31353413221469917, 0.09238434901330336, 0.5576904731017858]], [[100.0, 0.0], [0.293416, 0.0574044, 0.529412]]], [[[50.0, 50.0], [0.3336454167417314, 0.12735239176399282, 0.5859593209486306]], [[50.0, 0.0], [0.5786691166652287, 0.5514218404543232, 0.9098374722334228]], [[100.0, 0.0], [0.293416, 0.0574044, 0.529412]]], [[[100.0, 350.0], [0.941176, 0.906538, 0.834043]], [[100.0, 300.0], [0.9278922518582369, 0.9021082239527257, 0.8399941072635098]], [[150.0, 350.0], [0.819707387300435, 0.8660314543104982, 0.8884608296374181]]], [[[100.0, 300.0], [0.9278922518582369, 0.9021082239527257, 0.8399941072635098]], [[150.0, 350.0], [0.819707387300435, 0.8660314543104982, 0.8884608296374181]], [[150.0, 300.0], [0.7807655502623574, 0.8530453893002927, 0.9059067377334261]]], [[[100.0, 300.0], [0.9278922518582369, 0.9021082239527257, 0.8399941072635098]], [[100.0, 250.0], [0.8547568703737661, 0.877719522988905, 0.8727586926295511]], [[150.0, 300.0], [0.7807655502623574, 0.8530453893002927, 0.9059067377334261]]], [[[100.0, 250.0], [0.8547568703737661, 0.877719522988905, 0.8727586926295511]], [[150.0, 300.0], [0.7807655502623574, 0.8530453893002927, 0.9059067377334261]], [[150.0, 250.0], [0.7362811973360592, 0.8046611129503013, 0.9134303395419096]]], [[[100.0, 250.0], [0.8547568703737661, 0.877719522988905, 0.8727586926295511]], [[100.0, 200.0], [0.7362811973360592, 0.8046611129503013, 0.9134303395419096]], [[150.0, 250.0], [0.7362811973360592, 0.8046611129503013, 0.9134303395419096]]], [[[100.0, 200.0], [0.7362811973360592, 0.8046611129503013, 0.9134303395419096]], [[150.0, 250.0], [0.7362811973360592, 0.8046611129503013, 0.9134303395419096]], [[150.0, 200.0], [0.6877955530221079, 0.7267580154193, 0.9123250785387866]]], [[[100.0, 200.0], [0.7362811973360592, 0.8046611129503013, 0.9134303395419096]], [[100.0, 150.0], [0.5901708026639408, 0.5699018870496988, 0.9100996604580904]], [[150.0, 200.0], [0.6877955530221079, 0.7267580154193, 0.9123250785387866]]], [[[100.0, 150.0], [0.5901708026639408, 0.5699018870496988, 0.9100996604580904]], [[150.0, 200.0], [0.6877955530221079, 0.7267580154193, 0.9123250785387866]], [[150.0, 150.0], [0.638656446977892, 0.6478049845807001, 0.9112049214612132]]], [[[100.0, 150.0], [0.5901708026639408, 0.5699018870496988, 0.9100996604580904]], [[150.0, 150.0], [0.638656446977892, 0.6478049845807001, 0.9112049214612132]], [[150.0, 100.0], [0.5901708026639408, 0.5699018870496988, 0.9100996604580904]]], [[[100.0, 150.0], [0.5901708026639408, 0.5699018870496988, 0.9100996604580904]], [[100.0, 100.0], [0.4242970929826194, 0.28497095093420655, 0.7133812386919061]], [[150.0, 100.0], [0.5901708026639408, 0.5699018870496988, 0.9100996604580904]]], [[[100.0, 100.0], [0.4242970929826194, 0.28497095093420655, 0.7133812386919061]], [[150.0, 100.0], [0.5901708026639408, 0.5699018870496988, 0.9100996604580904]], [[150.0, 50.0], [0.5363563660775003, 0.47981148670038326, 0.8708941283678143]]], [[[100.0, 100.0], [0.4242970929826194, 0.28497095093420655, 0.7133812386919061]], [[100.0, 50.0], [0.31353413221469917, 0.09238434901330336, 0.5576904731017858]], [[150.0, 50.0], [0.5363563660775003, 0.47981148670038326, 0.8708941283678143]]], [[[100.0, 50.0], [0.31353413221469917, 0.09238434901330336, 0.5576904731017858]], [[150.0, 50.0], [0.5363563660775003, 0.47981148670038326, 0.8708941283678143]], [[150.0, 0.0], [0.4773792597777922, 0.3772663722086597, 0.7879946575661015]]], [[[100.0, 50.0], [0.31353413221469917, 0.09238434901330336, 0.5576904731017858]], [[100.0, 0.0], [0.293416, 0.0574044, 0.529412]], [[150.0, 0.0], [0.4773792597777922, 0.3772663722086597, 0.7879946575661015]]], [[[150.0, 350.0], [0.819707387300435, 0.8660314543104982, 0.8884608296374181]], [[150.0, 300.0], [0.7807655502623574, 0.8530453893002927, 0.9059067377334261]], [[200.0, 350.0], [0.4773792597777922, 0.3772663722086597, 0.7879946575661015]]], [[[150.0, 300.0], [0.7807655502623574, 0.8530453893002927, 0.9059067377334261]], [[200.0, 350.0], [0.4773792597777922, 0.3772663722086597, 0.7879946575661015]], [[200.0, 300.0], [0.5363563660775003, 0.47981148670038326, 0.8708941283678143]]], [[[150.0, 300.0], [0.7807655502623574, 0.8530453893002927, 0.9059067377334261]], [[150.0, 250.0], [0.7362811973360592, 0.8046611129503013, 0.9134303395419096]], [[200.0, 300.0], [0.5363563660775003, 0.47981148670038326, 0.8708941283678143]]], [[[150.0, 250.0], [0.7362811973360592, 0.8046611129503013, 0.9134303395419096]], [[200.0, 300.0], [0.5363563660775003, 0.47981148670038326, 0.8708941283678143]], [[200.0, 250.0], [0.5901708026639408, 0.5699018870496988, 0.9100996604580904]]], [[[150.0, 250.0], [0.7362811973360592, 0.8046611129503013, 0.9134303395419096]], [[150.0, 200.0], [0.6877955530221079, 0.7267580154193, 0.9123250785387866]], [[200.0, 250.0], [0.5901708026639408, 0.5699018870496988, 0.9100996604580904]]], [[[150.0, 200.0], [0.6877955530221079, 0.7267580154193, 0.9123250785387866]], [[200.0, 250.0], [0.5901708026639408, 0.5699018870496988, 0.9100996604580904]], [[200.0, 200.0], [0.638656446977892, 0.6478049845807001, 0.9112049214612132]]], [[[150.0, 200.0], [0.6877955530221079, 0.7267580154193, 0.9123250785387866]], [[150.0, 150.0], [0.638656446977892, 0.6478049845807001, 0.9112049214612132]], [[200.0, 200.0], [0.638656446977892, 0.6478049845807001, 0.9112049214612132]]], [[[150.0, 150.0], [0.638656446977892, 0.6478049845807001, 0.9112049214612132]], [[200.0, 200.0], [0.638656446977892, 0.6478049845807001, 0.9112049214612132]], [[200.0, 150.0], [0.6877955530221079, 0.7267580154193, 0.9123250785387866]]], [[[150.0, 150.0], [0.638656446977892, 0.6478049845807001, 0.9112049214612132]], [[200.0, 150.0], [0.6877955530221079, 0.7267580154193, 0.9123250785387866]], [[200.0, 100.0], [0.7362811973360592, 0.8046611129503013, 0.9134303395419096]]], [[[150.0, 150.0], [0.638656446977892, 0.6478049845807001, 0.9112049214612132]], [[150.0, 100.0], [0.5901708026639408, 0.5699018870496988, 0.9100996604580904]], [[200.0, 100.0], [0.7362811973360592, 0.8046611129503013, 0.9134303395419096]]], [[[150.0, 100.0], [0.5901708026639408, 0.5699018870496988, 0.9100996604580904]], [[150.0, 50.0], [0.5363563660775003, 0.47981148670038326, 0.8708941283678143]], [[200.0, 100.0], [0.7362811973360592, 0.8046611129503013, 0.9134303395419096]]], [[[150.0, 50.0], [0.5363563660775003, 0.47981148670038326, 0.8708941283678143]], [[200.0, 100.0], [0.7362811973360592, 0.8046611129503013, 0.9134303395419096]], [[200.0, 50.0], [0.7807655502623574, 0.8530453893002927, 0.9059067377334261]]], [[[150.0, 50.0], [0.5363563660775003, 0.47981148670038326, 0.8708941283678143]], [[150.0, 0.0], [0.4773792597777922, 0.3772663722086597, 0.7879946575661015]], [[200.0, 50.0], [0.7807655502623574, 0.8530453893002927, 0.9059067377334261]]], [[[150.0, 0.0], [0.4773792597777922, 0.3772663722086597, 0.7879946575661015]], [[200.0, 50.0], [0.7807655502623574, 0.8530453893002927, 0.9059067377334261]], [[200.0, 0.0], [0.819707387300435, 0.8660314543104982, 0.8884608296374181]]], [[[200.0, 350.0], [0.4773792597777922, 0.3772663722086597, 0.7879946575661015]], [[250.0, 350.0], [0.293416, 0.0574044, 0.529412]], [[250.0, 300.0], [0.31353413221469917, 0.09238434901330336, 0.5576904731017858]]], [[[200.0, 350.0], [0.4773792597777922, 0.3772663722086597, 0.7879946575661015]], [[200.0, 300.0], [0.5363563660775003, 0.47981148670038326, 0.8708941283678143]], [[250.0, 300.0], [0.31353413221469917, 0.09238434901330336, 0.5576904731017858]]], [[[200.0, 300.0], [0.5363563660775003, 0.47981148670038326, 0.8708941283678143]], [[250.0, 300.0], [0.31353413221469917, 0.09238434901330336, 0.5576904731017858]], [[250.0, 250.0], [0.4242970929826194, 0.28497095093420655, 0.7133812386919061]]], [[[200.0, 300.0], [0.5363563660775003, 0.47981148670038326, 0.8708941283678143]], [[200.0, 250.0], [0.5901708026639408, 0.5699018870496988, 0.9100996604580904]], [[250.0, 250.0], [0.4242970929826194, 0.28497095093420655, 0.7133812386919061]]], [[[200.0, 250.0], [0.5901708026639408, 0.5699018870496988, 0.9100996604580904]], [[250.0, 250.0], [0.4242970929826194, 0.28497095093420655, 0.7133812386919061]], [[250.0, 200.0], [0.5901708026639408, 0.5699018870496988, 0.9100996604580904]]], [[[200.0, 250.0], [0.5901708026639408, 0.5699018870496988, 0.9100996604580904]], [[200.0, 200.0], [0.638656446977892, 0.6478049845807001, 0.9112049214612132]], [[250.0, 200.0], [0.5901708026639408, 0.5699018870496988, 0.9100996604580904]]], [[[200.0, 200.0], [0.638656446977892, 0.6478049845807001, 0.9112049214612132]], [[250.0, 200.0], [0.5901708026639408, 0.5699018870496988, 0.9100996604580904]], [[250.0, 150.0], [0.7362811973360592, 0.8046611129503013, 0.9134303395419096]]], [[[200.0, 200.0], [0.638656446977892, 0.6478049845807001, 0.9112049214612132]], [[200.0, 150.0], [0.6877955530221079, 0.7267580154193, 0.9123250785387866]], [[250.0, 150.0], [0.7362811973360592, 0.8046611129503013, 0.9134303395419096]]], [[[200.0, 150.0], [0.6877955530221079, 0.7267580154193, 0.9123250785387866]], [[200.0, 100.0], [0.7362811973360592, 0.8046611129503013, 0.9134303395419096]], [[250.0, 150.0], [0.7362811973360592, 0.8046611129503013, 0.9134303395419096]]], [[[200.0, 100.0], [0.7362811973360592, 0.8046611129503013, 0.9134303395419096]], [[250.0, 150.0], [0.7362811973360592, 0.8046611129503013, 0.9134303395419096]], [[250.0, 100.0], [0.8547568703737661, 0.877719522988905, 0.8727586926295511]]], [[[200.0, 100.0], [0.7362811973360592, 0.8046611129503013, 0.9134303395419096]], [[200.0, 50.0], [0.7807655502623574, 0.8530453893002927, 0.9059067377334261]], [[250.0, 100.0], [0.8547568703737661, 0.877719522988905, 0.8727586926295511]]], [[[200.0, 50.0], [0.7807655502623574, 0.8530453893002927, 0.9059067377334261]], [[250.0, 100.0], [0.8547568703737661, 0.877719522988905, 0.8727586926295511]], [[250.0, 50.0], [0.9278922518582369, 0.9021082239527257, 0.8399941072635098]]], [[[200.0, 50.0], [0.7807655502623574, 0.8530453893002927, 0.9059067377334261]], [[200.0, 0.0], [0.819707387300435, 0.8660314543104982, 0.8884608296374181]], [[250.0, 50.0], [0.9278922518582369, 0.9021082239527257, 0.8399941072635098]]], [[[200.0, 0.0], [0.819707387300435, 0.8660314543104982, 0.8884608296374181]], [[250.0, 50.0], [0.9278922518582369, 0.9021082239527257, 0.8399941072635098]], [[250.0, 0.0], [0.941176, 0.906538, 0.834043]]], [[[250.0, 350.0], [0.293416, 0.0574044, 0.529412]], [[300.0, 350.0], [0.5786691166652287, 0.5514218404543232, 0.9098374722334228]], [[300.0, 300.0], [0.3336454167417314, 0.12735239176399282, 0.5859593209486306]]], [[[250.0, 350.0], [0.293416, 0.0574044, 0.529412]], [[250.0, 300.0], [0.31353413221469917, 0.09238434901330336, 0.5576904731017858]], [[300.0, 300.0], [0.3336454167417314, 0.12735239176399282, 0.5859593209486306]]], [[[250.0, 300.0], [0.31353413221469917, 0.09238434901330336, 0.5576904731017858]], [[300.0, 300.0], [0.3336454167417314, 0.12735239176399282, 0.5859593209486306]], [[300.0, 250.0], [0.31353413221469917, 0.09238434901330336, 0.5576904731017858]]], [[[250.0, 300.0], [0.31353413221469917, 0.09238434901330336, 0.5576904731017858]], [[250.0, 250.0], [0.4242970929826194, 0.28497095093420655, 0.7133812386919061]], [[300.0, 250.0], [0.31353413221469917, 0.09238434901330336, 0.5576904731017858]]], [[[250.0, 250.0], [0.4242970929826194, 0.28497095093420655, 0.7133812386919061]], [[300.0, 250.0], [0.31353413221469917, 0.09238434901330336, 0.5576904731017858]], [[300.0, 200.0], [0.5363563660775003, 0.47981148670038326, 0.8708941283678143]]], [[[250.0, 250.0], [0.4242970929826194, 0.28497095093420655, 0.7133812386919061]], [[250.0, 200.0], [0.5901708026639408, 0.5699018870496988, 0.9100996604580904]], [[300.0, 200.0], [0.5363563660775003, 0.47981148670038326, 0.8708941283678143]]], [[[250.0, 200.0], [0.5901708026639408, 0.5699018870496988, 0.9100996604580904]], [[250.0, 150.0], [0.7362811973360592, 0.8046611129503013, 0.9134303395419096]], [[300.0, 200.0], [0.5363563660775003, 0.47981148670038326, 0.8708941283678143]]], [[[250.0, 150.0], [0.7362811973360592, 0.8046611129503013, 0.9134303395419096]], [[300.0, 200.0], [0.5363563660775003, 0.47981148670038326, 0.8708941283678143]], [[300.0, 150.0], [0.7807655502623574, 0.8530453893002927, 0.9059067377334261]]], [[[250.0, 150.0], [0.7362811973360592, 0.8046611129503013, 0.9134303395419096]], [[250.0, 100.0], [0.8547568703737661, 0.877719522988905, 0.8727586926295511]], [[300.0, 150.0], [0.7807655502623574, 0.8530453893002927, 0.9059067377334261]]], [[[250.0, 100.0], [0.8547568703737661, 0.877719522988905, 0.8727586926295511]], [[300.0, 150.0], [0.7807655502623574, 0.8530453893002927, 0.9059067377334261]], [[300.0, 100.0], [0.9278922518582369, 0.9021082239527257, 0.8399941072635098]]], [[[250.0, 100.0], [0.8547568703737661, 0.877719522988905, 0.8727586926295511]], [[250.0, 50.0], [0.9278922518582369, 0.9021082239527257, 0.8399941072635098]], [[300.0, 100.0], [0.9278922518582369, 0.9021082239527257, 0.8399941072635098]]], [[[250.0, 50.0], [0.9278922518582369, 0.9021082239527257, 0.8399941072635098]], [[300.0, 100.0], [0.9278922518582369, 0.9021082239527257, 0.8399941072635098]], [[300.0, 50.0], [0.9146130251579947, 0.8976799556857207, 0.84594318892527]]], [[[250.0, 50.0], [0.9278922518582369, 0.9021082239527257, 0.8399941072635098]], [[250.0, 0.0], [0.941176, 0.906538, 0.834043]], [[300.0, 50.0], [0.9146130251579947, 0.8976799556857207, 0.84594318892527]]], [[[250.0, 0.0], [0.941176, 0.906538, 0.834043]], [[300.0, 50.0], [0.9146130251579947, 0.8976799556857207, 0.84594318892527]], [[300.0, 0.0], [0.747782883334771, 0.8231411595456765, 0.9136925277665771]]], [[[300.0, 350.0], [0.5786691166652287, 0.5514218404543232, 0.9098374722334228]], [[350.0, 350.0], [0.8781480646369231, 0.8855198629952248, 0.862279458561269]], [[350.0, 300.0], [0.5786691166652287, 0.5514218404543232, 0.9098374722334228]]], [[[300.0, 350.0], [0.5786691166652287, 0.5514218404543232, 0.9098374722334228]], [[300.0, 300.0], [0.3336454167417314, 0.12735239176399282, 0.5859593209486306]], [[350.0, 300.0], [0.5786691166652287, 0.5514218404543232, 0.9098374722334228]]], [[[300.0, 300.0], [0.3336454167417314, 0.12735239176399282, 0.5859593209486306]], [[350.0, 300.0], [0.5786691166652287, 0.5514218404543232, 0.9098374722334228]], [[350.0, 250.0], [0.293416, 0.0574044, 0.529412]]], [[[300.0, 300.0], [0.3336454167417314, 0.12735239176399282, 0.5859593209486306]], [[300.0, 250.0], [0.31353413221469917, 0.09238434901330336, 0.5576904731017858]], [[350.0, 250.0], [0.293416, 0.0574044, 0.529412]]], [[[300.0, 250.0], [0.31353413221469917, 0.09238434901330336, 0.5576904731017858]], [[350.0, 250.0], [0.293416, 0.0574044, 0.529412]], [[350.0, 200.0], [0.4773792597777922, 0.3772663722086597, 0.7879946575661015]]], [[[300.0, 250.0], [0.31353413221469917, 0.09238434901330336, 0.5576904731017858]], [[300.0, 200.0], [0.5363563660775003, 0.47981148670038326, 0.8708941283678143]], [[350.0, 200.0], [0.4773792597777922, 0.3772663722086597, 0.7879946575661015]]], [[[300.0, 200.0], [0.5363563660775003, 0.47981148670038326, 0.8708941283678143]], [[300.0, 150.0], [0.7807655502623574, 0.8530453893002927, 0.9059067377334261]], [[350.0, 200.0], [0.4773792597777922, 0.3772663722086597, 0.7879946575661015]]], [[[300.0, 150.0], [0.7807655502623574, 0.8530453893002927, 0.9059067377334261]], [[350.0, 200.0], [0.4773792597777922, 0.3772663722086597, 0.7879946575661015]], [[350.0, 150.0], [0.819707387300435, 0.8660314543104982, 0.8884608296374181]]], [[[300.0, 150.0], [0.7807655502623574, 0.8530453893002927, 0.9059067377334261]], [[300.0, 100.0], [0.9278922518582369, 0.9021082239527257, 0.8399941072635098]], [[350.0, 150.0], [0.819707387300435, 0.8660314543104982, 0.8884608296374181]]], [[[300.0, 100.0], [0.9278922518582369, 0.9021082239527257, 0.8399941072635098]], [[350.0, 150.0], [0.819707387300435, 0.8660314543104982, 0.8884608296374181]], [[350.0, 100.0], [0.941176, 0.906538, 0.834043]]], [[[300.0, 100.0], [0.9278922518582369, 0.9021082239527257, 0.8399941072635098]], [[300.0, 50.0], [0.9146130251579947, 0.8976799556857207, 0.84594318892527]], [[350.0, 100.0], [0.941176, 0.906538, 0.834043]]], [[[300.0, 50.0], [0.9146130251579947, 0.8976799556857207, 0.84594318892527]], [[350.0, 100.0], [0.941176, 0.906538, 0.834043]], [[350.0, 50.0], [0.747782883334771, 0.8231411595456765, 0.9136925277665771]]], [[[300.0, 50.0], [0.9146130251579947, 0.8976799556857207, 0.84594318892527]], [[300.0, 0.0], [0.747782883334771, 0.8231411595456765, 0.9136925277665771]], [[350.0, 50.0], [0.747782883334771, 0.8231411595456765, 0.9136925277665771]]], [[[300.0, 0.0], [0.747782883334771, 0.8231411595456765, 0.9136925277665771]], [[350.0, 50.0], [0.747782883334771, 0.8231411595456765, 0.9136925277665771]], [[350.0, 0.0], [0.3888713130127015, 0.22337517435417076, 0.663586011416426]]]]" /><polygon points="0.000000,350.000000 0.000000,300.000000 50.000000,350.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,300.000000 50.000000,350.000000 50.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,300.000000 0.000000,250.000000 50.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,250.000000 50.000000,300.000000 50.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,250.000000 0.000000,200.000000 50.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,200.000000 50.000000,250.000000 50.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,200.000000 0.000000,150.000000 50.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,150.000000 50.000000,200.000000 50.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,150.000000 50.000000,150.000000 50.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,150.000000 0.000000,100.000000 50.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,100.000000 50.000000,100.000000 50.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,100.000000 0.000000,50.000000 50.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,50.000000 50.000000,50.000000 50.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="0.000000,50.000000 0.000000,0.000000 50.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,350.000000 50.000000,300.000000 100.000000,350.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,300.000000 100.000000,350.000000 100.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,300.000000 50.000000,250.000000 100.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,250.000000 100.000000,300.000000 100.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,250.000000 50.000000,200.000000 100.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,200.000000 100.000000,250.000000 100.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,200.000000 50.000000,150.000000 100.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,150.000000 100.000000,200.000000 100.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,150.000000 100.000000,150.000000 100.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,150.000000 50.000000,100.000000 100.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,100.000000 100.000000,100.000000 100.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,100.000000 50.000000,50.000000 100.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,50.000000 100.000000,50.000000 100.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="50.000000,50.000000 50.000000,0.000000 100.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,350.000000 100.000000,300.000000 150.000000,350.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,300.000000 150.000000,350.000000 150.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,300.000000 100.000000,250.000000 150.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,250.000000 150.000000,300.000000 150.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,250.000000 100.000000,200.000000 150.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,200.000000 150.000000,250.000000 150.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,200.000000 100.000000,150.000000 150.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,150.000000 150.000000,200.000000 150.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,150.000000 150.000000,150.000000 150.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,150.000000 100.000000,100.000000 150.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,100.000000 150.000000,100.000000 150.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,100.000000 100.000000,50.000000 150.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,50.000000 150.000000,50.000000 150.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="100.000000,50.000000 100.000000,0.000000 150.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,350.000000 150.000000,300.000000 200.000000,350.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,300.000000 200.000000,350.000000 200.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,300.000000 150.000000,250.000000 200.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,250.000000 200.000000,300.000000 200.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,250.000000 150.000000,200.000000 200.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,200.000000 200.000000,250.000000 200.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,200.000000 150.000000,150.000000 200.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,150.000000 200.000000,200.000000 200.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,150.000000 200.000000,150.000000 200.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,150.000000 150.000000,100.000000 200.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,100.000000 150.000000,50.000000 200.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,50.000000 200.000000,100.000000 200.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,50.000000 150.000000,0.000000 200.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="150.000000,0.000000 200.000000,50.000000 200.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,350.000000 250.000000,350.000000 250.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,350.000000 200.000000,300.000000 250.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,300.000000 250.000000,300.000000 250.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,300.000000 200.000000,250.000000 250.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,250.000000 250.000000,250.000000 250.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,250.000000 200.000000,200.000000 250.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,200.000000 250.000000,200.000000 250.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,200.000000 200.000000,150.000000 250.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,150.000000 200.000000,100.000000 250.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,100.000000 250.000000,150.000000 250.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,100.000000 200.000000,50.000000 250.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,50.000000 250.000000,100.000000 250.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,50.000000 200.000000,0.000000 250.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="200.000000,0.000000 250.000000,50.000000 250.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,350.000000 300.000000,350.000000 300.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,350.000000 250.000000,300.000000 300.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,300.000000 300.000000,300.000000 300.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,300.000000 250.000000,250.000000 300.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,250.000000 300.000000,250.000000 300.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,250.000000 250.000000,200.000000 300.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,200.000000 250.000000,150.000000 300.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,150.000000 300.000000,200.000000 300.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,150.000000 250.000000,100.000000 300.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,100.000000 300.000000,150.000000 300.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,100.000000 250.000000,50.000000 300.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,50.000000 300.000000,100.000000 300.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,50.000000 250.000000,0.000000 300.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="250.000000,0.000000 300.000000,50.000000 300.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,350.000000 350.000000,350.000000 350.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,350.000000 300.000000,300.000000 350.000000,300.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,300.000000 350.000000,300.000000 350.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,300.000000 300.000000,250.000000 350.000000,250.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,250.000000 350.000000,250.000000 350.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,250.000000 300.000000,200.000000 350.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,200.000000 300.000000,150.000000 350.000000,200.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,150.000000 350.000000,200.000000 350.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,150.000000 300.000000,100.000000 350.000000,150.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,100.000000 350.000000,150.000000 350.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,100.000000 300.000000,50.000000 350.000000,100.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,50.000000 350.000000,100.000000 350.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,50.000000 300.000000,0.000000 350.000000,50.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" /><polygon points="300.000000,0.000000 350.000000,50.000000 350.000000,0.000000" style="stroke: none; stroke-width: 0.000000px; fill: none" />
<polyline points="0.000000,350.000000 0.000000,300.000000 0.000000,250.000000 0.000000,200.000000 0.000000,150.000000 0.000000,100.000000 0.000000,50.000000 0.000000,0.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="50.000000,350.000000 50.000000,300.000000 50.000000,250.000000 50.000000,200.000000 50.000000,150.000000 50.000000,100.000000 50.000000,50.000000 50.000000,0.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="100.000000,350.000000 100.000000,300.000000 100.000000,250.000000 100.000000,200.000000 100.000000,150.000000 100.000000,100.000000 100.000000,50.000000 100.000000,0.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="150.000000,350.000000 150.000000,300.000000 150.000000,250.000000 150.000000,200.000000 150.000000,150.000000 150.000000,100.000000 150.000000,50.000000 150.000000,0.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="200.000000,350.000000 200.000000,300.000000 200.000000,250.000000 200.000000,200.000000 200.000000,150.000000 200.000000,100.000000 200.000000,50.000000 200.000000,0.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="250.000000,350.000000 250.000000,300.000000 250.000000,250.000000 250.000000,200.000000 250.000000,150.000000 250.000000,100.000000 250.000000,50.000000 250.000000,0.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="300.000000,350.000000 300.000000,300.000000 300.000000,250.000000 300.000000,200.000000 300.000000,150.000000 300.000000,100.000000 300.000000,50.000000 300.000000,0.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="350.000000,350.000000 350.000000,300.000000 350.000000,250.000000 350.000000,200.000000 350.000000,150.000000 350.000000,100.000000 350.000000,50.000000 350.000000,0.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="0.000000,350.000000 50.000000,350.000000 100.000000,350.000000 150.000000,350.000000 200.000000,350.000000 250.000000,350.000000 300.000000,350.000000 350.000000,350.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="0.000000,300.000000 50.000000,300.000000 100.000000,300.000000 150.000000,300.000000 200.000000,300.000000 250.000000,300.000000 300.000000,300.000000 350.000000,300.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="0.000000,250.000000 50.000000,250.000000 100.000000,250.000000 150.000000,250.000000 200.000000,250.000000 250.000000,250.000000 300.000000,250.000000 350.000000,250.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="0.000000,200.000000 50.000000,200.000000 100.000000,200.000000 150.000000,200.000000 200.000000,200.000000 250.000000,200.000000 300.000000,200.000000 350.000000,200.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="0.000000,150.000000 50.000000,150.000000 100.000000,150.000000 150.000000,150.000000 200.000000,150.000000 250.000000,150.000000 300.000000,150.000000 350.000000,150.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="0.000000,100.000000 50.000000,100.000000 100.000000,100.000000 150.000000,100.000000 200.000000,100.000000 250.000000,100.000000 300.000000,100.000000 350.000000,100.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="0.000000,50.000000 50.000000,50.000000 100.000000,50.000000 150.000000,50.000000 200.000000,50.000000 250.000000,50.000000 300.000000,50.000000 350.000000,50.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="0.000000,0.000000 50.000000,0.000000 100.000000,0.000000 150.000000,0.000000 200.000000,0.000000 250.000000,0.000000 300.000000,0.000000 350.000000,0.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
            </svg>
        "/></mstyle></math>
p4054
sg15
I3
sass(g1709
g3876
g4033
I3
tp4055
(dp4056
g6
VPlot3D[Sin[x y], {x, -2, 2}, {y, -2, 2}, Mesh->Full]
p4057
sg8
(lp4058
(dp4059
g11
(lp4060
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtable><mtr><mtd><graphics3d data="{&quot;elements&quot;: [{&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, -0.5, -0.15165053341602328], null], [[-0.5, -0.35714285714285715, 0.056233427337279936], null], [[-0.35714285714285715, -0.5, 0.056233427337279936], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, -0.07142857142857145, 0.10837411009345406], null], [[-0.5, 0.0714285714285714, -0.108374110093454], null], [[-0.35714285714285715, -0.07142857142857145, 0.07953694561442201], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, 0.3571428571428571, -0.056233427337280026], null], [[-0.5, 0.5, 0.15165053341602328], null], [[-0.35714285714285715, 0.5, -0.056233427337279936], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -0.5, 0.10837411009345406], null], [[-0.07142857142857145, -0.35714285714285715, 0.07953694561442201], null], [[0.0714285714285714, -0.5, -0.108374110093454], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.5, -0.10837411009345406], null], [[0.0714285714285714, 0.3571428571428571, 0.07953694561442196], null], [[0.0714285714285714, 0.5, 0.108374110093454], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, -0.5, -0.056233427337280026], null], [[0.5, -0.5, 0.15165053341602328], null], [[0.5, -0.35714285714285715, -0.056233427337279936], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, 0.0714285714285714, 0.07953694561442196], null], [[0.5, -0.07142857142857145, -0.10837411009345406], null], [[0.5, 0.0714285714285714, 0.108374110093454], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, 0.5, 0.056233427337280026], null], [[0.5, 0.3571428571428571, 0.056233427337280026], null], [[0.5, 0.5, -0.15165053341602328], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, -0.35714285714285715, 0.056233427337279936], null], [[-0.5, -0.2857142857142857, 0.15131880516456192], null], [[-0.4285714285714286, -0.35714285714285715, 0.12795477984772738], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, -0.2857142857142857, 0.15131880516456192], null], [[-0.5, -0.2142857142857143, 0.1983239077887227], null], [[-0.4285714285714286, -0.2857142857142857, 0.18545888723933537], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714286, -0.35714285714285715, 0.12795477984772738], null], [[-0.4285714285714286, -0.2857142857142857, 0.18545888723933537], null], [[-0.35714285714285715, -0.35714285714285715, 0.17865352413881175], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, -0.2857142857142857, 0.15131880516456192], null], [[-0.4285714285714286, -0.35714285714285715, 0.12795477984772738], null], [[-0.4285714285714286, -0.2857142857142857, 0.18545888723933537], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, -0.2142857142857143, 0.1983239077887227], null], [[-0.4285714285714286, -0.2857142857142857, 0.18545888723933537], null], [[-0.4285714285714286, -0.2142857142857143, 0.19935377880726962], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714286, -0.2857142857142857, 0.18545888723933537], null], [[-0.35714285714285715, -0.35714285714285715, 0.17865352413881175], null], [[-0.35714285714285715, -0.2857142857142857, 0.2], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714286, -0.2142857142857143, 0.19935377880726962], null], [[-0.35714285714285715, -0.2857142857142857, 0.2], null], [[-0.35714285714285715, -0.2142857142857143, 0.18848704185742376], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714286, -0.2857142857142857, 0.18545888723933537], null], [[-0.4285714285714286, -0.2142857142857143, 0.19935377880726962], null], [[-0.35714285714285715, -0.2857142857142857, 0.2], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, -0.2142857142857143, 0.1983239077887227], null], [[-0.4285714285714286, -0.2857142857142857, 0.18545888723933537], null], [[-0.4285714285714286, -0.2142857142857143, 0.19935377880726962], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714286, -0.2857142857142857, 0.18545888723933537], null], [[-0.35714285714285715, -0.35714285714285715, 0.17865352413881175], null], [[-0.35714285714285715, -0.2857142857142857, 0.2], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714286, -0.2142857142857143, 0.19935377880726962], null], [[-0.35714285714285715, -0.2857142857142857, 0.2], null], [[-0.35714285714285715, -0.2142857142857143, 0.18848704185742376], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714286, -0.2857142857142857, 0.18545888723933537], null], [[-0.4285714285714286, -0.2142857142857143, 0.19935377880726962], null], [[-0.35714285714285715, -0.2857142857142857, 0.2], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, -0.35714285714285715, 0.056233427337279936], null], [[-0.5, -0.2857142857142857, 0.15131880516456192], null], [[-0.4285714285714286, -0.35714285714285715, 0.12795477984772738], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, -0.2857142857142857, 0.15131880516456192], null], [[-0.5, -0.2142857142857143, 0.1983239077887227], null], [[-0.4285714285714286, -0.2857142857142857, 0.18545888723933537], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714286, -0.35714285714285715, 0.12795477984772738], null], [[-0.4285714285714286, -0.2857142857142857, 0.18545888723933537], null], [[-0.35714285714285715, -0.35714285714285715, 0.17865352413881175], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, -0.2857142857142857, 0.15131880516456192], null], [[-0.4285714285714286, -0.35714285714285715, 0.12795477984772738], null], [[-0.4285714285714286, -0.2857142857142857, 0.18545888723933537], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, -0.2142857142857143, 0.1983239077887227], null], [[-0.4285714285714286, -0.2857142857142857, 0.18545888723933537], null], [[-0.4285714285714286, -0.2142857142857143, 0.19935377880726962], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714286, -0.2857142857142857, 0.18545888723933537], null], [[-0.35714285714285715, -0.35714285714285715, 0.17865352413881175], null], [[-0.35714285714285715, -0.2857142857142857, 0.2], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714286, -0.2142857142857143, 0.19935377880726962], null], [[-0.35714285714285715, -0.2857142857142857, 0.2], null], [[-0.35714285714285715, -0.2142857142857143, 0.18848704185742376], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714286, -0.2857142857142857, 0.18545888723933537], null], [[-0.4285714285714286, -0.2142857142857143, 0.19935377880726962], null], [[-0.35714285714285715, -0.2857142857142857, 0.2], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, -0.2142857142857143, 0.1983239077887227], null], [[-0.5, -0.14285714285714288, 0.18231325995496644], null], [[-0.4285714285714286, -0.2142857142857143, 0.19935377880726962], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, -0.14285714285714288, 0.18231325995496644], null], [[-0.5, -0.07142857142857145, 0.10837411009345406], null], [[-0.4285714285714286, -0.14285714285714288, 0.16637217879973187], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714286, -0.2142857142857143, 0.19935377880726962], null], [[-0.4285714285714286, -0.14285714285714288, 0.16637217879973187], null], [[-0.35714285714285715, -0.2142857142857143, 0.18848704185742376], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, -0.14285714285714288, 0.18231325995496644], null], [[-0.4285714285714286, -0.2142857142857143, 0.19935377880726962], null], [[-0.4285714285714286, -0.14285714285714288, 0.16637217879973187], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, -0.2142857142857143, 0.1983239077887227], null], [[-0.5, -0.14285714285714288, 0.18231325995496644], null], [[-0.4285714285714286, -0.2142857142857143, 0.19935377880726962], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, -0.14285714285714288, 0.18231325995496644], null], [[-0.5, -0.07142857142857145, 0.10837411009345406], null], [[-0.4285714285714286, -0.14285714285714288, 0.16637217879973187], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714286, -0.2142857142857143, 0.19935377880726962], null], [[-0.4285714285714286, -0.14285714285714288, 0.16637217879973187], null], [[-0.35714285714285715, -0.2142857142857143, 0.18848704185742376], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, -0.14285714285714288, 0.18231325995496644], null], [[-0.4285714285714286, -0.2142857142857143, 0.19935377880726962], null], [[-0.4285714285714286, -0.14285714285714288, 0.16637217879973187], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, -0.2142857142857143, 0.1983239077887227], null], [[-0.4285714285714286, -0.2857142857142857, 0.18545888723933537], null], [[-0.4285714285714286, -0.2142857142857143, 0.19935377880726962], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714286, -0.2857142857142857, 0.18545888723933537], null], [[-0.35714285714285715, -0.35714285714285715, 0.17865352413881175], null], [[-0.35714285714285715, -0.2857142857142857, 0.2], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714286, -0.2142857142857143, 0.19935377880726962], null], [[-0.35714285714285715, -0.2857142857142857, 0.2], null], [[-0.35714285714285715, -0.2142857142857143, 0.18848704185742376], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714286, -0.2857142857142857, 0.18545888723933537], null], [[-0.4285714285714286, -0.2142857142857143, 0.19935377880726962], null], [[-0.35714285714285715, -0.2857142857142857, 0.2], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, 0.0714285714285714, -0.108374110093454], null], [[-0.5, 0.14285714285714285, -0.18231325995496642], null], [[-0.4285714285714286, 0.14285714285714285, -0.16637217879973182], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, 0.14285714285714285, -0.18231325995496642], null], [[-0.5, 0.2142857142857143, -0.1983239077887227], null], [[-0.4285714285714286, 0.2142857142857143, -0.19935377880726962], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714286, 0.14285714285714285, -0.16637217879973182], null], [[-0.4285714285714286, 0.2142857142857143, -0.19935377880726962], null], [[-0.35714285714285715, 0.2142857142857143, -0.18848704185742376], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, 0.14285714285714285, -0.18231325995496642], null], [[-0.4285714285714286, 0.14285714285714285, -0.16637217879973182], null], [[-0.4285714285714286, 0.2142857142857143, -0.19935377880726962], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, 0.2142857142857143, -0.1983239077887227], null], [[-0.4285714285714286, 0.2142857142857143, -0.19935377880726962], null], [[-0.4285714285714286, 0.2857142857142857, -0.18545888723933537], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714286, 0.2142857142857143, -0.19935377880726962], null], [[-0.35714285714285715, 0.2142857142857143, -0.18848704185742376], null], [[-0.35714285714285715, 0.2857142857142857, -0.2], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714286, 0.2857142857142857, -0.18545888723933537], null], [[-0.35714285714285715, 0.2857142857142857, -0.2], null], [[-0.35714285714285715, 0.3571428571428571, -0.1786535241388118], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714286, 0.2142857142857143, -0.19935377880726962], null], [[-0.4285714285714286, 0.2857142857142857, -0.18545888723933537], null], [[-0.35714285714285715, 0.2857142857142857, -0.2], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, 0.2142857142857143, -0.1983239077887227], null], [[-0.4285714285714286, 0.2142857142857143, -0.19935377880726962], null], [[-0.4285714285714286, 0.2857142857142857, -0.18545888723933537], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714286, 0.2142857142857143, -0.19935377880726962], null], [[-0.35714285714285715, 0.2142857142857143, -0.18848704185742376], null], [[-0.35714285714285715, 0.2857142857142857, -0.2], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714286, 0.2857142857142857, -0.18545888723933537], null], [[-0.35714285714285715, 0.2857142857142857, -0.2], null], [[-0.35714285714285715, 0.3571428571428571, -0.1786535241388118], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714286, 0.2142857142857143, -0.19935377880726962], null], [[-0.4285714285714286, 0.2857142857142857, -0.18545888723933537], null], [[-0.35714285714285715, 0.2857142857142857, -0.2], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, 0.0714285714285714, -0.108374110093454], null], [[-0.5, 0.14285714285714285, -0.18231325995496642], null], [[-0.4285714285714286, 0.14285714285714285, -0.16637217879973182], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, 0.14285714285714285, -0.18231325995496642], null], [[-0.5, 0.2142857142857143, -0.1983239077887227], null], [[-0.4285714285714286, 0.2142857142857143, -0.19935377880726962], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714286, 0.14285714285714285, -0.16637217879973182], null], [[-0.4285714285714286, 0.2142857142857143, -0.19935377880726962], null], [[-0.35714285714285715, 0.2142857142857143, -0.18848704185742376], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, 0.14285714285714285, -0.18231325995496642], null], [[-0.4285714285714286, 0.14285714285714285, -0.16637217879973182], null], [[-0.4285714285714286, 0.2142857142857143, -0.19935377880726962], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, 0.2142857142857143, -0.1983239077887227], null], [[-0.4285714285714286, 0.2142857142857143, -0.19935377880726962], null], [[-0.4285714285714286, 0.2857142857142857, -0.18545888723933537], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714286, 0.2142857142857143, -0.19935377880726962], null], [[-0.35714285714285715, 0.2142857142857143, -0.18848704185742376], null], [[-0.35714285714285715, 0.2857142857142857, -0.2], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714286, 0.2857142857142857, -0.18545888723933537], null], [[-0.35714285714285715, 0.2857142857142857, -0.2], null], [[-0.35714285714285715, 0.3571428571428571, -0.1786535241388118], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714286, 0.2142857142857143, -0.19935377880726962], null], [[-0.4285714285714286, 0.2857142857142857, -0.18545888723933537], null], [[-0.35714285714285715, 0.2857142857142857, -0.2], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, 0.2142857142857143, -0.1983239077887227], null], [[-0.5, 0.2857142857142857, -0.15131880516456192], null], [[-0.4285714285714286, 0.2857142857142857, -0.18545888723933537], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, 0.2857142857142857, -0.15131880516456192], null], [[-0.5, 0.3571428571428571, -0.056233427337280026], null], [[-0.4285714285714286, 0.3571428571428571, -0.12795477984772738], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714286, 0.2857142857142857, -0.18545888723933537], null], [[-0.4285714285714286, 0.3571428571428571, -0.12795477984772738], null], [[-0.35714285714285715, 0.3571428571428571, -0.1786535241388118], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, 0.2857142857142857, -0.15131880516456192], null], [[-0.4285714285714286, 0.2857142857142857, -0.18545888723933537], null], [[-0.4285714285714286, 0.3571428571428571, -0.12795477984772738], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, 0.2142857142857143, -0.1983239077887227], null], [[-0.5, 0.2857142857142857, -0.15131880516456192], null], [[-0.4285714285714286, 0.2857142857142857, -0.18545888723933537], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, 0.2857142857142857, -0.15131880516456192], null], [[-0.5, 0.3571428571428571, -0.056233427337280026], null], [[-0.4285714285714286, 0.3571428571428571, -0.12795477984772738], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714286, 0.2857142857142857, -0.18545888723933537], null], [[-0.4285714285714286, 0.3571428571428571, -0.12795477984772738], null], [[-0.35714285714285715, 0.3571428571428571, -0.1786535241388118], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, 0.2857142857142857, -0.15131880516456192], null], [[-0.4285714285714286, 0.2857142857142857, -0.18545888723933537], null], [[-0.4285714285714286, 0.3571428571428571, -0.12795477984772738], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, 0.2142857142857143, -0.1983239077887227], null], [[-0.4285714285714286, 0.2142857142857143, -0.19935377880726962], null], [[-0.4285714285714286, 0.2857142857142857, -0.18545888723933537], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714286, 0.2142857142857143, -0.19935377880726962], null], [[-0.35714285714285715, 0.2142857142857143, -0.18848704185742376], null], [[-0.35714285714285715, 0.2857142857142857, -0.2], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714286, 0.2857142857142857, -0.18545888723933537], null], [[-0.35714285714285715, 0.2857142857142857, -0.2], null], [[-0.35714285714285715, 0.3571428571428571, -0.1786535241388118], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714286, 0.2142857142857143, -0.19935377880726962], null], [[-0.4285714285714286, 0.2857142857142857, -0.18545888723933537], null], [[-0.35714285714285715, 0.2857142857142857, -0.2], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, -0.5, 0.056233427337279936], null], [[-0.35714285714285715, -0.4285714285714286, 0.12795477984772738], null], [[-0.2857142857142857, -0.5, 0.15131880516456192], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, -0.4285714285714286, 0.12795477984772738], null], [[-0.35714285714285715, -0.35714285714285715, 0.17865352413881175], null], [[-0.2857142857142857, -0.4285714285714286, 0.18545888723933537], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.5, 0.15131880516456192], null], [[-0.2857142857142857, -0.4285714285714286, 0.18545888723933537], null], [[-0.2142857142857143, -0.5, 0.1983239077887227], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, -0.4285714285714286, 0.12795477984772738], null], [[-0.2857142857142857, -0.5, 0.15131880516456192], null], [[-0.2857142857142857, -0.4285714285714286, 0.18545888723933537], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, -0.35714285714285715, 0.17865352413881175], null], [[-0.2857142857142857, -0.4285714285714286, 0.18545888723933537], null], [[-0.2857142857142857, -0.35714285714285715, 0.2], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.4285714285714286, 0.18545888723933537], null], [[-0.2142857142857143, -0.5, 0.1983239077887227], null], [[-0.2142857142857143, -0.4285714285714286, 0.19935377880726962], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.35714285714285715, 0.2], null], [[-0.2142857142857143, -0.4285714285714286, 0.19935377880726962], null], [[-0.2142857142857143, -0.35714285714285715, 0.18848704185742376], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.4285714285714286, 0.18545888723933537], null], [[-0.2857142857142857, -0.35714285714285715, 0.2], null], [[-0.2142857142857143, -0.4285714285714286, 0.19935377880726962], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, -0.35714285714285715, 0.17865352413881175], null], [[-0.2857142857142857, -0.4285714285714286, 0.18545888723933537], null], [[-0.2857142857142857, -0.35714285714285715, 0.2], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.4285714285714286, 0.18545888723933537], null], [[-0.2142857142857143, -0.5, 0.1983239077887227], null], [[-0.2142857142857143, -0.4285714285714286, 0.19935377880726962], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.35714285714285715, 0.2], null], [[-0.2142857142857143, -0.4285714285714286, 0.19935377880726962], null], [[-0.2142857142857143, -0.35714285714285715, 0.18848704185742376], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.4285714285714286, 0.18545888723933537], null], [[-0.2857142857142857, -0.35714285714285715, 0.2], null], [[-0.2142857142857143, -0.4285714285714286, 0.19935377880726962], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, -0.5, 0.056233427337279936], null], [[-0.35714285714285715, -0.4285714285714286, 0.12795477984772738], null], [[-0.2857142857142857, -0.5, 0.15131880516456192], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, -0.4285714285714286, 0.12795477984772738], null], [[-0.35714285714285715, -0.35714285714285715, 0.17865352413881175], null], [[-0.2857142857142857, -0.4285714285714286, 0.18545888723933537], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.5, 0.15131880516456192], null], [[-0.2857142857142857, -0.4285714285714286, 0.18545888723933537], null], [[-0.2142857142857143, -0.5, 0.1983239077887227], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, -0.4285714285714286, 0.12795477984772738], null], [[-0.2857142857142857, -0.5, 0.15131880516456192], null], [[-0.2857142857142857, -0.4285714285714286, 0.18545888723933537], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, -0.35714285714285715, 0.17865352413881175], null], [[-0.2857142857142857, -0.4285714285714286, 0.18545888723933537], null], [[-0.2857142857142857, -0.35714285714285715, 0.2], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.4285714285714286, 0.18545888723933537], null], [[-0.2142857142857143, -0.5, 0.1983239077887227], null], [[-0.2142857142857143, -0.4285714285714286, 0.19935377880726962], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.35714285714285715, 0.2], null], [[-0.2142857142857143, -0.4285714285714286, 0.19935377880726962], null], [[-0.2142857142857143, -0.35714285714285715, 0.18848704185742376], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.4285714285714286, 0.18545888723933537], null], [[-0.2857142857142857, -0.35714285714285715, 0.2], null], [[-0.2142857142857143, -0.4285714285714286, 0.19935377880726962], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.5, 0.1983239077887227], null], [[-0.2142857142857143, -0.4285714285714286, 0.19935377880726962], null], [[-0.14285714285714288, -0.5, 0.18231325995496644], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.4285714285714286, 0.19935377880726962], null], [[-0.2142857142857143, -0.35714285714285715, 0.18848704185742376], null], [[-0.14285714285714288, -0.4285714285714286, 0.16637217879973187], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.5, 0.18231325995496644], null], [[-0.14285714285714288, -0.4285714285714286, 0.16637217879973187], null], [[-0.07142857142857145, -0.5, 0.10837411009345406], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.4285714285714286, 0.19935377880726962], null], [[-0.14285714285714288, -0.5, 0.18231325995496644], null], [[-0.14285714285714288, -0.4285714285714286, 0.16637217879973187], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, -0.35714285714285715, 0.17865352413881175], null], [[-0.35714285714285715, -0.2857142857142857, 0.2], null], [[-0.2857142857142857, -0.35714285714285715, 0.2], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, -0.2857142857142857, 0.2], null], [[-0.35714285714285715, -0.2142857142857143, 0.18848704185742376], null], [[-0.2857142857142857, -0.2857142857142857, 0.19340546420172955], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.35714285714285715, 0.2], null], [[-0.2857142857142857, -0.2857142857142857, 0.19340546420172955], null], [[-0.2142857142857143, -0.35714285714285715, 0.18848704185742376], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, -0.2857142857142857, 0.2], null], [[-0.2857142857142857, -0.35714285714285715, 0.2], null], [[-0.2857142857142857, -0.2857142857142857, 0.19340546420172955], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, -0.2142857142857143, 0.18848704185742376], null], [[-0.2857142857142857, -0.2857142857142857, 0.19340546420172955], null], [[-0.2857142857142857, -0.2142857142857143, 0.16637217879973182], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.2857142857142857, 0.19340546420172955], null], [[-0.2142857142857143, -0.35714285714285715, 0.18848704185742376], null], [[-0.2142857142857143, -0.2857142857142857, 0.16637217879973182], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.2142857142857143, 0.16637217879973182], null], [[-0.2142857142857143, -0.2857142857142857, 0.16637217879973182], null], [[-0.2142857142857143, -0.2142857142857143, 0.134328913080853], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.2857142857142857, 0.19340546420172955], null], [[-0.2857142857142857, -0.2142857142857143, 0.16637217879973182], null], [[-0.2142857142857143, -0.2857142857142857, 0.16637217879973182], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, -0.2142857142857143, 0.18848704185742376], null], [[-0.2857142857142857, -0.2857142857142857, 0.19340546420172955], null], [[-0.2857142857142857, -0.2142857142857143, 0.16637217879973182], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.2857142857142857, 0.19340546420172955], null], [[-0.2142857142857143, -0.35714285714285715, 0.18848704185742376], null], [[-0.2142857142857143, -0.2857142857142857, 0.16637217879973182], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.2142857142857143, 0.16637217879973182], null], [[-0.2142857142857143, -0.2857142857142857, 0.16637217879973182], null], [[-0.2142857142857143, -0.2142857142857143, 0.134328913080853], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.2857142857142857, 0.19340546420172955], null], [[-0.2857142857142857, -0.2142857142857143, 0.16637217879973182], null], [[-0.2142857142857143, -0.2857142857142857, 0.16637217879973182], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, -0.35714285714285715, 0.17865352413881175], null], [[-0.35714285714285715, -0.2857142857142857, 0.2], null], [[-0.2857142857142857, -0.35714285714285715, 0.2], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, -0.2857142857142857, 0.2], null], [[-0.35714285714285715, -0.2142857142857143, 0.18848704185742376], null], [[-0.2857142857142857, -0.2857142857142857, 0.19340546420172955], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.35714285714285715, 0.2], null], [[-0.2857142857142857, -0.2857142857142857, 0.19340546420172955], null], [[-0.2142857142857143, -0.35714285714285715, 0.18848704185742376], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, -0.2857142857142857, 0.2], null], [[-0.2857142857142857, -0.35714285714285715, 0.2], null], [[-0.2857142857142857, -0.2857142857142857, 0.19340546420172955], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, -0.07142857142857145, 0.07953694561442201], null], [[-0.35714285714285715, -2.7755575615628914e-17, 3.1781440419018805e-17], null], [[-0.2857142857142857, -0.07142857142857145, 0.06427470593585108], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, -2.7755575615628914e-17, 3.1781440419018805e-17], null], [[-0.35714285714285715, 0.0714285714285714, -0.07953694561442197], null], [[-0.2857142857142857, -2.7755575615628914e-17, 2.542515233521504e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.07142857142857145, 0.06427470593585108], null], [[-0.2857142857142857, -2.7755575615628914e-17, 2.542515233521504e-17], null], [[-0.2142857142857143, -0.07142857142857145, 0.04858438448757959], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, -2.7755575615628914e-17, 3.1781440419018805e-17], null], [[-0.2857142857142857, -0.07142857142857145, 0.06427470593585108], null], [[-0.2857142857142857, -2.7755575615628914e-17, 2.542515233521504e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, 0.0714285714285714, -0.07953694561442197], null], [[-0.2857142857142857, -2.7755575615628914e-17, 2.542515233521504e-17], null], [[-0.2857142857142857, 0.0714285714285714, -0.06427470593585104], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -2.7755575615628914e-17, 2.542515233521504e-17], null], [[-0.2142857142857143, -0.07142857142857145, 0.04858438448757959], null], [[-0.2142857142857143, -2.7755575615628914e-17, 1.9068864251411284e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.0714285714285714, -0.06427470593585104], null], [[-0.2142857142857143, -2.7755575615628914e-17, 1.9068864251411284e-17], null], [[-0.2142857142857143, 0.0714285714285714, -0.04858438448757955], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -2.7755575615628914e-17, 2.542515233521504e-17], null], [[-0.2857142857142857, 0.0714285714285714, -0.06427470593585104], null], [[-0.2142857142857143, -2.7755575615628914e-17, 1.9068864251411284e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, 0.0714285714285714, -0.07953694561442197], null], [[-0.2857142857142857, -2.7755575615628914e-17, 2.542515233521504e-17], null], [[-0.2857142857142857, 0.0714285714285714, -0.06427470593585104], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -2.7755575615628914e-17, 2.542515233521504e-17], null], [[-0.2142857142857143, -0.07142857142857145, 0.04858438448757959], null], [[-0.2142857142857143, -2.7755575615628914e-17, 1.9068864251411284e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.0714285714285714, -0.06427470593585104], null], [[-0.2142857142857143, -2.7755575615628914e-17, 1.9068864251411284e-17], null], [[-0.2142857142857143, 0.0714285714285714, -0.04858438448757955], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -2.7755575615628914e-17, 2.542515233521504e-17], null], [[-0.2857142857142857, 0.0714285714285714, -0.06427470593585104], null], [[-0.2142857142857143, -2.7755575615628914e-17, 1.9068864251411284e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, -0.07142857142857145, 0.07953694561442201], null], [[-0.35714285714285715, -2.7755575615628914e-17, 3.1781440419018805e-17], null], [[-0.2857142857142857, -0.07142857142857145, 0.06427470593585108], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, -2.7755575615628914e-17, 3.1781440419018805e-17], null], [[-0.35714285714285715, 0.0714285714285714, -0.07953694561442197], null], [[-0.2857142857142857, -2.7755575615628914e-17, 2.542515233521504e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.07142857142857145, 0.06427470593585108], null], [[-0.2857142857142857, -2.7755575615628914e-17, 2.542515233521504e-17], null], [[-0.2142857142857143, -0.07142857142857145, 0.04858438448757959], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, -2.7755575615628914e-17, 3.1781440419018805e-17], null], [[-0.2857142857142857, -0.07142857142857145, 0.06427470593585108], null], [[-0.2857142857142857, -2.7755575615628914e-17, 2.542515233521504e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, 0.0714285714285714, -0.07953694561442197], null], [[-0.2857142857142857, -2.7755575615628914e-17, 2.542515233521504e-17], null], [[-0.2857142857142857, 0.0714285714285714, -0.06427470593585104], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -2.7755575615628914e-17, 2.542515233521504e-17], null], [[-0.2142857142857143, -0.07142857142857145, 0.04858438448757959], null], [[-0.2142857142857143, -2.7755575615628914e-17, 1.9068864251411284e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.0714285714285714, -0.06427470593585104], null], [[-0.2142857142857143, -2.7755575615628914e-17, 1.9068864251411284e-17], null], [[-0.2142857142857143, 0.0714285714285714, -0.04858438448757955], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -2.7755575615628914e-17, 2.542515233521504e-17], null], [[-0.2857142857142857, 0.0714285714285714, -0.06427470593585104], null], [[-0.2142857142857143, -2.7755575615628914e-17, 1.9068864251411284e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.07142857142857145, 0.04858438448757959], null], [[-0.2142857142857143, -2.7755575615628914e-17, 1.9068864251411284e-17], null], [[-0.14285714285714288, -0.07142857142857145, 0.032570481795513466], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -2.7755575615628914e-17, 1.9068864251411284e-17], null], [[-0.2142857142857143, 0.0714285714285714, -0.04858438448757955], null], [[-0.14285714285714288, -2.7755575615628914e-17, 1.2712576167607524e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.07142857142857145, 0.032570481795513466], null], [[-0.14285714285714288, -2.7755575615628914e-17, 1.2712576167607524e-17], null], [[-0.07142857142857145, -0.07142857142857145, 0.016339653498203217], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -2.7755575615628914e-17, 1.9068864251411284e-17], null], [[-0.14285714285714288, -0.07142857142857145, 0.032570481795513466], null], [[-0.14285714285714288, -2.7755575615628914e-17, 1.2712576167607524e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, 0.2142857142857143, -0.18848704185742376], null], [[-0.2857142857142857, 0.2142857142857143, -0.16637217879973182], null], [[-0.2857142857142857, 0.2857142857142857, -0.19340546420172955], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.2142857142857143, -0.16637217879973182], null], [[-0.2142857142857143, 0.2142857142857143, -0.134328913080853], null], [[-0.2142857142857143, 0.2857142857142857, -0.16637217879973182], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.2857142857142857, -0.19340546420172955], null], [[-0.2142857142857143, 0.2857142857142857, -0.16637217879973182], null], [[-0.2142857142857143, 0.3571428571428571, -0.18848704185742376], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.2142857142857143, -0.16637217879973182], null], [[-0.2857142857142857, 0.2857142857142857, -0.19340546420172955], null], [[-0.2142857142857143, 0.2857142857142857, -0.16637217879973182], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, 0.2142857142857143, -0.18848704185742376], null], [[-0.35714285714285715, 0.2857142857142857, -0.2], null], [[-0.2857142857142857, 0.2857142857142857, -0.19340546420172955], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, 0.2857142857142857, -0.2], null], [[-0.35714285714285715, 0.3571428571428571, -0.1786535241388118], null], [[-0.2857142857142857, 0.3571428571428571, -0.2], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.2857142857142857, -0.19340546420172955], null], [[-0.2857142857142857, 0.3571428571428571, -0.2], null], [[-0.2142857142857143, 0.3571428571428571, -0.18848704185742376], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, 0.2857142857142857, -0.2], null], [[-0.2857142857142857, 0.2857142857142857, -0.19340546420172955], null], [[-0.2857142857142857, 0.3571428571428571, -0.2], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, 0.2142857142857143, -0.18848704185742376], null], [[-0.35714285714285715, 0.2857142857142857, -0.2], null], [[-0.2857142857142857, 0.2857142857142857, -0.19340546420172955], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, 0.2857142857142857, -0.2], null], [[-0.35714285714285715, 0.3571428571428571, -0.1786535241388118], null], [[-0.2857142857142857, 0.3571428571428571, -0.2], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.2857142857142857, -0.19340546420172955], null], [[-0.2857142857142857, 0.3571428571428571, -0.2], null], [[-0.2142857142857143, 0.3571428571428571, -0.18848704185742376], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, 0.2857142857142857, -0.2], null], [[-0.2857142857142857, 0.2857142857142857, -0.19340546420172955], null], [[-0.2857142857142857, 0.3571428571428571, -0.2], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, 0.2142857142857143, -0.18848704185742376], null], [[-0.2857142857142857, 0.2142857142857143, -0.16637217879973182], null], [[-0.2857142857142857, 0.2857142857142857, -0.19340546420172955], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.2142857142857143, -0.16637217879973182], null], [[-0.2142857142857143, 0.2142857142857143, -0.134328913080853], null], [[-0.2142857142857143, 0.2857142857142857, -0.16637217879973182], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.2857142857142857, -0.19340546420172955], null], [[-0.2142857142857143, 0.2857142857142857, -0.16637217879973182], null], [[-0.2142857142857143, 0.3571428571428571, -0.18848704185742376], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.2142857142857143, -0.16637217879973182], null], [[-0.2857142857142857, 0.2857142857142857, -0.19340546420172955], null], [[-0.2142857142857143, 0.2857142857142857, -0.16637217879973182], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, 0.3571428571428571, -0.1786535241388118], null], [[-0.2857142857142857, 0.3571428571428571, -0.2], null], [[-0.2857142857142857, 0.42857142857142855, -0.18545888723933537], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.3571428571428571, -0.2], null], [[-0.2142857142857143, 0.3571428571428571, -0.18848704185742376], null], [[-0.2142857142857143, 0.42857142857142855, -0.19935377880726962], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.42857142857142855, -0.18545888723933537], null], [[-0.2142857142857143, 0.42857142857142855, -0.19935377880726962], null], [[-0.2142857142857143, 0.5, -0.1983239077887227], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.3571428571428571, -0.2], null], [[-0.2857142857142857, 0.42857142857142855, -0.18545888723933537], null], [[-0.2142857142857143, 0.42857142857142855, -0.19935377880726962], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, 0.3571428571428571, -0.1786535241388118], null], [[-0.35714285714285715, 0.42857142857142855, -0.12795477984772738], null], [[-0.2857142857142857, 0.42857142857142855, -0.18545888723933537], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, 0.42857142857142855, -0.12795477984772738], null], [[-0.35714285714285715, 0.5, -0.056233427337279936], null], [[-0.2857142857142857, 0.5, -0.15131880516456192], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.42857142857142855, -0.18545888723933537], null], [[-0.2857142857142857, 0.5, -0.15131880516456192], null], [[-0.2142857142857143, 0.5, -0.1983239077887227], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, 0.42857142857142855, -0.12795477984772738], null], [[-0.2857142857142857, 0.42857142857142855, -0.18545888723933537], null], [[-0.2857142857142857, 0.5, -0.15131880516456192], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, 0.3571428571428571, -0.1786535241388118], null], [[-0.2857142857142857, 0.3571428571428571, -0.2], null], [[-0.2857142857142857, 0.42857142857142855, -0.18545888723933537], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.3571428571428571, -0.2], null], [[-0.2142857142857143, 0.3571428571428571, -0.18848704185742376], null], [[-0.2142857142857143, 0.42857142857142855, -0.19935377880726962], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.42857142857142855, -0.18545888723933537], null], [[-0.2142857142857143, 0.42857142857142855, -0.19935377880726962], null], [[-0.2142857142857143, 0.5, -0.1983239077887227], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.3571428571428571, -0.2], null], [[-0.2857142857142857, 0.42857142857142855, -0.18545888723933537], null], [[-0.2142857142857143, 0.42857142857142855, -0.19935377880726962], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.3571428571428571, -0.18848704185742376], null], [[-0.2142857142857143, 0.42857142857142855, -0.19935377880726962], null], [[-0.14285714285714288, 0.42857142857142855, -0.16637217879973185], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.42857142857142855, -0.19935377880726962], null], [[-0.2142857142857143, 0.5, -0.1983239077887227], null], [[-0.14285714285714288, 0.5, -0.18231325995496644], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.42857142857142855, -0.16637217879973185], null], [[-0.14285714285714288, 0.5, -0.18231325995496644], null], [[-0.07142857142857145, 0.5, -0.10837411009345406], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.42857142857142855, -0.19935377880726962], null], [[-0.14285714285714288, 0.42857142857142855, -0.16637217879973185], null], [[-0.14285714285714288, 0.5, -0.18231325995496644], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, 0.3571428571428571, -0.1786535241388118], null], [[-0.35714285714285715, 0.42857142857142855, -0.12795477984772738], null], [[-0.2857142857142857, 0.42857142857142855, -0.18545888723933537], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, 0.42857142857142855, -0.12795477984772738], null], [[-0.35714285714285715, 0.5, -0.056233427337279936], null], [[-0.2857142857142857, 0.5, -0.15131880516456192], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.42857142857142855, -0.18545888723933537], null], [[-0.2857142857142857, 0.5, -0.15131880516456192], null], [[-0.2142857142857143, 0.5, -0.1983239077887227], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, 0.42857142857142855, -0.12795477984772738], null], [[-0.2857142857142857, 0.42857142857142855, -0.18545888723933537], null], [[-0.2857142857142857, 0.5, -0.15131880516456192], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, 0.3571428571428571, -0.1786535241388118], null], [[-0.2857142857142857, 0.3571428571428571, -0.2], null], [[-0.2857142857142857, 0.42857142857142855, -0.18545888723933537], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.3571428571428571, -0.2], null], [[-0.2142857142857143, 0.3571428571428571, -0.18848704185742376], null], [[-0.2142857142857143, 0.42857142857142855, -0.19935377880726962], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.42857142857142855, -0.18545888723933537], null], [[-0.2142857142857143, 0.42857142857142855, -0.19935377880726962], null], [[-0.2142857142857143, 0.5, -0.1983239077887227], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.3571428571428571, -0.2], null], [[-0.2857142857142857, 0.42857142857142855, -0.18545888723933537], null], [[-0.2142857142857143, 0.42857142857142855, -0.19935377880726962], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.5, 0.1983239077887227], null], [[-0.2142857142857143, -0.4285714285714286, 0.19935377880726962], null], [[-0.14285714285714288, -0.5, 0.18231325995496644], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.4285714285714286, 0.19935377880726962], null], [[-0.2142857142857143, -0.35714285714285715, 0.18848704185742376], null], [[-0.14285714285714288, -0.4285714285714286, 0.16637217879973187], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.5, 0.18231325995496644], null], [[-0.14285714285714288, -0.4285714285714286, 0.16637217879973187], null], [[-0.07142857142857145, -0.5, 0.10837411009345406], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.4285714285714286, 0.19935377880726962], null], [[-0.14285714285714288, -0.5, 0.18231325995496644], null], [[-0.14285714285714288, -0.4285714285714286, 0.16637217879973187], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, -0.35714285714285715, 0.17865352413881175], null], [[-0.2857142857142857, -0.4285714285714286, 0.18545888723933537], null], [[-0.2857142857142857, -0.35714285714285715, 0.2], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.4285714285714286, 0.18545888723933537], null], [[-0.2142857142857143, -0.5, 0.1983239077887227], null], [[-0.2142857142857143, -0.4285714285714286, 0.19935377880726962], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.35714285714285715, 0.2], null], [[-0.2142857142857143, -0.4285714285714286, 0.19935377880726962], null], [[-0.2142857142857143, -0.35714285714285715, 0.18848704185742376], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.4285714285714286, 0.18545888723933537], null], [[-0.2857142857142857, -0.35714285714285715, 0.2], null], [[-0.2142857142857143, -0.4285714285714286, 0.19935377880726962], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.2142857142857143, 0.134328913080853], null], [[-0.2142857142857143, -0.14285714285714288, 0.09426945410341456], null], [[-0.14285714285714288, -0.2142857142857143, 0.09426945410341456], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.14285714285714288, 0.09426945410341456], null], [[-0.2142857142857143, -0.07142857142857145, 0.04858438448757959], null], [[-0.14285714285714288, -0.14285714285714288, 0.06427470593585108], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.2142857142857143, 0.09426945410341456], null], [[-0.14285714285714288, -0.14285714285714288, 0.06427470593585108], null], [[-0.07142857142857145, -0.2142857142857143, 0.04858438448757959], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.14285714285714288, 0.09426945410341456], null], [[-0.14285714285714288, -0.2142857142857143, 0.09426945410341456], null], [[-0.14285714285714288, -0.14285714285714288, 0.06427470593585108], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.07142857142857145, 0.04858438448757959], null], [[-0.14285714285714288, -0.14285714285714288, 0.06427470593585108], null], [[-0.14285714285714288, -0.07142857142857145, 0.032570481795513466], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.14285714285714288, 0.06427470593585108], null], [[-0.07142857142857145, -0.2142857142857143, 0.04858438448757959], null], [[-0.07142857142857145, -0.14285714285714288, 0.032570481795513466], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.07142857142857145, 0.032570481795513466], null], [[-0.07142857142857145, -0.14285714285714288, 0.032570481795513466], null], [[-0.07142857142857145, -0.07142857142857145, 0.016339653498203217], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.14285714285714288, 0.06427470593585108], null], [[-0.14285714285714288, -0.07142857142857145, 0.032570481795513466], null], [[-0.07142857142857145, -0.14285714285714288, 0.032570481795513466], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.07142857142857145, 0.04858438448757959], null], [[-0.14285714285714288, -0.14285714285714288, 0.06427470593585108], null], [[-0.14285714285714288, -0.07142857142857145, 0.032570481795513466], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.14285714285714288, 0.06427470593585108], null], [[-0.07142857142857145, -0.2142857142857143, 0.04858438448757959], null], [[-0.07142857142857145, -0.14285714285714288, 0.032570481795513466], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.07142857142857145, 0.032570481795513466], null], [[-0.07142857142857145, -0.14285714285714288, 0.032570481795513466], null], [[-0.07142857142857145, -0.07142857142857145, 0.016339653498203217], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.14285714285714288, 0.06427470593585108], null], [[-0.14285714285714288, -0.07142857142857145, 0.032570481795513466], null], [[-0.07142857142857145, -0.14285714285714288, 0.032570481795513466], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.2142857142857143, 0.134328913080853], null], [[-0.2142857142857143, -0.14285714285714288, 0.09426945410341456], null], [[-0.14285714285714288, -0.2142857142857143, 0.09426945410341456], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.14285714285714288, 0.09426945410341456], null], [[-0.2142857142857143, -0.07142857142857145, 0.04858438448757959], null], [[-0.14285714285714288, -0.14285714285714288, 0.06427470593585108], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.2142857142857143, 0.09426945410341456], null], [[-0.14285714285714288, -0.14285714285714288, 0.06427470593585108], null], [[-0.07142857142857145, -0.2142857142857143, 0.04858438448757959], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.14285714285714288, 0.09426945410341456], null], [[-0.14285714285714288, -0.2142857142857143, 0.09426945410341456], null], [[-0.14285714285714288, -0.14285714285714288, 0.06427470593585108], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.07142857142857145, 0.04858438448757959], null], [[-0.14285714285714288, -0.14285714285714288, 0.06427470593585108], null], [[-0.14285714285714288, -0.07142857142857145, 0.032570481795513466], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.14285714285714288, 0.06427470593585108], null], [[-0.07142857142857145, -0.2142857142857143, 0.04858438448757959], null], [[-0.07142857142857145, -0.14285714285714288, 0.032570481795513466], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.07142857142857145, 0.032570481795513466], null], [[-0.07142857142857145, -0.14285714285714288, 0.032570481795513466], null], [[-0.07142857142857145, -0.07142857142857145, 0.016339653498203217], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.14285714285714288, 0.06427470593585108], null], [[-0.14285714285714288, -0.07142857142857145, 0.032570481795513466], null], [[-0.07142857142857145, -0.14285714285714288, 0.032570481795513466], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.07142857142857145, 0.04858438448757959], null], [[-0.2142857142857143, -2.7755575615628914e-17, 1.9068864251411284e-17], null], [[-0.14285714285714288, -0.07142857142857145, 0.032570481795513466], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -2.7755575615628914e-17, 1.9068864251411284e-17], null], [[-0.2142857142857143, 0.0714285714285714, -0.04858438448757955], null], [[-0.14285714285714288, -2.7755575615628914e-17, 1.2712576167607524e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.07142857142857145, 0.032570481795513466], null], [[-0.14285714285714288, -2.7755575615628914e-17, 1.2712576167607524e-17], null], [[-0.07142857142857145, -0.07142857142857145, 0.016339653498203217], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -2.7755575615628914e-17, 1.9068864251411284e-17], null], [[-0.14285714285714288, -0.07142857142857145, 0.032570481795513466], null], [[-0.14285714285714288, -2.7755575615628914e-17, 1.2712576167607524e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.07142857142857145, 0.04858438448757959], null], [[-0.14285714285714288, -0.14285714285714288, 0.06427470593585108], null], [[-0.14285714285714288, -0.07142857142857145, 0.032570481795513466], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.14285714285714288, 0.06427470593585108], null], [[-0.07142857142857145, -0.2142857142857143, 0.04858438448757959], null], [[-0.07142857142857145, -0.14285714285714288, 0.032570481795513466], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.07142857142857145, 0.032570481795513466], null], [[-0.07142857142857145, -0.14285714285714288, 0.032570481795513466], null], [[-0.07142857142857145, -0.07142857142857145, 0.016339653498203217], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.14285714285714288, 0.06427470593585108], null], [[-0.14285714285714288, -0.07142857142857145, 0.032570481795513466], null], [[-0.07142857142857145, -0.14285714285714288, 0.032570481795513466], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -0.2142857142857143, 0.04858438448757959], null], [[-0.07142857142857145, -0.14285714285714288, 0.032570481795513466], null], [[-2.7755575615628914e-17, -0.2142857142857143, 1.9068864251411284e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -0.14285714285714288, 0.032570481795513466], null], [[-0.07142857142857145, -0.07142857142857145, 0.016339653498203217], null], [[-2.7755575615628914e-17, -0.14285714285714288, 1.2712576167607524e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, -0.2142857142857143, 1.9068864251411284e-17], null], [[-2.7755575615628914e-17, -0.14285714285714288, 1.2712576167607524e-17], null], [[0.0714285714285714, -0.2142857142857143, -0.04858438448757955], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -0.14285714285714288, 0.032570481795513466], null], [[-2.7755575615628914e-17, -0.2142857142857143, 1.9068864251411284e-17], null], [[-2.7755575615628914e-17, -0.14285714285714288, 1.2712576167607524e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.07142857142857145, 0.04858438448757959], null], [[-0.2142857142857143, -2.7755575615628914e-17, 1.9068864251411284e-17], null], [[-0.14285714285714288, -0.07142857142857145, 0.032570481795513466], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -2.7755575615628914e-17, 1.9068864251411284e-17], null], [[-0.2142857142857143, 0.0714285714285714, -0.04858438448757955], null], [[-0.14285714285714288, -2.7755575615628914e-17, 1.2712576167607524e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.07142857142857145, 0.032570481795513466], null], [[-0.14285714285714288, -2.7755575615628914e-17, 1.2712576167607524e-17], null], [[-0.07142857142857145, -0.07142857142857145, 0.016339653498203217], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -2.7755575615628914e-17, 1.9068864251411284e-17], null], [[-0.14285714285714288, -0.07142857142857145, 0.032570481795513466], null], [[-0.14285714285714288, -2.7755575615628914e-17, 1.2712576167607524e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, 0.0714285714285714, -0.07953694561442197], null], [[-0.2857142857142857, -2.7755575615628914e-17, 2.542515233521504e-17], null], [[-0.2857142857142857, 0.0714285714285714, -0.06427470593585104], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -2.7755575615628914e-17, 2.542515233521504e-17], null], [[-0.2142857142857143, -0.07142857142857145, 0.04858438448757959], null], [[-0.2142857142857143, -2.7755575615628914e-17, 1.9068864251411284e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.0714285714285714, -0.06427470593585104], null], [[-0.2142857142857143, -2.7755575615628914e-17, 1.9068864251411284e-17], null], [[-0.2142857142857143, 0.0714285714285714, -0.04858438448757955], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -2.7755575615628914e-17, 2.542515233521504e-17], null], [[-0.2857142857142857, 0.0714285714285714, -0.06427470593585104], null], [[-0.2142857142857143, -2.7755575615628914e-17, 1.9068864251411284e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.07142857142857145, 0.04858438448757959], null], [[-0.2142857142857143, -2.7755575615628914e-17, 1.9068864251411284e-17], null], [[-0.14285714285714288, -0.07142857142857145, 0.032570481795513466], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -2.7755575615628914e-17, 1.9068864251411284e-17], null], [[-0.2142857142857143, 0.0714285714285714, -0.04858438448757955], null], [[-0.14285714285714288, -2.7755575615628914e-17, 1.2712576167607524e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.07142857142857145, 0.032570481795513466], null], [[-0.14285714285714288, -2.7755575615628914e-17, 1.2712576167607524e-17], null], [[-0.07142857142857145, -0.07142857142857145, 0.016339653498203217], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -2.7755575615628914e-17, 1.9068864251411284e-17], null], [[-0.14285714285714288, -0.07142857142857145, 0.032570481795513466], null], [[-0.14285714285714288, -2.7755575615628914e-17, 1.2712576167607524e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.07142857142857145, 0.04858438448757959], null], [[-0.14285714285714288, -0.14285714285714288, 0.06427470593585108], null], [[-0.14285714285714288, -0.07142857142857145, 0.032570481795513466], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.14285714285714288, 0.06427470593585108], null], [[-0.07142857142857145, -0.2142857142857143, 0.04858438448757959], null], [[-0.07142857142857145, -0.14285714285714288, 0.032570481795513466], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.07142857142857145, 0.032570481795513466], null], [[-0.07142857142857145, -0.14285714285714288, 0.032570481795513466], null], [[-0.07142857142857145, -0.07142857142857145, 0.016339653498203217], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.14285714285714288, 0.06427470593585108], null], [[-0.14285714285714288, -0.07142857142857145, 0.032570481795513466], null], [[-0.07142857142857145, -0.14285714285714288, 0.032570481795513466], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.07142857142857145, 0.04858438448757959], null], [[-0.2142857142857143, -2.7755575615628914e-17, 1.9068864251411284e-17], null], [[-0.14285714285714288, -0.07142857142857145, 0.032570481795513466], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -2.7755575615628914e-17, 1.9068864251411284e-17], null], [[-0.2142857142857143, 0.0714285714285714, -0.04858438448757955], null], [[-0.14285714285714288, -2.7755575615628914e-17, 1.2712576167607524e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.07142857142857145, 0.032570481795513466], null], [[-0.14285714285714288, -2.7755575615628914e-17, 1.2712576167607524e-17], null], [[-0.07142857142857145, -0.07142857142857145, 0.016339653498203217], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -2.7755575615628914e-17, 1.9068864251411284e-17], null], [[-0.14285714285714288, -0.07142857142857145, 0.032570481795513466], null], [[-0.14285714285714288, -2.7755575615628914e-17, 1.2712576167607524e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.0714285714285714, -0.04858438448757955], null], [[-0.14285714285714288, -2.7755575615628914e-17, 1.2712576167607524e-17], null], [[-0.14285714285714288, 0.0714285714285714, -0.03257048179551345], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -2.7755575615628914e-17, 1.2712576167607524e-17], null], [[-0.07142857142857145, -0.07142857142857145, 0.016339653498203217], null], [[-0.07142857142857145, -2.7755575615628914e-17, 6.356288083803763e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.0714285714285714, -0.03257048179551345], null], [[-0.07142857142857145, -2.7755575615628914e-17, 6.356288083803763e-18], null], [[-0.07142857142857145, 0.0714285714285714, -0.016339653498203204], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -2.7755575615628914e-17, 1.2712576167607524e-17], null], [[-0.14285714285714288, 0.0714285714285714, -0.03257048179551345], null], [[-0.07142857142857145, -2.7755575615628914e-17, 6.356288083803763e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.0714285714285714, -0.04858438448757955], null], [[-0.14285714285714288, -2.7755575615628914e-17, 1.2712576167607524e-17], null], [[-0.14285714285714288, 0.0714285714285714, -0.03257048179551345], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -2.7755575615628914e-17, 1.2712576167607524e-17], null], [[-0.07142857142857145, -0.07142857142857145, 0.016339653498203217], null], [[-0.07142857142857145, -2.7755575615628914e-17, 6.356288083803763e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.0714285714285714, -0.03257048179551345], null], [[-0.07142857142857145, -2.7755575615628914e-17, 6.356288083803763e-18], null], [[-0.07142857142857145, 0.0714285714285714, -0.016339653498203204], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -2.7755575615628914e-17, 1.2712576167607524e-17], null], [[-0.14285714285714288, 0.0714285714285714, -0.03257048179551345], null], [[-0.07142857142857145, -2.7755575615628914e-17, 6.356288083803763e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.07142857142857145, 0.04858438448757959], null], [[-0.2142857142857143, -2.7755575615628914e-17, 1.9068864251411284e-17], null], [[-0.14285714285714288, -0.07142857142857145, 0.032570481795513466], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -2.7755575615628914e-17, 1.9068864251411284e-17], null], [[-0.2142857142857143, 0.0714285714285714, -0.04858438448757955], null], [[-0.14285714285714288, -2.7755575615628914e-17, 1.2712576167607524e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.07142857142857145, 0.032570481795513466], null], [[-0.14285714285714288, -2.7755575615628914e-17, 1.2712576167607524e-17], null], [[-0.07142857142857145, -0.07142857142857145, 0.016339653498203217], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -2.7755575615628914e-17, 1.9068864251411284e-17], null], [[-0.14285714285714288, -0.07142857142857145, 0.032570481795513466], null], [[-0.14285714285714288, -2.7755575615628914e-17, 1.2712576167607524e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.0714285714285714, -0.04858438448757955], null], [[-0.14285714285714288, -2.7755575615628914e-17, 1.2712576167607524e-17], null], [[-0.14285714285714288, 0.0714285714285714, -0.03257048179551345], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -2.7755575615628914e-17, 1.2712576167607524e-17], null], [[-0.07142857142857145, -0.07142857142857145, 0.016339653498203217], null], [[-0.07142857142857145, -2.7755575615628914e-17, 6.356288083803763e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.0714285714285714, -0.03257048179551345], null], [[-0.07142857142857145, -2.7755575615628914e-17, 6.356288083803763e-18], null], [[-0.07142857142857145, 0.0714285714285714, -0.016339653498203204], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -2.7755575615628914e-17, 1.2712576167607524e-17], null], [[-0.14285714285714288, 0.0714285714285714, -0.03257048179551345], null], [[-0.07142857142857145, -2.7755575615628914e-17, 6.356288083803763e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -0.07142857142857145, 0.016339653498203217], null], [[-0.07142857142857145, -2.7755575615628914e-17, 6.356288083803763e-18], null], [[-2.7755575615628914e-17, -0.07142857142857145, 6.356288083803763e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -2.7755575615628914e-17, 6.356288083803763e-18], null], [[-0.07142857142857145, 0.0714285714285714, -0.016339653498203204], null], [[-2.7755575615628914e-17, -2.7755575615628914e-17, 2.469914083626308e-33], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, -0.07142857142857145, 6.356288083803763e-18], null], [[-2.7755575615628914e-17, -2.7755575615628914e-17, 2.469914083626308e-33], null], [[0.0714285714285714, -0.07142857142857145, -0.016339653498203204], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -2.7755575615628914e-17, 6.356288083803763e-18], null], [[-2.7755575615628914e-17, -0.07142857142857145, 6.356288083803763e-18], null], [[-2.7755575615628914e-17, -2.7755575615628914e-17, 2.469914083626308e-33], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.0714285714285714, -0.04858438448757955], null], [[-0.14285714285714288, 0.0714285714285714, -0.03257048179551345], null], [[-0.14285714285714288, 0.14285714285714285, -0.06427470593585108], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.0714285714285714, -0.03257048179551345], null], [[-0.07142857142857145, 0.0714285714285714, -0.016339653498203204], null], [[-0.07142857142857145, 0.14285714285714285, -0.03257048179551346], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.14285714285714285, -0.06427470593585108], null], [[-0.07142857142857145, 0.14285714285714285, -0.03257048179551346], null], [[-0.07142857142857145, 0.2142857142857143, -0.04858438448757959], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.0714285714285714, -0.03257048179551345], null], [[-0.14285714285714288, 0.14285714285714285, -0.06427470593585108], null], [[-0.07142857142857145, 0.14285714285714285, -0.03257048179551346], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.0714285714285714, -0.04858438448757955], null], [[-0.2142857142857143, 0.14285714285714285, -0.09426945410341453], null], [[-0.14285714285714288, 0.14285714285714285, -0.06427470593585108], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.14285714285714285, -0.09426945410341453], null], [[-0.2142857142857143, 0.2142857142857143, -0.134328913080853], null], [[-0.14285714285714288, 0.2142857142857143, -0.09426945410341456], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.14285714285714285, -0.06427470593585108], null], [[-0.14285714285714288, 0.2142857142857143, -0.09426945410341456], null], [[-0.07142857142857145, 0.2142857142857143, -0.04858438448757959], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.14285714285714285, -0.09426945410341453], null], [[-0.14285714285714288, 0.14285714285714285, -0.06427470593585108], null], [[-0.14285714285714288, 0.2142857142857143, -0.09426945410341456], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.0714285714285714, -0.04858438448757955], null], [[-0.14285714285714288, 0.0714285714285714, -0.03257048179551345], null], [[-0.14285714285714288, 0.14285714285714285, -0.06427470593585108], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.0714285714285714, -0.03257048179551345], null], [[-0.07142857142857145, 0.0714285714285714, -0.016339653498203204], null], [[-0.07142857142857145, 0.14285714285714285, -0.03257048179551346], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.14285714285714285, -0.06427470593585108], null], [[-0.07142857142857145, 0.14285714285714285, -0.03257048179551346], null], [[-0.07142857142857145, 0.2142857142857143, -0.04858438448757959], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.0714285714285714, -0.03257048179551345], null], [[-0.14285714285714288, 0.14285714285714285, -0.06427470593585108], null], [[-0.07142857142857145, 0.14285714285714285, -0.03257048179551346], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.0714285714285714, -0.016339653498203204], null], [[-0.07142857142857145, 0.14285714285714285, -0.03257048179551346], null], [[-2.7755575615628914e-17, 0.14285714285714285, -1.271257616760752e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.14285714285714285, -0.03257048179551346], null], [[-0.07142857142857145, 0.2142857142857143, -0.04858438448757959], null], [[-2.7755575615628914e-17, 0.2142857142857143, -1.9068864251411284e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 0.14285714285714285, -1.271257616760752e-17], null], [[-2.7755575615628914e-17, 0.2142857142857143, -1.9068864251411284e-17], null], [[0.0714285714285714, 0.2142857142857143, 0.04858438448757955], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.14285714285714285, -0.03257048179551346], null], [[-2.7755575615628914e-17, 0.14285714285714285, -1.271257616760752e-17], null], [[-2.7755575615628914e-17, 0.2142857142857143, -1.9068864251411284e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.0714285714285714, -0.04858438448757955], null], [[-0.2142857142857143, 0.14285714285714285, -0.09426945410341453], null], [[-0.14285714285714288, 0.14285714285714285, -0.06427470593585108], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.14285714285714285, -0.09426945410341453], null], [[-0.2142857142857143, 0.2142857142857143, -0.134328913080853], null], [[-0.14285714285714288, 0.2142857142857143, -0.09426945410341456], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.14285714285714285, -0.06427470593585108], null], [[-0.14285714285714288, 0.2142857142857143, -0.09426945410341456], null], [[-0.07142857142857145, 0.2142857142857143, -0.04858438448757959], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.14285714285714285, -0.09426945410341453], null], [[-0.14285714285714288, 0.14285714285714285, -0.06427470593585108], null], [[-0.14285714285714288, 0.2142857142857143, -0.09426945410341456], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.0714285714285714, -0.04858438448757955], null], [[-0.14285714285714288, 0.0714285714285714, -0.03257048179551345], null], [[-0.14285714285714288, 0.14285714285714285, -0.06427470593585108], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.0714285714285714, -0.03257048179551345], null], [[-0.07142857142857145, 0.0714285714285714, -0.016339653498203204], null], [[-0.07142857142857145, 0.14285714285714285, -0.03257048179551346], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.14285714285714285, -0.06427470593585108], null], [[-0.07142857142857145, 0.14285714285714285, -0.03257048179551346], null], [[-0.07142857142857145, 0.2142857142857143, -0.04858438448757959], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.0714285714285714, -0.03257048179551345], null], [[-0.14285714285714288, 0.14285714285714285, -0.06427470593585108], null], [[-0.07142857142857145, 0.14285714285714285, -0.03257048179551346], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.3571428571428571, -0.18848704185742376], null], [[-0.2142857142857143, 0.42857142857142855, -0.19935377880726962], null], [[-0.14285714285714288, 0.42857142857142855, -0.16637217879973185], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.42857142857142855, -0.19935377880726962], null], [[-0.2142857142857143, 0.5, -0.1983239077887227], null], [[-0.14285714285714288, 0.5, -0.18231325995496644], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.42857142857142855, -0.16637217879973185], null], [[-0.14285714285714288, 0.5, -0.18231325995496644], null], [[-0.07142857142857145, 0.5, -0.10837411009345406], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.42857142857142855, -0.19935377880726962], null], [[-0.14285714285714288, 0.42857142857142855, -0.16637217879973185], null], [[-0.14285714285714288, 0.5, -0.18231325995496644], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, 0.3571428571428571, -0.1786535241388118], null], [[-0.2857142857142857, 0.3571428571428571, -0.2], null], [[-0.2857142857142857, 0.42857142857142855, -0.18545888723933537], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.3571428571428571, -0.2], null], [[-0.2142857142857143, 0.3571428571428571, -0.18848704185742376], null], [[-0.2142857142857143, 0.42857142857142855, -0.19935377880726962], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.42857142857142855, -0.18545888723933537], null], [[-0.2142857142857143, 0.42857142857142855, -0.19935377880726962], null], [[-0.2142857142857143, 0.5, -0.1983239077887227], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.3571428571428571, -0.2], null], [[-0.2857142857142857, 0.42857142857142855, -0.18545888723933537], null], [[-0.2142857142857143, 0.42857142857142855, -0.19935377880726962], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -0.35714285714285715, 0.07953694561442201], null], [[-0.07142857142857145, -0.2857142857142857, 0.06427470593585108], null], [[-2.7755575615628914e-17, -0.35714285714285715, 3.1781440419018805e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -0.2857142857142857, 0.06427470593585108], null], [[-0.07142857142857145, -0.2142857142857143, 0.04858438448757959], null], [[-2.7755575615628914e-17, -0.2857142857142857, 2.542515233521504e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, -0.35714285714285715, 3.1781440419018805e-17], null], [[-2.7755575615628914e-17, -0.2857142857142857, 2.542515233521504e-17], null], [[0.0714285714285714, -0.35714285714285715, -0.07953694561442197], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -0.2857142857142857, 0.06427470593585108], null], [[-2.7755575615628914e-17, -0.35714285714285715, 3.1781440419018805e-17], null], [[-2.7755575615628914e-17, -0.2857142857142857, 2.542515233521504e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -0.2142857142857143, 0.04858438448757959], null], [[-2.7755575615628914e-17, -0.2857142857142857, 2.542515233521504e-17], null], [[-2.7755575615628914e-17, -0.2142857142857143, 1.9068864251411284e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, -0.2857142857142857, 2.542515233521504e-17], null], [[0.0714285714285714, -0.35714285714285715, -0.07953694561442197], null], [[0.0714285714285714, -0.2857142857142857, -0.06427470593585104], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, -0.2142857142857143, 1.9068864251411284e-17], null], [[0.0714285714285714, -0.2857142857142857, -0.06427470593585104], null], [[0.0714285714285714, -0.2142857142857143, -0.04858438448757955], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, -0.2857142857142857, 2.542515233521504e-17], null], [[-2.7755575615628914e-17, -0.2142857142857143, 1.9068864251411284e-17], null], [[0.0714285714285714, -0.2857142857142857, -0.06427470593585104], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -0.2142857142857143, 0.04858438448757959], null], [[-2.7755575615628914e-17, -0.2857142857142857, 2.542515233521504e-17], null], [[-2.7755575615628914e-17, -0.2142857142857143, 1.9068864251411284e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, -0.2857142857142857, 2.542515233521504e-17], null], [[0.0714285714285714, -0.35714285714285715, -0.07953694561442197], null], [[0.0714285714285714, -0.2857142857142857, -0.06427470593585104], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, -0.2142857142857143, 1.9068864251411284e-17], null], [[0.0714285714285714, -0.2857142857142857, -0.06427470593585104], null], [[0.0714285714285714, -0.2142857142857143, -0.04858438448757955], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, -0.2857142857142857, 2.542515233521504e-17], null], [[-2.7755575615628914e-17, -0.2142857142857143, 1.9068864251411284e-17], null], [[0.0714285714285714, -0.2857142857142857, -0.06427470593585104], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -0.35714285714285715, 0.07953694561442201], null], [[-0.07142857142857145, -0.2857142857142857, 0.06427470593585108], null], [[-2.7755575615628914e-17, -0.35714285714285715, 3.1781440419018805e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -0.2857142857142857, 0.06427470593585108], null], [[-0.07142857142857145, -0.2142857142857143, 0.04858438448757959], null], [[-2.7755575615628914e-17, -0.2857142857142857, 2.542515233521504e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, -0.35714285714285715, 3.1781440419018805e-17], null], [[-2.7755575615628914e-17, -0.2857142857142857, 2.542515233521504e-17], null], [[0.0714285714285714, -0.35714285714285715, -0.07953694561442197], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -0.2857142857142857, 0.06427470593585108], null], [[-2.7755575615628914e-17, -0.35714285714285715, 3.1781440419018805e-17], null], [[-2.7755575615628914e-17, -0.2857142857142857, 2.542515233521504e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -0.2142857142857143, 0.04858438448757959], null], [[-2.7755575615628914e-17, -0.2857142857142857, 2.542515233521504e-17], null], [[-2.7755575615628914e-17, -0.2142857142857143, 1.9068864251411284e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, -0.2857142857142857, 2.542515233521504e-17], null], [[0.0714285714285714, -0.35714285714285715, -0.07953694561442197], null], [[0.0714285714285714, -0.2857142857142857, -0.06427470593585104], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, -0.2142857142857143, 1.9068864251411284e-17], null], [[0.0714285714285714, -0.2857142857142857, -0.06427470593585104], null], [[0.0714285714285714, -0.2142857142857143, -0.04858438448757955], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, -0.2857142857142857, 2.542515233521504e-17], null], [[-2.7755575615628914e-17, -0.2142857142857143, 1.9068864251411284e-17], null], [[0.0714285714285714, -0.2857142857142857, -0.06427470593585104], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -0.2142857142857143, 0.04858438448757959], null], [[-0.07142857142857145, -0.14285714285714288, 0.032570481795513466], null], [[-2.7755575615628914e-17, -0.2142857142857143, 1.9068864251411284e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -0.14285714285714288, 0.032570481795513466], null], [[-0.07142857142857145, -0.07142857142857145, 0.016339653498203217], null], [[-2.7755575615628914e-17, -0.14285714285714288, 1.2712576167607524e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, -0.2142857142857143, 1.9068864251411284e-17], null], [[-2.7755575615628914e-17, -0.14285714285714288, 1.2712576167607524e-17], null], [[0.0714285714285714, -0.2142857142857143, -0.04858438448757955], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -0.14285714285714288, 0.032570481795513466], null], [[-2.7755575615628914e-17, -0.2142857142857143, 1.9068864251411284e-17], null], [[-2.7755575615628914e-17, -0.14285714285714288, 1.2712576167607524e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -0.2142857142857143, 0.04858438448757959], null], [[-0.07142857142857145, -0.14285714285714288, 0.032570481795513466], null], [[-2.7755575615628914e-17, -0.2142857142857143, 1.9068864251411284e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -0.14285714285714288, 0.032570481795513466], null], [[-0.07142857142857145, -0.07142857142857145, 0.016339653498203217], null], [[-2.7755575615628914e-17, -0.14285714285714288, 1.2712576167607524e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, -0.2142857142857143, 1.9068864251411284e-17], null], [[-2.7755575615628914e-17, -0.14285714285714288, 1.2712576167607524e-17], null], [[0.0714285714285714, -0.2142857142857143, -0.04858438448757955], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -0.14285714285714288, 0.032570481795513466], null], [[-2.7755575615628914e-17, -0.2142857142857143, 1.9068864251411284e-17], null], [[-2.7755575615628914e-17, -0.14285714285714288, 1.2712576167607524e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.07142857142857145, 0.04858438448757959], null], [[-0.14285714285714288, -0.14285714285714288, 0.06427470593585108], null], [[-0.14285714285714288, -0.07142857142857145, 0.032570481795513466], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.14285714285714288, 0.06427470593585108], null], [[-0.07142857142857145, -0.2142857142857143, 0.04858438448757959], null], [[-0.07142857142857145, -0.14285714285714288, 0.032570481795513466], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.07142857142857145, 0.032570481795513466], null], [[-0.07142857142857145, -0.14285714285714288, 0.032570481795513466], null], [[-0.07142857142857145, -0.07142857142857145, 0.016339653498203217], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.14285714285714288, 0.06427470593585108], null], [[-0.14285714285714288, -0.07142857142857145, 0.032570481795513466], null], [[-0.07142857142857145, -0.14285714285714288, 0.032570481795513466], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -0.2142857142857143, 0.04858438448757959], null], [[-0.07142857142857145, -0.14285714285714288, 0.032570481795513466], null], [[-2.7755575615628914e-17, -0.2142857142857143, 1.9068864251411284e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -0.14285714285714288, 0.032570481795513466], null], [[-0.07142857142857145, -0.07142857142857145, 0.016339653498203217], null], [[-2.7755575615628914e-17, -0.14285714285714288, 1.2712576167607524e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, -0.2142857142857143, 1.9068864251411284e-17], null], [[-2.7755575615628914e-17, -0.14285714285714288, 1.2712576167607524e-17], null], [[0.0714285714285714, -0.2142857142857143, -0.04858438448757955], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -0.14285714285714288, 0.032570481795513466], null], [[-2.7755575615628914e-17, -0.2142857142857143, 1.9068864251411284e-17], null], [[-2.7755575615628914e-17, -0.14285714285714288, 1.2712576167607524e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -0.2142857142857143, 0.04858438448757959], null], [[-2.7755575615628914e-17, -0.2857142857142857, 2.542515233521504e-17], null], [[-2.7755575615628914e-17, -0.2142857142857143, 1.9068864251411284e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, -0.2857142857142857, 2.542515233521504e-17], null], [[0.0714285714285714, -0.35714285714285715, -0.07953694561442197], null], [[0.0714285714285714, -0.2857142857142857, -0.06427470593585104], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, -0.2142857142857143, 1.9068864251411284e-17], null], [[0.0714285714285714, -0.2857142857142857, -0.06427470593585104], null], [[0.0714285714285714, -0.2142857142857143, -0.04858438448757955], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, -0.2857142857142857, 2.542515233521504e-17], null], [[-2.7755575615628914e-17, -0.2142857142857143, 1.9068864251411284e-17], null], [[0.0714285714285714, -0.2857142857142857, -0.06427470593585104], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -0.2142857142857143, 0.04858438448757959], null], [[-0.07142857142857145, -0.14285714285714288, 0.032570481795513466], null], [[-2.7755575615628914e-17, -0.2142857142857143, 1.9068864251411284e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -0.14285714285714288, 0.032570481795513466], null], [[-0.07142857142857145, -0.07142857142857145, 0.016339653498203217], null], [[-2.7755575615628914e-17, -0.14285714285714288, 1.2712576167607524e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, -0.2142857142857143, 1.9068864251411284e-17], null], [[-2.7755575615628914e-17, -0.14285714285714288, 1.2712576167607524e-17], null], [[0.0714285714285714, -0.2142857142857143, -0.04858438448757955], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -0.14285714285714288, 0.032570481795513466], null], [[-2.7755575615628914e-17, -0.2142857142857143, 1.9068864251411284e-17], null], [[-2.7755575615628914e-17, -0.14285714285714288, 1.2712576167607524e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -0.07142857142857145, 0.016339653498203217], null], [[-2.7755575615628914e-17, -0.14285714285714288, 1.2712576167607524e-17], null], [[-2.7755575615628914e-17, -0.07142857142857145, 6.356288083803763e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, -0.14285714285714288, 1.2712576167607524e-17], null], [[0.0714285714285714, -0.2142857142857143, -0.04858438448757955], null], [[0.0714285714285714, -0.14285714285714288, -0.03257048179551345], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, -0.07142857142857145, 6.356288083803763e-18], null], [[0.0714285714285714, -0.14285714285714288, -0.03257048179551345], null], [[0.0714285714285714, -0.07142857142857145, -0.016339653498203204], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, -0.14285714285714288, 1.2712576167607524e-17], null], [[-2.7755575615628914e-17, -0.07142857142857145, 6.356288083803763e-18], null], [[0.0714285714285714, -0.14285714285714288, -0.03257048179551345], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -0.07142857142857145, 0.016339653498203217], null], [[-2.7755575615628914e-17, -0.14285714285714288, 1.2712576167607524e-17], null], [[-2.7755575615628914e-17, -0.07142857142857145, 6.356288083803763e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, -0.14285714285714288, 1.2712576167607524e-17], null], [[0.0714285714285714, -0.2142857142857143, -0.04858438448757955], null], [[0.0714285714285714, -0.14285714285714288, -0.03257048179551345], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, -0.07142857142857145, 6.356288083803763e-18], null], [[0.0714285714285714, -0.14285714285714288, -0.03257048179551345], null], [[0.0714285714285714, -0.07142857142857145, -0.016339653498203204], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, -0.14285714285714288, 1.2712576167607524e-17], null], [[-2.7755575615628914e-17, -0.07142857142857145, 6.356288083803763e-18], null], [[0.0714285714285714, -0.14285714285714288, -0.03257048179551345], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -0.2142857142857143, 0.04858438448757959], null], [[-0.07142857142857145, -0.14285714285714288, 0.032570481795513466], null], [[-2.7755575615628914e-17, -0.2142857142857143, 1.9068864251411284e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -0.14285714285714288, 0.032570481795513466], null], [[-0.07142857142857145, -0.07142857142857145, 0.016339653498203217], null], [[-2.7755575615628914e-17, -0.14285714285714288, 1.2712576167607524e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, -0.2142857142857143, 1.9068864251411284e-17], null], [[-2.7755575615628914e-17, -0.14285714285714288, 1.2712576167607524e-17], null], [[0.0714285714285714, -0.2142857142857143, -0.04858438448757955], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -0.14285714285714288, 0.032570481795513466], null], [[-2.7755575615628914e-17, -0.2142857142857143, 1.9068864251411284e-17], null], [[-2.7755575615628914e-17, -0.14285714285714288, 1.2712576167607524e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -0.07142857142857145, 0.016339653498203217], null], [[-2.7755575615628914e-17, -0.14285714285714288, 1.2712576167607524e-17], null], [[-2.7755575615628914e-17, -0.07142857142857145, 6.356288083803763e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, -0.14285714285714288, 1.2712576167607524e-17], null], [[0.0714285714285714, -0.2142857142857143, -0.04858438448757955], null], [[0.0714285714285714, -0.14285714285714288, -0.03257048179551345], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, -0.07142857142857145, 6.356288083803763e-18], null], [[0.0714285714285714, -0.14285714285714288, -0.03257048179551345], null], [[0.0714285714285714, -0.07142857142857145, -0.016339653498203204], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, -0.14285714285714288, 1.2712576167607524e-17], null], [[-2.7755575615628914e-17, -0.07142857142857145, 6.356288083803763e-18], null], [[0.0714285714285714, -0.14285714285714288, -0.03257048179551345], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -0.07142857142857145, 0.016339653498203217], null], [[-0.07142857142857145, -2.7755575615628914e-17, 6.356288083803763e-18], null], [[-2.7755575615628914e-17, -0.07142857142857145, 6.356288083803763e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -2.7755575615628914e-17, 6.356288083803763e-18], null], [[-0.07142857142857145, 0.0714285714285714, -0.016339653498203204], null], [[-2.7755575615628914e-17, -2.7755575615628914e-17, 2.469914083626308e-33], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, -0.07142857142857145, 6.356288083803763e-18], null], [[-2.7755575615628914e-17, -2.7755575615628914e-17, 2.469914083626308e-33], null], [[0.0714285714285714, -0.07142857142857145, -0.016339653498203204], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -2.7755575615628914e-17, 6.356288083803763e-18], null], [[-2.7755575615628914e-17, -0.07142857142857145, 6.356288083803763e-18], null], [[-2.7755575615628914e-17, -2.7755575615628914e-17, 2.469914083626308e-33], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -0.07142857142857145, 0.016339653498203217], null], [[-0.07142857142857145, -2.7755575615628914e-17, 6.356288083803763e-18], null], [[-2.7755575615628914e-17, -0.07142857142857145, 6.356288083803763e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -2.7755575615628914e-17, 6.356288083803763e-18], null], [[-0.07142857142857145, 0.0714285714285714, -0.016339653498203204], null], [[-2.7755575615628914e-17, -2.7755575615628914e-17, 2.469914083626308e-33], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, -0.07142857142857145, 6.356288083803763e-18], null], [[-2.7755575615628914e-17, -2.7755575615628914e-17, 2.469914083626308e-33], null], [[0.0714285714285714, -0.07142857142857145, -0.016339653498203204], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -2.7755575615628914e-17, 6.356288083803763e-18], null], [[-2.7755575615628914e-17, -0.07142857142857145, 6.356288083803763e-18], null], [[-2.7755575615628914e-17, -2.7755575615628914e-17, 2.469914083626308e-33], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.0714285714285714, -0.04858438448757955], null], [[-0.14285714285714288, -2.7755575615628914e-17, 1.2712576167607524e-17], null], [[-0.14285714285714288, 0.0714285714285714, -0.03257048179551345], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -2.7755575615628914e-17, 1.2712576167607524e-17], null], [[-0.07142857142857145, -0.07142857142857145, 0.016339653498203217], null], [[-0.07142857142857145, -2.7755575615628914e-17, 6.356288083803763e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.0714285714285714, -0.03257048179551345], null], [[-0.07142857142857145, -2.7755575615628914e-17, 6.356288083803763e-18], null], [[-0.07142857142857145, 0.0714285714285714, -0.016339653498203204], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -2.7755575615628914e-17, 1.2712576167607524e-17], null], [[-0.14285714285714288, 0.0714285714285714, -0.03257048179551345], null], [[-0.07142857142857145, -2.7755575615628914e-17, 6.356288083803763e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -0.07142857142857145, 0.016339653498203217], null], [[-0.07142857142857145, -2.7755575615628914e-17, 6.356288083803763e-18], null], [[-2.7755575615628914e-17, -0.07142857142857145, 6.356288083803763e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -2.7755575615628914e-17, 6.356288083803763e-18], null], [[-0.07142857142857145, 0.0714285714285714, -0.016339653498203204], null], [[-2.7755575615628914e-17, -2.7755575615628914e-17, 2.469914083626308e-33], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, -0.07142857142857145, 6.356288083803763e-18], null], [[-2.7755575615628914e-17, -2.7755575615628914e-17, 2.469914083626308e-33], null], [[0.0714285714285714, -0.07142857142857145, -0.016339653498203204], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -2.7755575615628914e-17, 6.356288083803763e-18], null], [[-2.7755575615628914e-17, -0.07142857142857145, 6.356288083803763e-18], null], [[-2.7755575615628914e-17, -2.7755575615628914e-17, 2.469914083626308e-33], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -0.07142857142857145, 0.016339653498203217], null], [[-2.7755575615628914e-17, -0.14285714285714288, 1.2712576167607524e-17], null], [[-2.7755575615628914e-17, -0.07142857142857145, 6.356288083803763e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, -0.14285714285714288, 1.2712576167607524e-17], null], [[0.0714285714285714, -0.2142857142857143, -0.04858438448757955], null], [[0.0714285714285714, -0.14285714285714288, -0.03257048179551345], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, -0.07142857142857145, 6.356288083803763e-18], null], [[0.0714285714285714, -0.14285714285714288, -0.03257048179551345], null], [[0.0714285714285714, -0.07142857142857145, -0.016339653498203204], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, -0.14285714285714288, 1.2712576167607524e-17], null], [[-2.7755575615628914e-17, -0.07142857142857145, 6.356288083803763e-18], null], [[0.0714285714285714, -0.14285714285714288, -0.03257048179551345], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -0.07142857142857145, 0.016339653498203217], null], [[-0.07142857142857145, -2.7755575615628914e-17, 6.356288083803763e-18], null], [[-2.7755575615628914e-17, -0.07142857142857145, 6.356288083803763e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -2.7755575615628914e-17, 6.356288083803763e-18], null], [[-0.07142857142857145, 0.0714285714285714, -0.016339653498203204], null], [[-2.7755575615628914e-17, -2.7755575615628914e-17, 2.469914083626308e-33], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, -0.07142857142857145, 6.356288083803763e-18], null], [[-2.7755575615628914e-17, -2.7755575615628914e-17, 2.469914083626308e-33], null], [[0.0714285714285714, -0.07142857142857145, -0.016339653498203204], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -2.7755575615628914e-17, 6.356288083803763e-18], null], [[-2.7755575615628914e-17, -0.07142857142857145, 6.356288083803763e-18], null], [[-2.7755575615628914e-17, -2.7755575615628914e-17, 2.469914083626308e-33], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.0714285714285714, -0.016339653498203204], null], [[-2.7755575615628914e-17, -2.7755575615628914e-17, 2.469914083626308e-33], null], [[-2.7755575615628914e-17, 0.0714285714285714, -6.356288083803758e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, -2.7755575615628914e-17, 2.469914083626308e-33], null], [[0.0714285714285714, -0.07142857142857145, -0.016339653498203204], null], [[0.0714285714285714, -2.7755575615628914e-17, -6.356288083803758e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 0.0714285714285714, -6.356288083803758e-18], null], [[0.0714285714285714, -2.7755575615628914e-17, -6.356288083803758e-18], null], [[0.0714285714285714, 0.0714285714285714, 0.01633965349820319], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, -2.7755575615628914e-17, 2.469914083626308e-33], null], [[-2.7755575615628914e-17, 0.0714285714285714, -6.356288083803758e-18], null], [[0.0714285714285714, -2.7755575615628914e-17, -6.356288083803758e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.0714285714285714, -0.016339653498203204], null], [[-2.7755575615628914e-17, -2.7755575615628914e-17, 2.469914083626308e-33], null], [[-2.7755575615628914e-17, 0.0714285714285714, -6.356288083803758e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, -2.7755575615628914e-17, 2.469914083626308e-33], null], [[0.0714285714285714, -0.07142857142857145, -0.016339653498203204], null], [[0.0714285714285714, -2.7755575615628914e-17, -6.356288083803758e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 0.0714285714285714, -6.356288083803758e-18], null], [[0.0714285714285714, -2.7755575615628914e-17, -6.356288083803758e-18], null], [[0.0714285714285714, 0.0714285714285714, 0.01633965349820319], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, -2.7755575615628914e-17, 2.469914083626308e-33], null], [[-2.7755575615628914e-17, 0.0714285714285714, -6.356288083803758e-18], null], [[0.0714285714285714, -2.7755575615628914e-17, -6.356288083803758e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -0.07142857142857145, 0.016339653498203217], null], [[-0.07142857142857145, -2.7755575615628914e-17, 6.356288083803763e-18], null], [[-2.7755575615628914e-17, -0.07142857142857145, 6.356288083803763e-18], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -2.7755575615628914e-17, 6.356288083803763e-18], null], [[-0.07142857142857145, 0.0714285714285714, -0.016339653498203204], null], [[-2.7755575615628914e-17, -2.7755575615628914e-17, 2.469914083626308e-33], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, -0.07142857142857145, 6.356288083803763e-18], null], [[-2.7755575615628914e-17, -2.7755575615628914e-17, 2.469914083626308e-33], null], [[0.0714285714285714, -0.07142857142857145, -0.016339653498203204], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -2.7755575615628914e-17, 6.356288083803763e-18], null], [[-2.7755575615628914e-17, -0.07142857142857145, 6.356288083803763e-18], null], [[-2.7755575615628914e-17, -2.7755575615628914e-17, 2.469914083626308e-33], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.0714285714285714, -0.016339653498203204], null], [[-2.7755575615628914e-17, 0.0714285714285714, -6.356288083803758e-18], null], [[-2.7755575615628914e-17, 0.14285714285714285, -1.271257616760752e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 0.0714285714285714, -6.356288083803758e-18], null], [[0.0714285714285714, 0.0714285714285714, 0.01633965349820319], null], [[0.0714285714285714, 0.14285714285714285, 0.032570481795513445], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 0.14285714285714285, -1.271257616760752e-17], null], [[0.0714285714285714, 0.14285714285714285, 0.032570481795513445], null], [[0.0714285714285714, 0.2142857142857143, 0.04858438448757955], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 0.0714285714285714, -6.356288083803758e-18], null], [[-2.7755575615628914e-17, 0.14285714285714285, -1.271257616760752e-17], null], [[0.0714285714285714, 0.14285714285714285, 0.032570481795513445], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.0714285714285714, -0.016339653498203204], null], [[-0.07142857142857145, 0.14285714285714285, -0.03257048179551346], null], [[-2.7755575615628914e-17, 0.14285714285714285, -1.271257616760752e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.14285714285714285, -0.03257048179551346], null], [[-0.07142857142857145, 0.2142857142857143, -0.04858438448757959], null], [[-2.7755575615628914e-17, 0.2142857142857143, -1.9068864251411284e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 0.14285714285714285, -1.271257616760752e-17], null], [[-2.7755575615628914e-17, 0.2142857142857143, -1.9068864251411284e-17], null], [[0.0714285714285714, 0.2142857142857143, 0.04858438448757955], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.14285714285714285, -0.03257048179551346], null], [[-2.7755575615628914e-17, 0.14285714285714285, -1.271257616760752e-17], null], [[-2.7755575615628914e-17, 0.2142857142857143, -1.9068864251411284e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.0714285714285714, -0.016339653498203204], null], [[-0.07142857142857145, 0.14285714285714285, -0.03257048179551346], null], [[-2.7755575615628914e-17, 0.14285714285714285, -1.271257616760752e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.14285714285714285, -0.03257048179551346], null], [[-0.07142857142857145, 0.2142857142857143, -0.04858438448757959], null], [[-2.7755575615628914e-17, 0.2142857142857143, -1.9068864251411284e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 0.14285714285714285, -1.271257616760752e-17], null], [[-2.7755575615628914e-17, 0.2142857142857143, -1.9068864251411284e-17], null], [[0.0714285714285714, 0.2142857142857143, 0.04858438448757955], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.14285714285714285, -0.03257048179551346], null], [[-2.7755575615628914e-17, 0.14285714285714285, -1.271257616760752e-17], null], [[-2.7755575615628914e-17, 0.2142857142857143, -1.9068864251411284e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.0714285714285714, -0.04858438448757955], null], [[-0.14285714285714288, 0.0714285714285714, -0.03257048179551345], null], [[-0.14285714285714288, 0.14285714285714285, -0.06427470593585108], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.0714285714285714, -0.03257048179551345], null], [[-0.07142857142857145, 0.0714285714285714, -0.016339653498203204], null], [[-0.07142857142857145, 0.14285714285714285, -0.03257048179551346], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.14285714285714285, -0.06427470593585108], null], [[-0.07142857142857145, 0.14285714285714285, -0.03257048179551346], null], [[-0.07142857142857145, 0.2142857142857143, -0.04858438448757959], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.0714285714285714, -0.03257048179551345], null], [[-0.14285714285714288, 0.14285714285714285, -0.06427470593585108], null], [[-0.07142857142857145, 0.14285714285714285, -0.03257048179551346], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.0714285714285714, -0.016339653498203204], null], [[-0.07142857142857145, 0.14285714285714285, -0.03257048179551346], null], [[-2.7755575615628914e-17, 0.14285714285714285, -1.271257616760752e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.14285714285714285, -0.03257048179551346], null], [[-0.07142857142857145, 0.2142857142857143, -0.04858438448757959], null], [[-2.7755575615628914e-17, 0.2142857142857143, -1.9068864251411284e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 0.14285714285714285, -1.271257616760752e-17], null], [[-2.7755575615628914e-17, 0.2142857142857143, -1.9068864251411284e-17], null], [[0.0714285714285714, 0.2142857142857143, 0.04858438448757955], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.14285714285714285, -0.03257048179551346], null], [[-2.7755575615628914e-17, 0.14285714285714285, -1.271257616760752e-17], null], [[-2.7755575615628914e-17, 0.2142857142857143, -1.9068864251411284e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.0714285714285714, -0.016339653498203204], null], [[-2.7755575615628914e-17, 0.0714285714285714, -6.356288083803758e-18], null], [[-2.7755575615628914e-17, 0.14285714285714285, -1.271257616760752e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 0.0714285714285714, -6.356288083803758e-18], null], [[0.0714285714285714, 0.0714285714285714, 0.01633965349820319], null], [[0.0714285714285714, 0.14285714285714285, 0.032570481795513445], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 0.14285714285714285, -1.271257616760752e-17], null], [[0.0714285714285714, 0.14285714285714285, 0.032570481795513445], null], [[0.0714285714285714, 0.2142857142857143, 0.04858438448757955], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 0.0714285714285714, -6.356288083803758e-18], null], [[-2.7755575615628914e-17, 0.14285714285714285, -1.271257616760752e-17], null], [[0.0714285714285714, 0.14285714285714285, 0.032570481795513445], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.2142857142857143, -0.04858438448757959], null], [[-0.07142857142857145, 0.2857142857142857, -0.06427470593585108], null], [[-2.7755575615628914e-17, 0.2142857142857143, -1.9068864251411284e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.2857142857142857, -0.06427470593585108], null], [[-0.07142857142857145, 0.3571428571428571, -0.079536945614422], null], [[-2.7755575615628914e-17, 0.2857142857142857, -2.542515233521504e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 0.2142857142857143, -1.9068864251411284e-17], null], [[-2.7755575615628914e-17, 0.2857142857142857, -2.542515233521504e-17], null], [[0.0714285714285714, 0.2142857142857143, 0.04858438448757955], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.2857142857142857, -0.06427470593585108], null], [[-2.7755575615628914e-17, 0.2142857142857143, -1.9068864251411284e-17], null], [[-2.7755575615628914e-17, 0.2857142857142857, -2.542515233521504e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.3571428571428571, -0.079536945614422], null], [[-2.7755575615628914e-17, 0.2857142857142857, -2.542515233521504e-17], null], [[-2.7755575615628914e-17, 0.3571428571428571, -3.17814404190188e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 0.2857142857142857, -2.542515233521504e-17], null], [[0.0714285714285714, 0.2142857142857143, 0.04858438448757955], null], [[0.0714285714285714, 0.2857142857142857, 0.06427470593585104], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 0.3571428571428571, -3.17814404190188e-17], null], [[0.0714285714285714, 0.2857142857142857, 0.06427470593585104], null], [[0.0714285714285714, 0.3571428571428571, 0.07953694561442196], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 0.2857142857142857, -2.542515233521504e-17], null], [[-2.7755575615628914e-17, 0.3571428571428571, -3.17814404190188e-17], null], [[0.0714285714285714, 0.2857142857142857, 0.06427470593585104], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.3571428571428571, -0.079536945614422], null], [[-2.7755575615628914e-17, 0.2857142857142857, -2.542515233521504e-17], null], [[-2.7755575615628914e-17, 0.3571428571428571, -3.17814404190188e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 0.2857142857142857, -2.542515233521504e-17], null], [[0.0714285714285714, 0.2142857142857143, 0.04858438448757955], null], [[0.0714285714285714, 0.2857142857142857, 0.06427470593585104], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 0.3571428571428571, -3.17814404190188e-17], null], [[0.0714285714285714, 0.2857142857142857, 0.06427470593585104], null], [[0.0714285714285714, 0.3571428571428571, 0.07953694561442196], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 0.2857142857142857, -2.542515233521504e-17], null], [[-2.7755575615628914e-17, 0.3571428571428571, -3.17814404190188e-17], null], [[0.0714285714285714, 0.2857142857142857, 0.06427470593585104], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.2142857142857143, -0.04858438448757959], null], [[-0.07142857142857145, 0.2857142857142857, -0.06427470593585108], null], [[-2.7755575615628914e-17, 0.2142857142857143, -1.9068864251411284e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.2857142857142857, -0.06427470593585108], null], [[-0.07142857142857145, 0.3571428571428571, -0.079536945614422], null], [[-2.7755575615628914e-17, 0.2857142857142857, -2.542515233521504e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 0.2142857142857143, -1.9068864251411284e-17], null], [[-2.7755575615628914e-17, 0.2857142857142857, -2.542515233521504e-17], null], [[0.0714285714285714, 0.2142857142857143, 0.04858438448757955], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.2857142857142857, -0.06427470593585108], null], [[-2.7755575615628914e-17, 0.2142857142857143, -1.9068864251411284e-17], null], [[-2.7755575615628914e-17, 0.2857142857142857, -2.542515233521504e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.5, -0.108374110093454], null], [[0.14285714285714285, -0.5, -0.18231325995496642], null], [[0.14285714285714285, -0.4285714285714286, -0.16637217879973182], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, -0.5, -0.18231325995496642], null], [[0.2142857142857143, -0.5, -0.1983239077887227], null], [[0.2142857142857143, -0.4285714285714286, -0.19935377880726962], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, -0.4285714285714286, -0.16637217879973182], null], [[0.2142857142857143, -0.4285714285714286, -0.19935377880726962], null], [[0.2142857142857143, -0.35714285714285715, -0.18848704185742376], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, -0.5, -0.18231325995496642], null], [[0.14285714285714285, -0.4285714285714286, -0.16637217879973182], null], [[0.2142857142857143, -0.4285714285714286, -0.19935377880726962], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, -0.5, -0.1983239077887227], null], [[0.2142857142857143, -0.4285714285714286, -0.19935377880726962], null], [[0.2857142857142857, -0.4285714285714286, -0.18545888723933537], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, -0.4285714285714286, -0.19935377880726962], null], [[0.2142857142857143, -0.35714285714285715, -0.18848704185742376], null], [[0.2857142857142857, -0.35714285714285715, -0.2], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2857142857142857, -0.4285714285714286, -0.18545888723933537], null], [[0.2857142857142857, -0.35714285714285715, -0.2], null], [[0.3571428571428571, -0.35714285714285715, -0.1786535241388118], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, -0.4285714285714286, -0.19935377880726962], null], [[0.2857142857142857, -0.4285714285714286, -0.18545888723933537], null], [[0.2857142857142857, -0.35714285714285715, -0.2], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.2142857142857143, -0.04858438448757955], null], [[0.14285714285714285, -0.2142857142857143, -0.09426945410341453], null], [[0.14285714285714285, -0.14285714285714288, -0.06427470593585108], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, -0.2142857142857143, -0.09426945410341453], null], [[0.2142857142857143, -0.2142857142857143, -0.134328913080853], null], [[0.2142857142857143, -0.14285714285714288, -0.09426945410341456], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, -0.14285714285714288, -0.06427470593585108], null], [[0.2142857142857143, -0.14285714285714288, -0.09426945410341456], null], [[0.2142857142857143, -0.07142857142857145, -0.04858438448757959], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, -0.2142857142857143, -0.09426945410341453], null], [[0.14285714285714285, -0.14285714285714288, -0.06427470593585108], null], [[0.2142857142857143, -0.14285714285714288, -0.09426945410341456], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.2142857142857143, -0.04858438448757955], null], [[0.0714285714285714, -0.14285714285714288, -0.03257048179551345], null], [[0.14285714285714285, -0.14285714285714288, -0.06427470593585108], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.14285714285714288, -0.03257048179551345], null], [[0.0714285714285714, -0.07142857142857145, -0.016339653498203204], null], [[0.14285714285714285, -0.07142857142857145, -0.03257048179551346], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, -0.14285714285714288, -0.06427470593585108], null], [[0.14285714285714285, -0.07142857142857145, -0.03257048179551346], null], [[0.2142857142857143, -0.07142857142857145, -0.04858438448757959], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.14285714285714288, -0.03257048179551345], null], [[0.14285714285714285, -0.14285714285714288, -0.06427470593585108], null], [[0.14285714285714285, -0.07142857142857145, -0.03257048179551346], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.2142857142857143, -0.04858438448757955], null], [[0.0714285714285714, -0.14285714285714288, -0.03257048179551345], null], [[0.14285714285714285, -0.14285714285714288, -0.06427470593585108], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.14285714285714288, -0.03257048179551345], null], [[0.0714285714285714, -0.07142857142857145, -0.016339653498203204], null], [[0.14285714285714285, -0.07142857142857145, -0.03257048179551346], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, -0.14285714285714288, -0.06427470593585108], null], [[0.14285714285714285, -0.07142857142857145, -0.03257048179551346], null], [[0.2142857142857143, -0.07142857142857145, -0.04858438448757959], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.14285714285714288, -0.03257048179551345], null], [[0.14285714285714285, -0.14285714285714288, -0.06427470593585108], null], [[0.14285714285714285, -0.07142857142857145, -0.03257048179551346], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.2142857142857143, -0.04858438448757955], null], [[0.14285714285714285, -0.2142857142857143, -0.09426945410341453], null], [[0.14285714285714285, -0.14285714285714288, -0.06427470593585108], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, -0.2142857142857143, -0.09426945410341453], null], [[0.2142857142857143, -0.2142857142857143, -0.134328913080853], null], [[0.2142857142857143, -0.14285714285714288, -0.09426945410341456], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, -0.14285714285714288, -0.06427470593585108], null], [[0.2142857142857143, -0.14285714285714288, -0.09426945410341456], null], [[0.2142857142857143, -0.07142857142857145, -0.04858438448757959], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, -0.2142857142857143, -0.09426945410341453], null], [[0.14285714285714285, -0.14285714285714288, -0.06427470593585108], null], [[0.2142857142857143, -0.14285714285714288, -0.09426945410341456], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.2142857142857143, -0.04858438448757955], null], [[0.0714285714285714, -0.14285714285714288, -0.03257048179551345], null], [[0.14285714285714285, -0.14285714285714288, -0.06427470593585108], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.14285714285714288, -0.03257048179551345], null], [[0.0714285714285714, -0.07142857142857145, -0.016339653498203204], null], [[0.14285714285714285, -0.07142857142857145, -0.03257048179551346], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, -0.14285714285714288, -0.06427470593585108], null], [[0.14285714285714285, -0.07142857142857145, -0.03257048179551346], null], [[0.2142857142857143, -0.07142857142857145, -0.04858438448757959], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.14285714285714288, -0.03257048179551345], null], [[0.14285714285714285, -0.14285714285714288, -0.06427470593585108], null], [[0.14285714285714285, -0.07142857142857145, -0.03257048179551346], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.07142857142857145, -0.016339653498203204], null], [[0.14285714285714285, -0.07142857142857145, -0.03257048179551346], null], [[0.14285714285714285, -2.7755575615628914e-17, -1.271257616760752e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, -0.07142857142857145, -0.03257048179551346], null], [[0.2142857142857143, -0.07142857142857145, -0.04858438448757959], null], [[0.2142857142857143, -2.7755575615628914e-17, -1.9068864251411284e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, -2.7755575615628914e-17, -1.271257616760752e-17], null], [[0.2142857142857143, -2.7755575615628914e-17, -1.9068864251411284e-17], null], [[0.2142857142857143, 0.0714285714285714, 0.04858438448757955], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, -0.07142857142857145, -0.03257048179551346], null], [[0.14285714285714285, -2.7755575615628914e-17, -1.271257616760752e-17], null], [[0.2142857142857143, -2.7755575615628914e-17, -1.9068864251411284e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.07142857142857145, -0.016339653498203204], null], [[0.14285714285714285, -0.07142857142857145, -0.03257048179551346], null], [[0.14285714285714285, -2.7755575615628914e-17, -1.271257616760752e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, -0.07142857142857145, -0.03257048179551346], null], [[0.2142857142857143, -0.07142857142857145, -0.04858438448757959], null], [[0.2142857142857143, -2.7755575615628914e-17, -1.9068864251411284e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, -2.7755575615628914e-17, -1.271257616760752e-17], null], [[0.2142857142857143, -2.7755575615628914e-17, -1.9068864251411284e-17], null], [[0.2142857142857143, 0.0714285714285714, 0.04858438448757955], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, -0.07142857142857145, -0.03257048179551346], null], [[0.14285714285714285, -2.7755575615628914e-17, -1.271257616760752e-17], null], [[0.2142857142857143, -2.7755575615628914e-17, -1.9068864251411284e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.2142857142857143, -0.04858438448757955], null], [[0.0714285714285714, -0.14285714285714288, -0.03257048179551345], null], [[0.14285714285714285, -0.14285714285714288, -0.06427470593585108], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.14285714285714288, -0.03257048179551345], null], [[0.0714285714285714, -0.07142857142857145, -0.016339653498203204], null], [[0.14285714285714285, -0.07142857142857145, -0.03257048179551346], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, -0.14285714285714288, -0.06427470593585108], null], [[0.14285714285714285, -0.07142857142857145, -0.03257048179551346], null], [[0.2142857142857143, -0.07142857142857145, -0.04858438448757959], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.14285714285714288, -0.03257048179551345], null], [[0.14285714285714285, -0.14285714285714288, -0.06427470593585108], null], [[0.14285714285714285, -0.07142857142857145, -0.03257048179551346], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.07142857142857145, -0.016339653498203204], null], [[0.14285714285714285, -0.07142857142857145, -0.03257048179551346], null], [[0.14285714285714285, -2.7755575615628914e-17, -1.271257616760752e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, -0.07142857142857145, -0.03257048179551346], null], [[0.2142857142857143, -0.07142857142857145, -0.04858438448757959], null], [[0.2142857142857143, -2.7755575615628914e-17, -1.9068864251411284e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, -2.7755575615628914e-17, -1.271257616760752e-17], null], [[0.2142857142857143, -2.7755575615628914e-17, -1.9068864251411284e-17], null], [[0.2142857142857143, 0.0714285714285714, 0.04858438448757955], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, -0.07142857142857145, -0.03257048179551346], null], [[0.14285714285714285, -2.7755575615628914e-17, -1.271257616760752e-17], null], [[0.2142857142857143, -2.7755575615628914e-17, -1.9068864251411284e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.07142857142857145, -0.016339653498203204], null], [[0.0714285714285714, -2.7755575615628914e-17, -6.356288083803758e-18], null], [[0.14285714285714285, -2.7755575615628914e-17, -1.271257616760752e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -2.7755575615628914e-17, -6.356288083803758e-18], null], [[0.0714285714285714, 0.0714285714285714, 0.01633965349820319], null], [[0.14285714285714285, 0.0714285714285714, 0.032570481795513445], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, -2.7755575615628914e-17, -1.271257616760752e-17], null], [[0.14285714285714285, 0.0714285714285714, 0.032570481795513445], null], [[0.2142857142857143, 0.0714285714285714, 0.04858438448757955], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -2.7755575615628914e-17, -6.356288083803758e-18], null], [[0.14285714285714285, -2.7755575615628914e-17, -1.271257616760752e-17], null], [[0.14285714285714285, 0.0714285714285714, 0.032570481795513445], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.07142857142857145, -0.016339653498203204], null], [[0.0714285714285714, -2.7755575615628914e-17, -6.356288083803758e-18], null], [[0.14285714285714285, -2.7755575615628914e-17, -1.271257616760752e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -2.7755575615628914e-17, -6.356288083803758e-18], null], [[0.0714285714285714, 0.0714285714285714, 0.01633965349820319], null], [[0.14285714285714285, 0.0714285714285714, 0.032570481795513445], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, -2.7755575615628914e-17, -1.271257616760752e-17], null], [[0.14285714285714285, 0.0714285714285714, 0.032570481795513445], null], [[0.2142857142857143, 0.0714285714285714, 0.04858438448757955], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -2.7755575615628914e-17, -6.356288083803758e-18], null], [[0.14285714285714285, -2.7755575615628914e-17, -1.271257616760752e-17], null], [[0.14285714285714285, 0.0714285714285714, 0.032570481795513445], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.07142857142857145, -0.016339653498203204], null], [[0.14285714285714285, -0.07142857142857145, -0.03257048179551346], null], [[0.14285714285714285, -2.7755575615628914e-17, -1.271257616760752e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, -0.07142857142857145, -0.03257048179551346], null], [[0.2142857142857143, -0.07142857142857145, -0.04858438448757959], null], [[0.2142857142857143, -2.7755575615628914e-17, -1.9068864251411284e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, -2.7755575615628914e-17, -1.271257616760752e-17], null], [[0.2142857142857143, -2.7755575615628914e-17, -1.9068864251411284e-17], null], [[0.2142857142857143, 0.0714285714285714, 0.04858438448757955], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, -0.07142857142857145, -0.03257048179551346], null], [[0.14285714285714285, -2.7755575615628914e-17, -1.271257616760752e-17], null], [[0.2142857142857143, -2.7755575615628914e-17, -1.9068864251411284e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.0714285714285714, 0.01633965349820319], null], [[0.0714285714285714, 0.14285714285714285, 0.032570481795513445], null], [[0.14285714285714285, 0.0714285714285714, 0.032570481795513445], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.14285714285714285, 0.032570481795513445], null], [[0.0714285714285714, 0.2142857142857143, 0.04858438448757955], null], [[0.14285714285714285, 0.14285714285714285, 0.06427470593585106], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, 0.0714285714285714, 0.032570481795513445], null], [[0.14285714285714285, 0.14285714285714285, 0.06427470593585106], null], [[0.2142857142857143, 0.0714285714285714, 0.04858438448757955], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.14285714285714285, 0.032570481795513445], null], [[0.14285714285714285, 0.0714285714285714, 0.032570481795513445], null], [[0.14285714285714285, 0.14285714285714285, 0.06427470593585106], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.2142857142857143, 0.04858438448757955], null], [[0.14285714285714285, 0.14285714285714285, 0.06427470593585106], null], [[0.14285714285714285, 0.2142857142857143, 0.09426945410341453], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, 0.14285714285714285, 0.06427470593585106], null], [[0.2142857142857143, 0.0714285714285714, 0.04858438448757955], null], [[0.2142857142857143, 0.14285714285714285, 0.09426945410341453], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, 0.2142857142857143, 0.09426945410341453], null], [[0.2142857142857143, 0.14285714285714285, 0.09426945410341453], null], [[0.2142857142857143, 0.2142857142857143, 0.134328913080853], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, 0.14285714285714285, 0.06427470593585106], null], [[0.14285714285714285, 0.2142857142857143, 0.09426945410341453], null], [[0.2142857142857143, 0.14285714285714285, 0.09426945410341453], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.2142857142857143, 0.04858438448757955], null], [[0.14285714285714285, 0.14285714285714285, 0.06427470593585106], null], [[0.14285714285714285, 0.2142857142857143, 0.09426945410341453], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, 0.14285714285714285, 0.06427470593585106], null], [[0.2142857142857143, 0.0714285714285714, 0.04858438448757955], null], [[0.2142857142857143, 0.14285714285714285, 0.09426945410341453], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, 0.2142857142857143, 0.09426945410341453], null], [[0.2142857142857143, 0.14285714285714285, 0.09426945410341453], null], [[0.2142857142857143, 0.2142857142857143, 0.134328913080853], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, 0.14285714285714285, 0.06427470593585106], null], [[0.14285714285714285, 0.2142857142857143, 0.09426945410341453], null], [[0.2142857142857143, 0.14285714285714285, 0.09426945410341453], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.0714285714285714, 0.01633965349820319], null], [[0.0714285714285714, 0.14285714285714285, 0.032570481795513445], null], [[0.14285714285714285, 0.0714285714285714, 0.032570481795513445], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.14285714285714285, 0.032570481795513445], null], [[0.0714285714285714, 0.2142857142857143, 0.04858438448757955], null], [[0.14285714285714285, 0.14285714285714285, 0.06427470593585106], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, 0.0714285714285714, 0.032570481795513445], null], [[0.14285714285714285, 0.14285714285714285, 0.06427470593585106], null], [[0.2142857142857143, 0.0714285714285714, 0.04858438448757955], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.14285714285714285, 0.032570481795513445], null], [[0.14285714285714285, 0.0714285714285714, 0.032570481795513445], null], [[0.14285714285714285, 0.14285714285714285, 0.06427470593585106], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.5, 0.108374110093454], null], [[0.14285714285714285, 0.42857142857142855, 0.16637217879973182], null], [[0.14285714285714285, 0.5, 0.18231325995496642], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, 0.42857142857142855, 0.16637217879973182], null], [[0.2142857142857143, 0.3571428571428571, 0.18848704185742376], null], [[0.2142857142857143, 0.42857142857142855, 0.19935377880726962], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, 0.5, 0.18231325995496642], null], [[0.2142857142857143, 0.42857142857142855, 0.19935377880726962], null], [[0.2142857142857143, 0.5, 0.1983239077887227], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, 0.42857142857142855, 0.16637217879973182], null], [[0.14285714285714285, 0.5, 0.18231325995496642], null], [[0.2142857142857143, 0.42857142857142855, 0.19935377880726962], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, 0.3571428571428571, 0.18848704185742376], null], [[0.2142857142857143, 0.42857142857142855, 0.19935377880726962], null], [[0.2857142857142857, 0.3571428571428571, 0.2], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, 0.42857142857142855, 0.19935377880726962], null], [[0.2142857142857143, 0.5, 0.1983239077887227], null], [[0.2857142857142857, 0.42857142857142855, 0.18545888723933537], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2857142857142857, 0.3571428571428571, 0.2], null], [[0.2857142857142857, 0.42857142857142855, 0.18545888723933537], null], [[0.3571428571428571, 0.3571428571428571, 0.1786535241388118], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, 0.42857142857142855, 0.19935377880726962], null], [[0.2857142857142857, 0.3571428571428571, 0.2], null], [[0.2857142857142857, 0.42857142857142855, 0.18545888723933537], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, -0.5, -0.1983239077887227], null], [[0.2857142857142857, -0.5, -0.15131880516456192], null], [[0.2857142857142857, -0.4285714285714286, -0.18545888723933537], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2857142857142857, -0.5, -0.15131880516456192], null], [[0.3571428571428571, -0.5, -0.056233427337280026], null], [[0.3571428571428571, -0.4285714285714286, -0.12795477984772738], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2857142857142857, -0.4285714285714286, -0.18545888723933537], null], [[0.3571428571428571, -0.4285714285714286, -0.12795477984772738], null], [[0.3571428571428571, -0.35714285714285715, -0.1786535241388118], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2857142857142857, -0.5, -0.15131880516456192], null], [[0.2857142857142857, -0.4285714285714286, -0.18545888723933537], null], [[0.3571428571428571, -0.4285714285714286, -0.12795477984772738], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, -0.5, -0.1983239077887227], null], [[0.2142857142857143, -0.4285714285714286, -0.19935377880726962], null], [[0.2857142857142857, -0.4285714285714286, -0.18545888723933537], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, -0.4285714285714286, -0.19935377880726962], null], [[0.2142857142857143, -0.35714285714285715, -0.18848704185742376], null], [[0.2857142857142857, -0.35714285714285715, -0.2], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2857142857142857, -0.4285714285714286, -0.18545888723933537], null], [[0.2857142857142857, -0.35714285714285715, -0.2], null], [[0.3571428571428571, -0.35714285714285715, -0.1786535241388118], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, -0.4285714285714286, -0.19935377880726962], null], [[0.2857142857142857, -0.4285714285714286, -0.18545888723933537], null], [[0.2857142857142857, -0.35714285714285715, -0.2], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, -0.5, -0.1983239077887227], null], [[0.2142857142857143, -0.4285714285714286, -0.19935377880726962], null], [[0.2857142857142857, -0.4285714285714286, -0.18545888723933537], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, -0.4285714285714286, -0.19935377880726962], null], [[0.2142857142857143, -0.35714285714285715, -0.18848704185742376], null], [[0.2857142857142857, -0.35714285714285715, -0.2], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2857142857142857, -0.4285714285714286, -0.18545888723933537], null], [[0.2857142857142857, -0.35714285714285715, -0.2], null], [[0.3571428571428571, -0.35714285714285715, -0.1786535241388118], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, -0.4285714285714286, -0.19935377880726962], null], [[0.2857142857142857, -0.4285714285714286, -0.18545888723933537], null], [[0.2857142857142857, -0.35714285714285715, -0.2], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.5, -0.108374110093454], null], [[0.14285714285714285, -0.5, -0.18231325995496642], null], [[0.14285714285714285, -0.4285714285714286, -0.16637217879973182], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, -0.5, -0.18231325995496642], null], [[0.2142857142857143, -0.5, -0.1983239077887227], null], [[0.2142857142857143, -0.4285714285714286, -0.19935377880726962], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, -0.4285714285714286, -0.16637217879973182], null], [[0.2142857142857143, -0.4285714285714286, -0.19935377880726962], null], [[0.2142857142857143, -0.35714285714285715, -0.18848704185742376], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, -0.5, -0.18231325995496642], null], [[0.14285714285714285, -0.4285714285714286, -0.16637217879973182], null], [[0.2142857142857143, -0.4285714285714286, -0.19935377880726962], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, -0.5, -0.1983239077887227], null], [[0.2142857142857143, -0.4285714285714286, -0.19935377880726962], null], [[0.2857142857142857, -0.4285714285714286, -0.18545888723933537], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, -0.4285714285714286, -0.19935377880726962], null], [[0.2142857142857143, -0.35714285714285715, -0.18848704185742376], null], [[0.2857142857142857, -0.35714285714285715, -0.2], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2857142857142857, -0.4285714285714286, -0.18545888723933537], null], [[0.2857142857142857, -0.35714285714285715, -0.2], null], [[0.3571428571428571, -0.35714285714285715, -0.1786535241388118], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, -0.4285714285714286, -0.19935377880726962], null], [[0.2857142857142857, -0.4285714285714286, -0.18545888723933537], null], [[0.2857142857142857, -0.35714285714285715, -0.2], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, -0.5, -0.1983239077887227], null], [[0.2857142857142857, -0.5, -0.15131880516456192], null], [[0.2857142857142857, -0.4285714285714286, -0.18545888723933537], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2857142857142857, -0.5, -0.15131880516456192], null], [[0.3571428571428571, -0.5, -0.056233427337280026], null], [[0.3571428571428571, -0.4285714285714286, -0.12795477984772738], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2857142857142857, -0.4285714285714286, -0.18545888723933537], null], [[0.3571428571428571, -0.4285714285714286, -0.12795477984772738], null], [[0.3571428571428571, -0.35714285714285715, -0.1786535241388118], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2857142857142857, -0.5, -0.15131880516456192], null], [[0.2857142857142857, -0.4285714285714286, -0.18545888723933537], null], [[0.3571428571428571, -0.4285714285714286, -0.12795477984772738], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, -0.35714285714285715, -0.18848704185742376], null], [[0.2857142857142857, -0.35714285714285715, -0.2], null], [[0.2857142857142857, -0.2857142857142857, -0.19340546420172955], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2857142857142857, -0.35714285714285715, -0.2], null], [[0.3571428571428571, -0.35714285714285715, -0.1786535241388118], null], [[0.3571428571428571, -0.2857142857142857, -0.2], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2857142857142857, -0.2857142857142857, -0.19340546420172955], null], [[0.3571428571428571, -0.2857142857142857, -0.2], null], [[0.3571428571428571, -0.2142857142857143, -0.18848704185742376], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2857142857142857, -0.35714285714285715, -0.2], null], [[0.2857142857142857, -0.2857142857142857, -0.19340546420172955], null], [[0.3571428571428571, -0.2857142857142857, -0.2], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, -0.35714285714285715, -0.18848704185742376], null], [[0.2142857142857143, -0.2857142857142857, -0.16637217879973182], null], [[0.2857142857142857, -0.2857142857142857, -0.19340546420172955], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, -0.2857142857142857, -0.16637217879973182], null], [[0.2142857142857143, -0.2142857142857143, -0.134328913080853], null], [[0.2857142857142857, -0.2142857142857143, -0.16637217879973182], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2857142857142857, -0.2857142857142857, -0.19340546420172955], null], [[0.2857142857142857, -0.2142857142857143, -0.16637217879973182], null], [[0.3571428571428571, -0.2142857142857143, -0.18848704185742376], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, -0.2857142857142857, -0.16637217879973182], null], [[0.2857142857142857, -0.2857142857142857, -0.19340546420172955], null], [[0.2857142857142857, -0.2142857142857143, -0.16637217879973182], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, -0.35714285714285715, -0.18848704185742376], null], [[0.2142857142857143, -0.2857142857142857, -0.16637217879973182], null], [[0.2857142857142857, -0.2857142857142857, -0.19340546420172955], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, -0.2857142857142857, -0.16637217879973182], null], [[0.2142857142857143, -0.2142857142857143, -0.134328913080853], null], [[0.2857142857142857, -0.2142857142857143, -0.16637217879973182], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2857142857142857, -0.2857142857142857, -0.19340546420172955], null], [[0.2857142857142857, -0.2142857142857143, -0.16637217879973182], null], [[0.3571428571428571, -0.2142857142857143, -0.18848704185742376], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, -0.2857142857142857, -0.16637217879973182], null], [[0.2857142857142857, -0.2857142857142857, -0.19340546420172955], null], [[0.2857142857142857, -0.2142857142857143, -0.16637217879973182], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, -0.35714285714285715, -0.18848704185742376], null], [[0.2857142857142857, -0.35714285714285715, -0.2], null], [[0.2857142857142857, -0.2857142857142857, -0.19340546420172955], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2857142857142857, -0.35714285714285715, -0.2], null], [[0.3571428571428571, -0.35714285714285715, -0.1786535241388118], null], [[0.3571428571428571, -0.2857142857142857, -0.2], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2857142857142857, -0.2857142857142857, -0.19340546420172955], null], [[0.3571428571428571, -0.2857142857142857, -0.2], null], [[0.3571428571428571, -0.2142857142857143, -0.18848704185742376], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2857142857142857, -0.35714285714285715, -0.2], null], [[0.2857142857142857, -0.2857142857142857, -0.19340546420172955], null], [[0.3571428571428571, -0.2857142857142857, -0.2], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, -0.07142857142857145, -0.04858438448757959], null], [[0.2142857142857143, -2.7755575615628914e-17, -1.9068864251411284e-17], null], [[0.2857142857142857, -0.07142857142857145, -0.06427470593585108], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, -2.7755575615628914e-17, -1.9068864251411284e-17], null], [[0.2142857142857143, 0.0714285714285714, 0.04858438448757955], null], [[0.2857142857142857, -2.7755575615628914e-17, -2.542515233521504e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2857142857142857, -0.07142857142857145, -0.06427470593585108], null], [[0.2857142857142857, -2.7755575615628914e-17, -2.542515233521504e-17], null], [[0.3571428571428571, -0.07142857142857145, -0.079536945614422], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, -2.7755575615628914e-17, -1.9068864251411284e-17], null], [[0.2857142857142857, -0.07142857142857145, -0.06427470593585108], null], [[0.2857142857142857, -2.7755575615628914e-17, -2.542515233521504e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, 0.0714285714285714, 0.04858438448757955], null], [[0.2857142857142857, -2.7755575615628914e-17, -2.542515233521504e-17], null], [[0.2857142857142857, 0.0714285714285714, 0.06427470593585104], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2857142857142857, -2.7755575615628914e-17, -2.542515233521504e-17], null], [[0.3571428571428571, -0.07142857142857145, -0.079536945614422], null], [[0.3571428571428571, -2.7755575615628914e-17, -3.17814404190188e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2857142857142857, 0.0714285714285714, 0.06427470593585104], null], [[0.3571428571428571, -2.7755575615628914e-17, -3.17814404190188e-17], null], [[0.3571428571428571, 0.0714285714285714, 0.07953694561442196], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2857142857142857, -2.7755575615628914e-17, -2.542515233521504e-17], null], [[0.2857142857142857, 0.0714285714285714, 0.06427470593585104], null], [[0.3571428571428571, -2.7755575615628914e-17, -3.17814404190188e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, 0.0714285714285714, 0.04858438448757955], null], [[0.2857142857142857, -2.7755575615628914e-17, -2.542515233521504e-17], null], [[0.2857142857142857, 0.0714285714285714, 0.06427470593585104], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2857142857142857, -2.7755575615628914e-17, -2.542515233521504e-17], null], [[0.3571428571428571, -0.07142857142857145, -0.079536945614422], null], [[0.3571428571428571, -2.7755575615628914e-17, -3.17814404190188e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2857142857142857, 0.0714285714285714, 0.06427470593585104], null], [[0.3571428571428571, -2.7755575615628914e-17, -3.17814404190188e-17], null], [[0.3571428571428571, 0.0714285714285714, 0.07953694561442196], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2857142857142857, -2.7755575615628914e-17, -2.542515233521504e-17], null], [[0.2857142857142857, 0.0714285714285714, 0.06427470593585104], null], [[0.3571428571428571, -2.7755575615628914e-17, -3.17814404190188e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, -0.07142857142857145, -0.04858438448757959], null], [[0.2142857142857143, -2.7755575615628914e-17, -1.9068864251411284e-17], null], [[0.2857142857142857, -0.07142857142857145, -0.06427470593585108], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, -2.7755575615628914e-17, -1.9068864251411284e-17], null], [[0.2142857142857143, 0.0714285714285714, 0.04858438448757955], null], [[0.2857142857142857, -2.7755575615628914e-17, -2.542515233521504e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2857142857142857, -0.07142857142857145, -0.06427470593585108], null], [[0.2857142857142857, -2.7755575615628914e-17, -2.542515233521504e-17], null], [[0.3571428571428571, -0.07142857142857145, -0.079536945614422], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, -2.7755575615628914e-17, -1.9068864251411284e-17], null], [[0.2857142857142857, -0.07142857142857145, -0.06427470593585108], null], [[0.2857142857142857, -2.7755575615628914e-17, -2.542515233521504e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, 0.2142857142857143, 0.134328913080853], null], [[0.2142857142857143, 0.2857142857142857, 0.16637217879973182], null], [[0.2857142857142857, 0.2142857142857143, 0.16637217879973182], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, 0.2857142857142857, 0.16637217879973182], null], [[0.2142857142857143, 0.3571428571428571, 0.18848704185742376], null], [[0.2857142857142857, 0.2857142857142857, 0.19340546420172955], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2857142857142857, 0.2142857142857143, 0.16637217879973182], null], [[0.2857142857142857, 0.2857142857142857, 0.19340546420172955], null], [[0.3571428571428571, 0.2142857142857143, 0.18848704185742376], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, 0.2857142857142857, 0.16637217879973182], null], [[0.2857142857142857, 0.2142857142857143, 0.16637217879973182], null], [[0.2857142857142857, 0.2857142857142857, 0.19340546420172955], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, 0.3571428571428571, 0.18848704185742376], null], [[0.2857142857142857, 0.2857142857142857, 0.19340546420172955], null], [[0.2857142857142857, 0.3571428571428571, 0.2], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2857142857142857, 0.2857142857142857, 0.19340546420172955], null], [[0.3571428571428571, 0.2142857142857143, 0.18848704185742376], null], [[0.3571428571428571, 0.2857142857142857, 0.2], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2857142857142857, 0.3571428571428571, 0.2], null], [[0.3571428571428571, 0.2857142857142857, 0.2], null], [[0.3571428571428571, 0.3571428571428571, 0.1786535241388118], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2857142857142857, 0.2857142857142857, 0.19340546420172955], null], [[0.2857142857142857, 0.3571428571428571, 0.2], null], [[0.3571428571428571, 0.2857142857142857, 0.2], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, 0.3571428571428571, 0.18848704185742376], null], [[0.2857142857142857, 0.2857142857142857, 0.19340546420172955], null], [[0.2857142857142857, 0.3571428571428571, 0.2], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2857142857142857, 0.2857142857142857, 0.19340546420172955], null], [[0.3571428571428571, 0.2142857142857143, 0.18848704185742376], null], [[0.3571428571428571, 0.2857142857142857, 0.2], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2857142857142857, 0.3571428571428571, 0.2], null], [[0.3571428571428571, 0.2857142857142857, 0.2], null], [[0.3571428571428571, 0.3571428571428571, 0.1786535241388118], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2857142857142857, 0.2857142857142857, 0.19340546420172955], null], [[0.2857142857142857, 0.3571428571428571, 0.2], null], [[0.3571428571428571, 0.2857142857142857, 0.2], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, 0.2142857142857143, 0.134328913080853], null], [[0.2142857142857143, 0.2857142857142857, 0.16637217879973182], null], [[0.2857142857142857, 0.2142857142857143, 0.16637217879973182], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, 0.2857142857142857, 0.16637217879973182], null], [[0.2142857142857143, 0.3571428571428571, 0.18848704185742376], null], [[0.2857142857142857, 0.2857142857142857, 0.19340546420172955], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2857142857142857, 0.2142857142857143, 0.16637217879973182], null], [[0.2857142857142857, 0.2857142857142857, 0.19340546420172955], null], [[0.3571428571428571, 0.2142857142857143, 0.18848704185742376], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, 0.2857142857142857, 0.16637217879973182], null], [[0.2857142857142857, 0.2142857142857143, 0.16637217879973182], null], [[0.2857142857142857, 0.2857142857142857, 0.19340546420172955], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, 0.3571428571428571, 0.18848704185742376], null], [[0.2142857142857143, 0.42857142857142855, 0.19935377880726962], null], [[0.2857142857142857, 0.3571428571428571, 0.2], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, 0.42857142857142855, 0.19935377880726962], null], [[0.2142857142857143, 0.5, 0.1983239077887227], null], [[0.2857142857142857, 0.42857142857142855, 0.18545888723933537], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2857142857142857, 0.3571428571428571, 0.2], null], [[0.2857142857142857, 0.42857142857142855, 0.18545888723933537], null], [[0.3571428571428571, 0.3571428571428571, 0.1786535241388118], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, 0.42857142857142855, 0.19935377880726962], null], [[0.2857142857142857, 0.3571428571428571, 0.2], null], [[0.2857142857142857, 0.42857142857142855, 0.18545888723933537], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.5, 0.108374110093454], null], [[0.14285714285714285, 0.42857142857142855, 0.16637217879973182], null], [[0.14285714285714285, 0.5, 0.18231325995496642], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, 0.42857142857142855, 0.16637217879973182], null], [[0.2142857142857143, 0.3571428571428571, 0.18848704185742376], null], [[0.2142857142857143, 0.42857142857142855, 0.19935377880726962], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, 0.5, 0.18231325995496642], null], [[0.2142857142857143, 0.42857142857142855, 0.19935377880726962], null], [[0.2142857142857143, 0.5, 0.1983239077887227], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, 0.42857142857142855, 0.16637217879973182], null], [[0.14285714285714285, 0.5, 0.18231325995496642], null], [[0.2142857142857143, 0.42857142857142855, 0.19935377880726962], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, 0.3571428571428571, 0.18848704185742376], null], [[0.2142857142857143, 0.42857142857142855, 0.19935377880726962], null], [[0.2857142857142857, 0.3571428571428571, 0.2], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, 0.42857142857142855, 0.19935377880726962], null], [[0.2142857142857143, 0.5, 0.1983239077887227], null], [[0.2857142857142857, 0.42857142857142855, 0.18545888723933537], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2857142857142857, 0.3571428571428571, 0.2], null], [[0.2857142857142857, 0.42857142857142855, 0.18545888723933537], null], [[0.3571428571428571, 0.3571428571428571, 0.1786535241388118], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, 0.42857142857142855, 0.19935377880726962], null], [[0.2857142857142857, 0.3571428571428571, 0.2], null], [[0.2857142857142857, 0.42857142857142855, 0.18545888723933537], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, 0.5, 0.1983239077887227], null], [[0.2857142857142857, 0.42857142857142855, 0.18545888723933537], null], [[0.2857142857142857, 0.5, 0.15131880516456192], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2857142857142857, 0.42857142857142855, 0.18545888723933537], null], [[0.3571428571428571, 0.3571428571428571, 0.1786535241388118], null], [[0.3571428571428571, 0.42857142857142855, 0.12795477984772746], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2857142857142857, 0.5, 0.15131880516456192], null], [[0.3571428571428571, 0.42857142857142855, 0.12795477984772746], null], [[0.3571428571428571, 0.5, 0.056233427337280026], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2857142857142857, 0.42857142857142855, 0.18545888723933537], null], [[0.2857142857142857, 0.5, 0.15131880516456192], null], [[0.3571428571428571, 0.42857142857142855, 0.12795477984772746], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, 0.5, 0.1983239077887227], null], [[0.2857142857142857, 0.42857142857142855, 0.18545888723933537], null], [[0.2857142857142857, 0.5, 0.15131880516456192], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2857142857142857, 0.42857142857142855, 0.18545888723933537], null], [[0.3571428571428571, 0.3571428571428571, 0.1786535241388118], null], [[0.3571428571428571, 0.42857142857142855, 0.12795477984772746], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2857142857142857, 0.5, 0.15131880516456192], null], [[0.3571428571428571, 0.42857142857142855, 0.12795477984772746], null], [[0.3571428571428571, 0.5, 0.056233427337280026], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2857142857142857, 0.42857142857142855, 0.18545888723933537], null], [[0.2857142857142857, 0.5, 0.15131880516456192], null], [[0.3571428571428571, 0.42857142857142855, 0.12795477984772746], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, 0.3571428571428571, 0.18848704185742376], null], [[0.2142857142857143, 0.42857142857142855, 0.19935377880726962], null], [[0.2857142857142857, 0.3571428571428571, 0.2], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, 0.42857142857142855, 0.19935377880726962], null], [[0.2142857142857143, 0.5, 0.1983239077887227], null], [[0.2857142857142857, 0.42857142857142855, 0.18545888723933537], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2857142857142857, 0.3571428571428571, 0.2], null], [[0.2857142857142857, 0.42857142857142855, 0.18545888723933537], null], [[0.3571428571428571, 0.3571428571428571, 0.1786535241388118], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, 0.42857142857142855, 0.19935377880726962], null], [[0.2857142857142857, 0.3571428571428571, 0.2], null], [[0.2857142857142857, 0.42857142857142855, 0.18545888723933537], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, -0.35714285714285715, -0.1786535241388118], null], [[0.42857142857142855, -0.35714285714285715, -0.12795477984772738], null], [[0.42857142857142855, -0.2857142857142857, -0.18545888723933537], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.42857142857142855, -0.35714285714285715, -0.12795477984772738], null], [[0.5, -0.35714285714285715, -0.056233427337279936], null], [[0.5, -0.2857142857142857, -0.15131880516456192], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.42857142857142855, -0.2857142857142857, -0.18545888723933537], null], [[0.5, -0.2857142857142857, -0.15131880516456192], null], [[0.5, -0.2142857142857143, -0.1983239077887227], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.42857142857142855, -0.35714285714285715, -0.12795477984772738], null], [[0.42857142857142855, -0.2857142857142857, -0.18545888723933537], null], [[0.5, -0.2857142857142857, -0.15131880516456192], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, -0.35714285714285715, -0.1786535241388118], null], [[0.3571428571428571, -0.2857142857142857, -0.2], null], [[0.42857142857142855, -0.2857142857142857, -0.18545888723933537], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, -0.2857142857142857, -0.2], null], [[0.3571428571428571, -0.2142857142857143, -0.18848704185742376], null], [[0.42857142857142855, -0.2142857142857143, -0.19935377880726962], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.42857142857142855, -0.2857142857142857, -0.18545888723933537], null], [[0.42857142857142855, -0.2142857142857143, -0.19935377880726962], null], [[0.5, -0.2142857142857143, -0.1983239077887227], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, -0.2857142857142857, -0.2], null], [[0.42857142857142855, -0.2857142857142857, -0.18545888723933537], null], [[0.42857142857142855, -0.2142857142857143, -0.19935377880726962], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, -0.35714285714285715, -0.1786535241388118], null], [[0.3571428571428571, -0.2857142857142857, -0.2], null], [[0.42857142857142855, -0.2857142857142857, -0.18545888723933537], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, -0.2857142857142857, -0.2], null], [[0.3571428571428571, -0.2142857142857143, -0.18848704185742376], null], [[0.42857142857142855, -0.2142857142857143, -0.19935377880726962], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.42857142857142855, -0.2857142857142857, -0.18545888723933537], null], [[0.42857142857142855, -0.2142857142857143, -0.19935377880726962], null], [[0.5, -0.2142857142857143, -0.1983239077887227], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, -0.2857142857142857, -0.2], null], [[0.42857142857142855, -0.2857142857142857, -0.18545888723933537], null], [[0.42857142857142855, -0.2142857142857143, -0.19935377880726962], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, -0.35714285714285715, -0.1786535241388118], null], [[0.42857142857142855, -0.35714285714285715, -0.12795477984772738], null], [[0.42857142857142855, -0.2857142857142857, -0.18545888723933537], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.42857142857142855, -0.35714285714285715, -0.12795477984772738], null], [[0.5, -0.35714285714285715, -0.056233427337279936], null], [[0.5, -0.2857142857142857, -0.15131880516456192], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.42857142857142855, -0.2857142857142857, -0.18545888723933537], null], [[0.5, -0.2857142857142857, -0.15131880516456192], null], [[0.5, -0.2142857142857143, -0.1983239077887227], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.42857142857142855, -0.35714285714285715, -0.12795477984772738], null], [[0.42857142857142855, -0.2857142857142857, -0.18545888723933537], null], [[0.5, -0.2857142857142857, -0.15131880516456192], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, -0.35714285714285715, -0.1786535241388118], null], [[0.3571428571428571, -0.2857142857142857, -0.2], null], [[0.42857142857142855, -0.2857142857142857, -0.18545888723933537], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, -0.2857142857142857, -0.2], null], [[0.3571428571428571, -0.2142857142857143, -0.18848704185742376], null], [[0.42857142857142855, -0.2142857142857143, -0.19935377880726962], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.42857142857142855, -0.2857142857142857, -0.18545888723933537], null], [[0.42857142857142855, -0.2142857142857143, -0.19935377880726962], null], [[0.5, -0.2142857142857143, -0.1983239077887227], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, -0.2857142857142857, -0.2], null], [[0.42857142857142855, -0.2857142857142857, -0.18545888723933537], null], [[0.42857142857142855, -0.2142857142857143, -0.19935377880726962], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, -0.2142857142857143, -0.18848704185742376], null], [[0.42857142857142855, -0.2142857142857143, -0.19935377880726962], null], [[0.42857142857142855, -0.14285714285714288, -0.16637217879973185], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.42857142857142855, -0.2142857142857143, -0.19935377880726962], null], [[0.5, -0.2142857142857143, -0.1983239077887227], null], [[0.5, -0.14285714285714288, -0.18231325995496644], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.42857142857142855, -0.14285714285714288, -0.16637217879973185], null], [[0.5, -0.14285714285714288, -0.18231325995496644], null], [[0.5, -0.07142857142857145, -0.10837411009345406], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.42857142857142855, -0.2142857142857143, -0.19935377880726962], null], [[0.42857142857142855, -0.14285714285714288, -0.16637217879973185], null], [[0.5, -0.14285714285714288, -0.18231325995496644], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, -0.2142857142857143, -0.18848704185742376], null], [[0.42857142857142855, -0.2142857142857143, -0.19935377880726962], null], [[0.42857142857142855, -0.14285714285714288, -0.16637217879973185], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.42857142857142855, -0.2142857142857143, -0.19935377880726962], null], [[0.5, -0.2142857142857143, -0.1983239077887227], null], [[0.5, -0.14285714285714288, -0.18231325995496644], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.42857142857142855, -0.14285714285714288, -0.16637217879973185], null], [[0.5, -0.14285714285714288, -0.18231325995496644], null], [[0.5, -0.07142857142857145, -0.10837411009345406], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.42857142857142855, -0.2142857142857143, -0.19935377880726962], null], [[0.42857142857142855, -0.14285714285714288, -0.16637217879973185], null], [[0.5, -0.14285714285714288, -0.18231325995496644], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, -0.35714285714285715, -0.1786535241388118], null], [[0.3571428571428571, -0.2857142857142857, -0.2], null], [[0.42857142857142855, -0.2857142857142857, -0.18545888723933537], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, -0.2857142857142857, -0.2], null], [[0.3571428571428571, -0.2142857142857143, -0.18848704185742376], null], [[0.42857142857142855, -0.2142857142857143, -0.19935377880726962], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.42857142857142855, -0.2857142857142857, -0.18545888723933537], null], [[0.42857142857142855, -0.2142857142857143, -0.19935377880726962], null], [[0.5, -0.2142857142857143, -0.1983239077887227], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, -0.2857142857142857, -0.2], null], [[0.42857142857142855, -0.2857142857142857, -0.18545888723933537], null], [[0.42857142857142855, -0.2142857142857143, -0.19935377880726962], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, 0.2142857142857143, 0.18848704185742376], null], [[0.42857142857142855, 0.14285714285714285, 0.16637217879973182], null], [[0.42857142857142855, 0.2142857142857143, 0.19935377880726962], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.42857142857142855, 0.14285714285714285, 0.16637217879973182], null], [[0.5, 0.0714285714285714, 0.108374110093454], null], [[0.5, 0.14285714285714285, 0.18231325995496642], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.42857142857142855, 0.2142857142857143, 0.19935377880726962], null], [[0.5, 0.14285714285714285, 0.18231325995496642], null], [[0.5, 0.2142857142857143, 0.1983239077887227], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.42857142857142855, 0.14285714285714285, 0.16637217879973182], null], [[0.42857142857142855, 0.2142857142857143, 0.19935377880726962], null], [[0.5, 0.14285714285714285, 0.18231325995496642], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, 0.2142857142857143, 0.18848704185742376], null], [[0.3571428571428571, 0.2857142857142857, 0.2], null], [[0.42857142857142855, 0.2142857142857143, 0.19935377880726962], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, 0.2857142857142857, 0.2], null], [[0.3571428571428571, 0.3571428571428571, 0.1786535241388118], null], [[0.42857142857142855, 0.2857142857142857, 0.18545888723933537], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.42857142857142855, 0.2142857142857143, 0.19935377880726962], null], [[0.42857142857142855, 0.2857142857142857, 0.18545888723933537], null], [[0.5, 0.2142857142857143, 0.1983239077887227], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, 0.2857142857142857, 0.2], null], [[0.42857142857142855, 0.2142857142857143, 0.19935377880726962], null], [[0.42857142857142855, 0.2857142857142857, 0.18545888723933537], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, 0.2142857142857143, 0.18848704185742376], null], [[0.3571428571428571, 0.2857142857142857, 0.2], null], [[0.42857142857142855, 0.2142857142857143, 0.19935377880726962], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, 0.2857142857142857, 0.2], null], [[0.3571428571428571, 0.3571428571428571, 0.1786535241388118], null], [[0.42857142857142855, 0.2857142857142857, 0.18545888723933537], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.42857142857142855, 0.2142857142857143, 0.19935377880726962], null], [[0.42857142857142855, 0.2857142857142857, 0.18545888723933537], null], [[0.5, 0.2142857142857143, 0.1983239077887227], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, 0.2857142857142857, 0.2], null], [[0.42857142857142855, 0.2142857142857143, 0.19935377880726962], null], [[0.42857142857142855, 0.2857142857142857, 0.18545888723933537], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, 0.2142857142857143, 0.18848704185742376], null], [[0.42857142857142855, 0.14285714285714285, 0.16637217879973182], null], [[0.42857142857142855, 0.2142857142857143, 0.19935377880726962], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.42857142857142855, 0.14285714285714285, 0.16637217879973182], null], [[0.5, 0.0714285714285714, 0.108374110093454], null], [[0.5, 0.14285714285714285, 0.18231325995496642], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.42857142857142855, 0.2142857142857143, 0.19935377880726962], null], [[0.5, 0.14285714285714285, 0.18231325995496642], null], [[0.5, 0.2142857142857143, 0.1983239077887227], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.42857142857142855, 0.14285714285714285, 0.16637217879973182], null], [[0.42857142857142855, 0.2142857142857143, 0.19935377880726962], null], [[0.5, 0.14285714285714285, 0.18231325995496642], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, 0.2142857142857143, 0.18848704185742376], null], [[0.3571428571428571, 0.2857142857142857, 0.2], null], [[0.42857142857142855, 0.2142857142857143, 0.19935377880726962], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, 0.2857142857142857, 0.2], null], [[0.3571428571428571, 0.3571428571428571, 0.1786535241388118], null], [[0.42857142857142855, 0.2857142857142857, 0.18545888723933537], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.42857142857142855, 0.2142857142857143, 0.19935377880726962], null], [[0.42857142857142855, 0.2857142857142857, 0.18545888723933537], null], [[0.5, 0.2142857142857143, 0.1983239077887227], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, 0.2857142857142857, 0.2], null], [[0.42857142857142855, 0.2142857142857143, 0.19935377880726962], null], [[0.42857142857142855, 0.2857142857142857, 0.18545888723933537], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, 0.3571428571428571, 0.1786535241388118], null], [[0.42857142857142855, 0.2857142857142857, 0.18545888723933537], null], [[0.42857142857142855, 0.3571428571428571, 0.12795477984772746], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.42857142857142855, 0.2857142857142857, 0.18545888723933537], null], [[0.5, 0.2142857142857143, 0.1983239077887227], null], [[0.5, 0.2857142857142857, 0.15131880516456192], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.42857142857142855, 0.3571428571428571, 0.12795477984772746], null], [[0.5, 0.2857142857142857, 0.15131880516456192], null], [[0.5, 0.3571428571428571, 0.056233427337280026], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.42857142857142855, 0.2857142857142857, 0.18545888723933537], null], [[0.42857142857142855, 0.3571428571428571, 0.12795477984772746], null], [[0.5, 0.2857142857142857, 0.15131880516456192], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, 0.3571428571428571, 0.1786535241388118], null], [[0.42857142857142855, 0.2857142857142857, 0.18545888723933537], null], [[0.42857142857142855, 0.3571428571428571, 0.12795477984772746], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.42857142857142855, 0.2857142857142857, 0.18545888723933537], null], [[0.5, 0.2142857142857143, 0.1983239077887227], null], [[0.5, 0.2857142857142857, 0.15131880516456192], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.42857142857142855, 0.3571428571428571, 0.12795477984772746], null], [[0.5, 0.2857142857142857, 0.15131880516456192], null], [[0.5, 0.3571428571428571, 0.056233427337280026], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.42857142857142855, 0.2857142857142857, 0.18545888723933537], null], [[0.42857142857142855, 0.3571428571428571, 0.12795477984772746], null], [[0.5, 0.2857142857142857, 0.15131880516456192], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, 0.2142857142857143, 0.18848704185742376], null], [[0.3571428571428571, 0.2857142857142857, 0.2], null], [[0.42857142857142855, 0.2142857142857143, 0.19935377880726962], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, 0.2857142857142857, 0.2], null], [[0.3571428571428571, 0.3571428571428571, 0.1786535241388118], null], [[0.42857142857142855, 0.2857142857142857, 0.18545888723933537], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.42857142857142855, 0.2142857142857143, 0.19935377880726962], null], [[0.42857142857142855, 0.2857142857142857, 0.18545888723933537], null], [[0.5, 0.2142857142857143, 0.1983239077887227], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, 0.2857142857142857, 0.2], null], [[0.42857142857142855, 0.2142857142857143, 0.19935377880726962], null], [[0.42857142857142855, 0.2857142857142857, 0.18545888723933537], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, -0.35714285714285715, 0.056233427337279936], null], [[-0.4285714285714286, -0.4285714285714286, 0.056233427337279936], null], [[-0.4285714285714286, -0.35714285714285715, 0.12795477984772738], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714286, -0.4285714285714286, 0.056233427337279936], null], [[-0.35714285714285715, -0.5, 0.056233427337279936], null], [[-0.35714285714285715, -0.4285714285714286, 0.12795477984772738], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714286, -0.35714285714285715, 0.12795477984772738], null], [[-0.35714285714285715, -0.4285714285714286, 0.12795477984772738], null], [[-0.35714285714285715, -0.35714285714285715, 0.17865352413881175], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714286, -0.4285714285714286, 0.056233427337279936], null], [[-0.4285714285714286, -0.35714285714285715, 0.12795477984772738], null], [[-0.35714285714285715, -0.4285714285714286, 0.12795477984772738], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, -0.07142857142857145, 0.10837411009345406], null], [[-0.4285714285714286, -0.14285714285714288, 0.16637217879973187], null], [[-0.4285714285714286, -0.07142857142857145, 0.09395552785393804], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714286, -0.14285714285714288, 0.16637217879973187], null], [[-0.35714285714285715, -0.2142857142857143, 0.18848704185742376], null], [[-0.35714285714285715, -0.14285714285714288, 0.1340119937359229], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714286, -0.07142857142857145, 0.09395552785393804], null], [[-0.35714285714285715, -0.14285714285714288, 0.1340119937359229], null], [[-0.35714285714285715, -0.07142857142857145, 0.07953694561442201], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714286, -0.14285714285714288, 0.16637217879973187], null], [[-0.4285714285714286, -0.07142857142857145, 0.09395552785393804], null], [[-0.35714285714285715, -0.14285714285714288, 0.1340119937359229], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, 0.0714285714285714, -0.108374110093454], null], [[-0.4285714285714286, -2.7755575615628914e-17, -0.014418582239515993], null], [[-0.4285714285714286, 0.0714285714285714, -0.09395552785393799], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714286, -2.7755575615628914e-17, -0.014418582239515993], null], [[-0.35714285714285715, -0.07142857142857145, 0.07953694561442201], null], [[-0.35714285714285715, -2.7755575615628914e-17, 3.1781440419018805e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714286, 0.0714285714285714, -0.09395552785393799], null], [[-0.35714285714285715, -2.7755575615628914e-17, 3.1781440419018805e-17], null], [[-0.35714285714285715, 0.0714285714285714, -0.07953694561442197], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714286, -2.7755575615628914e-17, -0.014418582239515993], null], [[-0.4285714285714286, 0.0714285714285714, -0.09395552785393799], null], [[-0.35714285714285715, -2.7755575615628914e-17, 3.1781440419018805e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, 0.0714285714285714, -0.108374110093454], null], [[-0.4285714285714286, 0.0714285714285714, -0.09395552785393799], null], [[-0.4285714285714286, 0.14285714285714285, -0.16637217879973182], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714286, 0.0714285714285714, -0.09395552785393799], null], [[-0.35714285714285715, 0.0714285714285714, -0.07953694561442197], null], [[-0.35714285714285715, 0.14285714285714285, -0.13401199373592287], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714286, 0.14285714285714285, -0.16637217879973182], null], [[-0.35714285714285715, 0.14285714285714285, -0.13401199373592287], null], [[-0.35714285714285715, 0.2142857142857143, -0.18848704185742376], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714286, 0.0714285714285714, -0.09395552785393799], null], [[-0.4285714285714286, 0.14285714285714285, -0.16637217879973182], null], [[-0.35714285714285715, 0.14285714285714285, -0.13401199373592287], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, 0.3571428571428571, -0.056233427337280026], null], [[-0.4285714285714286, 0.3571428571428571, -0.12795477984772738], null], [[-0.4285714285714286, 0.42857142857142855, -0.056233427337279984], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714286, 0.3571428571428571, -0.12795477984772738], null], [[-0.35714285714285715, 0.3571428571428571, -0.1786535241388118], null], [[-0.35714285714285715, 0.42857142857142855, -0.12795477984772738], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714286, 0.42857142857142855, -0.056233427337279984], null], [[-0.35714285714285715, 0.42857142857142855, -0.12795477984772738], null], [[-0.35714285714285715, 0.5, -0.056233427337279936], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714286, 0.3571428571428571, -0.12795477984772738], null], [[-0.4285714285714286, 0.42857142857142855, -0.056233427337279984], null], [[-0.35714285714285715, 0.42857142857142855, -0.12795477984772738], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, -0.2142857142857143, 0.18848704185742376], null], [[-0.35714285714285715, -0.14285714285714288, 0.1340119937359229], null], [[-0.2857142857142857, -0.2142857142857143, 0.16637217879973182], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, -0.14285714285714288, 0.1340119937359229], null], [[-0.35714285714285715, -0.07142857142857145, 0.07953694561442201], null], [[-0.2857142857142857, -0.14285714285714288, 0.10693292934763751], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.2142857142857143, 0.16637217879973182], null], [[-0.2857142857142857, -0.14285714285714288, 0.10693292934763751], null], [[-0.2142857142857143, -0.2142857142857143, 0.134328913080853], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, -0.14285714285714288, 0.1340119937359229], null], [[-0.2857142857142857, -0.2142857142857143, 0.16637217879973182], null], [[-0.2857142857142857, -0.14285714285714288, 0.10693292934763751], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, -0.07142857142857145, 0.07953694561442201], null], [[-0.2857142857142857, -0.14285714285714288, 0.10693292934763751], null], [[-0.2857142857142857, -0.07142857142857145, 0.06427470593585108], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.14285714285714288, 0.10693292934763751], null], [[-0.2142857142857143, -0.2142857142857143, 0.134328913080853], null], [[-0.2142857142857143, -0.14285714285714288, 0.09426945410341456], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.07142857142857145, 0.06427470593585108], null], [[-0.2142857142857143, -0.14285714285714288, 0.09426945410341456], null], [[-0.2142857142857143, -0.07142857142857145, 0.04858438448757959], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.14285714285714288, 0.10693292934763751], null], [[-0.2857142857142857, -0.07142857142857145, 0.06427470593585108], null], [[-0.2142857142857143, -0.14285714285714288, 0.09426945410341456], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, 0.0714285714285714, -0.07953694561442197], null], [[-0.2857142857142857, 0.0714285714285714, -0.06427470593585104], null], [[-0.2857142857142857, 0.14285714285714285, -0.10693292934763751], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.0714285714285714, -0.06427470593585104], null], [[-0.2142857142857143, 0.0714285714285714, -0.04858438448757955], null], [[-0.2142857142857143, 0.14285714285714285, -0.09426945410341453], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.14285714285714285, -0.10693292934763751], null], [[-0.2142857142857143, 0.14285714285714285, -0.09426945410341453], null], [[-0.2142857142857143, 0.2142857142857143, -0.134328913080853], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.0714285714285714, -0.06427470593585104], null], [[-0.2857142857142857, 0.14285714285714285, -0.10693292934763751], null], [[-0.2142857142857143, 0.14285714285714285, -0.09426945410341453], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, 0.0714285714285714, -0.07953694561442197], null], [[-0.35714285714285715, 0.14285714285714285, -0.13401199373592287], null], [[-0.2857142857142857, 0.14285714285714285, -0.10693292934763751], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, 0.14285714285714285, -0.13401199373592287], null], [[-0.35714285714285715, 0.2142857142857143, -0.18848704185742376], null], [[-0.2857142857142857, 0.2142857142857143, -0.16637217879973182], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.14285714285714285, -0.10693292934763751], null], [[-0.2857142857142857, 0.2142857142857143, -0.16637217879973182], null], [[-0.2142857142857143, 0.2142857142857143, -0.134328913080853], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, 0.14285714285714285, -0.13401199373592287], null], [[-0.2857142857142857, 0.14285714285714285, -0.10693292934763751], null], [[-0.2857142857142857, 0.2142857142857143, -0.16637217879973182], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.35714285714285715, 0.18848704185742376], null], [[-0.14285714285714288, -0.4285714285714286, 0.16637217879973187], null], [[-0.14285714285714288, -0.35714285714285715, 0.1340119937359229], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.4285714285714286, 0.16637217879973187], null], [[-0.07142857142857145, -0.5, 0.10837411009345406], null], [[-0.07142857142857145, -0.4285714285714286, 0.09395552785393804], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.35714285714285715, 0.1340119937359229], null], [[-0.07142857142857145, -0.4285714285714286, 0.09395552785393804], null], [[-0.07142857142857145, -0.35714285714285715, 0.07953694561442201], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.4285714285714286, 0.16637217879973187], null], [[-0.14285714285714288, -0.35714285714285715, 0.1340119937359229], null], [[-0.07142857142857145, -0.4285714285714286, 0.09395552785393804], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.35714285714285715, 0.18848704185742376], null], [[-0.2142857142857143, -0.2857142857142857, 0.16637217879973182], null], [[-0.14285714285714288, -0.35714285714285715, 0.1340119937359229], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.2857142857142857, 0.16637217879973182], null], [[-0.2142857142857143, -0.2142857142857143, 0.134328913080853], null], [[-0.14285714285714288, -0.2857142857142857, 0.10693292934763751], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.35714285714285715, 0.1340119937359229], null], [[-0.14285714285714288, -0.2857142857142857, 0.10693292934763751], null], [[-0.07142857142857145, -0.35714285714285715, 0.07953694561442201], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.2857142857142857, 0.16637217879973182], null], [[-0.14285714285714288, -0.35714285714285715, 0.1340119937359229], null], [[-0.14285714285714288, -0.2857142857142857, 0.10693292934763751], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.2142857142857143, 0.134328913080853], null], [[-0.14285714285714288, -0.2857142857142857, 0.10693292934763751], null], [[-0.14285714285714288, -0.2142857142857143, 0.09426945410341456], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.2857142857142857, 0.10693292934763751], null], [[-0.07142857142857145, -0.35714285714285715, 0.07953694561442201], null], [[-0.07142857142857145, -0.2857142857142857, 0.06427470593585108], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.2142857142857143, 0.09426945410341456], null], [[-0.07142857142857145, -0.2857142857142857, 0.06427470593585108], null], [[-0.07142857142857145, -0.2142857142857143, 0.04858438448757959], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.2857142857142857, 0.10693292934763751], null], [[-0.14285714285714288, -0.2142857142857143, 0.09426945410341456], null], [[-0.07142857142857145, -0.2857142857142857, 0.06427470593585108], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.2142857142857143, -0.134328913080853], null], [[-0.14285714285714288, 0.2142857142857143, -0.09426945410341456], null], [[-0.14285714285714288, 0.2857142857142857, -0.10693292934763751], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.2142857142857143, -0.09426945410341456], null], [[-0.07142857142857145, 0.2142857142857143, -0.04858438448757959], null], [[-0.07142857142857145, 0.2857142857142857, -0.06427470593585108], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.2857142857142857, -0.10693292934763751], null], [[-0.07142857142857145, 0.2857142857142857, -0.06427470593585108], null], [[-0.07142857142857145, 0.3571428571428571, -0.079536945614422], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.2142857142857143, -0.09426945410341456], null], [[-0.14285714285714288, 0.2857142857142857, -0.10693292934763751], null], [[-0.07142857142857145, 0.2857142857142857, -0.06427470593585108], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.2142857142857143, -0.134328913080853], null], [[-0.2142857142857143, 0.2857142857142857, -0.16637217879973182], null], [[-0.14285714285714288, 0.2857142857142857, -0.10693292934763751], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.2857142857142857, -0.16637217879973182], null], [[-0.2142857142857143, 0.3571428571428571, -0.18848704185742376], null], [[-0.14285714285714288, 0.3571428571428571, -0.1340119937359229], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.2857142857142857, -0.10693292934763751], null], [[-0.14285714285714288, 0.3571428571428571, -0.1340119937359229], null], [[-0.07142857142857145, 0.3571428571428571, -0.079536945614422], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.2857142857142857, -0.16637217879973182], null], [[-0.14285714285714288, 0.2857142857142857, -0.10693292934763751], null], [[-0.14285714285714288, 0.3571428571428571, -0.1340119937359229], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.3571428571428571, -0.18848704185742376], null], [[-0.14285714285714288, 0.3571428571428571, -0.1340119937359229], null], [[-0.14285714285714288, 0.42857142857142855, -0.16637217879973185], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.3571428571428571, -0.1340119937359229], null], [[-0.07142857142857145, 0.3571428571428571, -0.079536945614422], null], [[-0.07142857142857145, 0.42857142857142855, -0.09395552785393803], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.42857142857142855, -0.16637217879973185], null], [[-0.07142857142857145, 0.42857142857142855, -0.09395552785393803], null], [[-0.07142857142857145, 0.5, -0.10837411009345406], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.3571428571428571, -0.1340119937359229], null], [[-0.14285714285714288, 0.42857142857142855, -0.16637217879973185], null], [[-0.07142857142857145, 0.42857142857142855, -0.09395552785393803], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -0.35714285714285715, 0.07953694561442201], null], [[-2.7755575615628914e-17, -0.4285714285714286, -0.014418582239515993], null], [[-2.7755575615628914e-17, -0.35714285714285715, 3.1781440419018805e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, -0.4285714285714286, -0.014418582239515993], null], [[0.0714285714285714, -0.5, -0.108374110093454], null], [[0.0714285714285714, -0.4285714285714286, -0.09395552785393799], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, -0.35714285714285715, 3.1781440419018805e-17], null], [[0.0714285714285714, -0.4285714285714286, -0.09395552785393799], null], [[0.0714285714285714, -0.35714285714285715, -0.07953694561442197], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, -0.4285714285714286, -0.014418582239515993], null], [[-2.7755575615628914e-17, -0.35714285714285715, 3.1781440419018805e-17], null], [[0.0714285714285714, -0.4285714285714286, -0.09395552785393799], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.3571428571428571, -0.079536945614422], null], [[-0.07142857142857145, 0.42857142857142855, -0.09395552785393803], null], [[-2.7755575615628914e-17, 0.3571428571428571, -3.17814404190188e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.42857142857142855, -0.09395552785393803], null], [[-0.07142857142857145, 0.5, -0.10837411009345406], null], [[-2.7755575615628914e-17, 0.42857142857142855, -0.014418582239516056], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 0.3571428571428571, -3.17814404190188e-17], null], [[-2.7755575615628914e-17, 0.42857142857142855, -0.014418582239516056], null], [[0.0714285714285714, 0.3571428571428571, 0.07953694561442196], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.42857142857142855, -0.09395552785393803], null], [[-2.7755575615628914e-17, 0.3571428571428571, -3.17814404190188e-17], null], [[-2.7755575615628914e-17, 0.42857142857142855, -0.014418582239516056], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.5, -0.108374110093454], null], [[0.0714285714285714, -0.4285714285714286, -0.09395552785393799], null], [[0.14285714285714285, -0.4285714285714286, -0.16637217879973182], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.4285714285714286, -0.09395552785393799], null], [[0.0714285714285714, -0.35714285714285715, -0.07953694561442197], null], [[0.14285714285714285, -0.35714285714285715, -0.13401199373592287], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, -0.4285714285714286, -0.16637217879973182], null], [[0.14285714285714285, -0.35714285714285715, -0.13401199373592287], null], [[0.2142857142857143, -0.35714285714285715, -0.18848704185742376], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.4285714285714286, -0.09395552785393799], null], [[0.14285714285714285, -0.4285714285714286, -0.16637217879973182], null], [[0.14285714285714285, -0.35714285714285715, -0.13401199373592287], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.35714285714285715, -0.07953694561442197], null], [[0.14285714285714285, -0.35714285714285715, -0.13401199373592287], null], [[0.14285714285714285, -0.2857142857142857, -0.10693292934763751], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, -0.35714285714285715, -0.13401199373592287], null], [[0.2142857142857143, -0.35714285714285715, -0.18848704185742376], null], [[0.2142857142857143, -0.2857142857142857, -0.16637217879973182], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, -0.2857142857142857, -0.10693292934763751], null], [[0.2142857142857143, -0.2857142857142857, -0.16637217879973182], null], [[0.2142857142857143, -0.2142857142857143, -0.134328913080853], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, -0.35714285714285715, -0.13401199373592287], null], [[0.14285714285714285, -0.2857142857142857, -0.10693292934763751], null], [[0.2142857142857143, -0.2857142857142857, -0.16637217879973182], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.35714285714285715, -0.07953694561442197], null], [[0.0714285714285714, -0.2857142857142857, -0.06427470593585104], null], [[0.14285714285714285, -0.2857142857142857, -0.10693292934763751], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.2857142857142857, -0.06427470593585104], null], [[0.0714285714285714, -0.2142857142857143, -0.04858438448757955], null], [[0.14285714285714285, -0.2142857142857143, -0.09426945410341453], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, -0.2857142857142857, -0.10693292934763751], null], [[0.14285714285714285, -0.2142857142857143, -0.09426945410341453], null], [[0.2142857142857143, -0.2142857142857143, -0.134328913080853], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.2857142857142857, -0.06427470593585104], null], [[0.14285714285714285, -0.2857142857142857, -0.10693292934763751], null], [[0.14285714285714285, -0.2142857142857143, -0.09426945410341453], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.2142857142857143, 0.04858438448757955], null], [[0.0714285714285714, 0.2857142857142857, 0.06427470593585104], null], [[0.14285714285714285, 0.2142857142857143, 0.09426945410341453], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.2857142857142857, 0.06427470593585104], null], [[0.0714285714285714, 0.3571428571428571, 0.07953694561442196], null], [[0.14285714285714285, 0.2857142857142857, 0.10693292934763748], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, 0.2142857142857143, 0.09426945410341453], null], [[0.14285714285714285, 0.2857142857142857, 0.10693292934763748], null], [[0.2142857142857143, 0.2142857142857143, 0.134328913080853], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.2857142857142857, 0.06427470593585104], null], [[0.14285714285714285, 0.2142857142857143, 0.09426945410341453], null], [[0.14285714285714285, 0.2857142857142857, 0.10693292934763748], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.3571428571428571, 0.07953694561442196], null], [[0.14285714285714285, 0.2857142857142857, 0.10693292934763748], null], [[0.14285714285714285, 0.3571428571428571, 0.13401199373592287], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, 0.2857142857142857, 0.10693292934763748], null], [[0.2142857142857143, 0.2142857142857143, 0.134328913080853], null], [[0.2142857142857143, 0.2857142857142857, 0.16637217879973182], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, 0.3571428571428571, 0.13401199373592287], null], [[0.2142857142857143, 0.2857142857142857, 0.16637217879973182], null], [[0.2142857142857143, 0.3571428571428571, 0.18848704185742376], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, 0.2857142857142857, 0.10693292934763748], null], [[0.14285714285714285, 0.3571428571428571, 0.13401199373592287], null], [[0.2142857142857143, 0.2857142857142857, 0.16637217879973182], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.3571428571428571, 0.07953694561442196], null], [[0.0714285714285714, 0.42857142857142855, 0.09395552785393799], null], [[0.14285714285714285, 0.3571428571428571, 0.13401199373592287], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.42857142857142855, 0.09395552785393799], null], [[0.0714285714285714, 0.5, 0.108374110093454], null], [[0.14285714285714285, 0.42857142857142855, 0.16637217879973182], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, 0.3571428571428571, 0.13401199373592287], null], [[0.14285714285714285, 0.42857142857142855, 0.16637217879973182], null], [[0.2142857142857143, 0.3571428571428571, 0.18848704185742376], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.42857142857142855, 0.09395552785393799], null], [[0.14285714285714285, 0.3571428571428571, 0.13401199373592287], null], [[0.14285714285714285, 0.42857142857142855, 0.16637217879973182], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, -0.2142857142857143, -0.134328913080853], null], [[0.2857142857142857, -0.2142857142857143, -0.16637217879973182], null], [[0.2857142857142857, -0.14285714285714288, -0.10693292934763751], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2857142857142857, -0.2142857142857143, -0.16637217879973182], null], [[0.3571428571428571, -0.2142857142857143, -0.18848704185742376], null], [[0.3571428571428571, -0.14285714285714288, -0.1340119937359229], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2857142857142857, -0.14285714285714288, -0.10693292934763751], null], [[0.3571428571428571, -0.14285714285714288, -0.1340119937359229], null], [[0.3571428571428571, -0.07142857142857145, -0.079536945614422], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2857142857142857, -0.2142857142857143, -0.16637217879973182], null], [[0.2857142857142857, -0.14285714285714288, -0.10693292934763751], null], [[0.3571428571428571, -0.14285714285714288, -0.1340119937359229], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, -0.2142857142857143, -0.134328913080853], null], [[0.2142857142857143, -0.14285714285714288, -0.09426945410341456], null], [[0.2857142857142857, -0.14285714285714288, -0.10693292934763751], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, -0.14285714285714288, -0.09426945410341456], null], [[0.2142857142857143, -0.07142857142857145, -0.04858438448757959], null], [[0.2857142857142857, -0.07142857142857145, -0.06427470593585108], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2857142857142857, -0.14285714285714288, -0.10693292934763751], null], [[0.2857142857142857, -0.07142857142857145, -0.06427470593585108], null], [[0.3571428571428571, -0.07142857142857145, -0.079536945614422], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, -0.14285714285714288, -0.09426945410341456], null], [[0.2857142857142857, -0.14285714285714288, -0.10693292934763751], null], [[0.2857142857142857, -0.07142857142857145, -0.06427470593585108], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, 0.0714285714285714, 0.04858438448757955], null], [[0.2142857142857143, 0.14285714285714285, 0.09426945410341453], null], [[0.2857142857142857, 0.0714285714285714, 0.06427470593585104], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, 0.14285714285714285, 0.09426945410341453], null], [[0.2142857142857143, 0.2142857142857143, 0.134328913080853], null], [[0.2857142857142857, 0.14285714285714285, 0.10693292934763748], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2857142857142857, 0.0714285714285714, 0.06427470593585104], null], [[0.2857142857142857, 0.14285714285714285, 0.10693292934763748], null], [[0.3571428571428571, 0.0714285714285714, 0.07953694561442196], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, 0.14285714285714285, 0.09426945410341453], null], [[0.2857142857142857, 0.0714285714285714, 0.06427470593585104], null], [[0.2857142857142857, 0.14285714285714285, 0.10693292934763748], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, 0.2142857142857143, 0.134328913080853], null], [[0.2857142857142857, 0.14285714285714285, 0.10693292934763748], null], [[0.2857142857142857, 0.2142857142857143, 0.16637217879973182], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2857142857142857, 0.14285714285714285, 0.10693292934763748], null], [[0.3571428571428571, 0.0714285714285714, 0.07953694561442196], null], [[0.3571428571428571, 0.14285714285714285, 0.13401199373592287], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2857142857142857, 0.2142857142857143, 0.16637217879973182], null], [[0.3571428571428571, 0.14285714285714285, 0.13401199373592287], null], [[0.3571428571428571, 0.2142857142857143, 0.18848704185742376], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2857142857142857, 0.14285714285714285, 0.10693292934763748], null], [[0.2857142857142857, 0.2142857142857143, 0.16637217879973182], null], [[0.3571428571428571, 0.14285714285714285, 0.13401199373592287], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, -0.5, -0.056233427337280026], null], [[0.3571428571428571, -0.4285714285714286, -0.12795477984772738], null], [[0.42857142857142855, -0.4285714285714286, -0.056233427337279984], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, -0.4285714285714286, -0.12795477984772738], null], [[0.3571428571428571, -0.35714285714285715, -0.1786535241388118], null], [[0.42857142857142855, -0.35714285714285715, -0.12795477984772738], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.42857142857142855, -0.4285714285714286, -0.056233427337279984], null], [[0.42857142857142855, -0.35714285714285715, -0.12795477984772738], null], [[0.5, -0.35714285714285715, -0.056233427337279936], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, -0.4285714285714286, -0.12795477984772738], null], [[0.42857142857142855, -0.4285714285714286, -0.056233427337279984], null], [[0.42857142857142855, -0.35714285714285715, -0.12795477984772738], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, -0.2142857142857143, -0.18848704185742376], null], [[0.3571428571428571, -0.14285714285714288, -0.1340119937359229], null], [[0.42857142857142855, -0.14285714285714288, -0.16637217879973185], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, -0.14285714285714288, -0.1340119937359229], null], [[0.3571428571428571, -0.07142857142857145, -0.079536945614422], null], [[0.42857142857142855, -0.07142857142857145, -0.09395552785393803], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.42857142857142855, -0.14285714285714288, -0.16637217879973185], null], [[0.42857142857142855, -0.07142857142857145, -0.09395552785393803], null], [[0.5, -0.07142857142857145, -0.10837411009345406], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, -0.14285714285714288, -0.1340119937359229], null], [[0.42857142857142855, -0.14285714285714288, -0.16637217879973185], null], [[0.42857142857142855, -0.07142857142857145, -0.09395552785393803], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, -0.07142857142857145, -0.079536945614422], null], [[0.3571428571428571, -2.7755575615628914e-17, -3.17814404190188e-17], null], [[0.42857142857142855, -0.07142857142857145, -0.09395552785393803], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, -2.7755575615628914e-17, -3.17814404190188e-17], null], [[0.3571428571428571, 0.0714285714285714, 0.07953694561442196], null], [[0.42857142857142855, -2.7755575615628914e-17, -0.014418582239516056], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.42857142857142855, -0.07142857142857145, -0.09395552785393803], null], [[0.42857142857142855, -2.7755575615628914e-17, -0.014418582239516056], null], [[0.5, -0.07142857142857145, -0.10837411009345406], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, -2.7755575615628914e-17, -3.17814404190188e-17], null], [[0.42857142857142855, -0.07142857142857145, -0.09395552785393803], null], [[0.42857142857142855, -2.7755575615628914e-17, -0.014418582239516056], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, 0.0714285714285714, 0.07953694561442196], null], [[0.3571428571428571, 0.14285714285714285, 0.13401199373592287], null], [[0.42857142857142855, 0.0714285714285714, 0.09395552785393799], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, 0.14285714285714285, 0.13401199373592287], null], [[0.3571428571428571, 0.2142857142857143, 0.18848704185742376], null], [[0.42857142857142855, 0.14285714285714285, 0.16637217879973182], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.42857142857142855, 0.0714285714285714, 0.09395552785393799], null], [[0.42857142857142855, 0.14285714285714285, 0.16637217879973182], null], [[0.5, 0.0714285714285714, 0.108374110093454], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, 0.14285714285714285, 0.13401199373592287], null], [[0.42857142857142855, 0.0714285714285714, 0.09395552785393799], null], [[0.42857142857142855, 0.14285714285714285, 0.16637217879973182], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, 0.3571428571428571, 0.1786535241388118], null], [[0.3571428571428571, 0.42857142857142855, 0.12795477984772746], null], [[0.42857142857142855, 0.3571428571428571, 0.12795477984772746], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, 0.42857142857142855, 0.12795477984772746], null], [[0.3571428571428571, 0.5, 0.056233427337280026], null], [[0.42857142857142855, 0.42857142857142855, 0.056233427337280026], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.42857142857142855, 0.3571428571428571, 0.12795477984772746], null], [[0.42857142857142855, 0.42857142857142855, 0.056233427337280026], null], [[0.5, 0.3571428571428571, 0.056233427337280026], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, 0.42857142857142855, 0.12795477984772746], null], [[0.42857142857142855, 0.3571428571428571, 0.12795477984772746], null], [[0.42857142857142855, 0.42857142857142855, 0.056233427337280026], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.5, -0.5, -0.15165053341602328], null], [[-0.5, -0.35714285714285715, 0.056233427337279936], null], [[-0.5, -0.2857142857142857, 0.15131880516456192], null], [[-0.5, -0.2142857142857143, 0.1983239077887227], null], [[-0.5, -0.14285714285714288, 0.18231325995496644], null], [[-0.5, -0.07142857142857145, 0.10837411009345406], null], [[-0.5, 0.0714285714285714, -0.108374110093454], null], [[-0.5, 0.14285714285714285, -0.18231325995496642], null], [[-0.5, 0.2142857142857143, -0.1983239077887227], null], [[-0.5, 0.2857142857142857, -0.15131880516456192], null], [[-0.5, 0.3571428571428571, -0.056233427337280026], null], [[-0.5, 0.5, 0.15165053341602328], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.35714285714285715, -0.5, 0.056233427337279936], null], [[-0.35714285714285715, -0.4285714285714286, 0.12795477984772738], null], [[-0.35714285714285715, -0.35714285714285715, 0.17865352413881175], null], [[-0.35714285714285715, -0.2857142857142857, 0.2], null], [[-0.35714285714285715, -0.2142857142857143, 0.18848704185742376], null], [[-0.35714285714285715, -0.07142857142857145, 0.07953694561442201], null], [[-0.35714285714285715, -2.7755575615628914e-17, 3.1781440419018805e-17], null], [[-0.35714285714285715, 0.0714285714285714, -0.07953694561442197], null], [[-0.35714285714285715, 0.2142857142857143, -0.18848704185742376], null], [[-0.35714285714285715, 0.2857142857142857, -0.2], null], [[-0.35714285714285715, 0.3571428571428571, -0.1786535241388118], null], [[-0.35714285714285715, 0.42857142857142855, -0.12795477984772738], null], [[-0.35714285714285715, 0.5, -0.056233427337279936], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.5, 0.1983239077887227], null], [[-0.2142857142857143, -0.4285714285714286, 0.19935377880726962], null], [[-0.2142857142857143, -0.35714285714285715, 0.18848704185742376], null], [[-0.2142857142857143, -0.2857142857142857, 0.16637217879973182], null], [[-0.2142857142857143, -0.2142857142857143, 0.134328913080853], null], [[-0.2142857142857143, -0.14285714285714288, 0.09426945410341456], null], [[-0.2142857142857143, -0.07142857142857145, 0.04858438448757959], null], [[-0.2142857142857143, -2.7755575615628914e-17, 1.9068864251411284e-17], null], [[-0.2142857142857143, 0.0714285714285714, -0.04858438448757955], null], [[-0.2142857142857143, 0.14285714285714285, -0.09426945410341453], null], [[-0.2142857142857143, 0.2142857142857143, -0.134328913080853], null], [[-0.2142857142857143, 0.2857142857142857, -0.16637217879973182], null], [[-0.2142857142857143, 0.3571428571428571, -0.18848704185742376], null], [[-0.2142857142857143, 0.42857142857142855, -0.19935377880726962], null], [[-0.2142857142857143, 0.5, -0.1983239077887227], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -0.5, 0.10837411009345406], null], [[-0.07142857142857145, -0.35714285714285715, 0.07953694561442201], null], [[-0.07142857142857145, -0.2857142857142857, 0.06427470593585108], null], [[-0.07142857142857145, -0.2142857142857143, 0.04858438448757959], null], [[-0.07142857142857145, -0.14285714285714288, 0.032570481795513466], null], [[-0.07142857142857145, -0.07142857142857145, 0.016339653498203217], null], [[-0.07142857142857145, -2.7755575615628914e-17, 6.356288083803763e-18], null], [[-0.07142857142857145, 0.0714285714285714, -0.016339653498203204], null], [[-0.07142857142857145, 0.14285714285714285, -0.03257048179551346], null], [[-0.07142857142857145, 0.2142857142857143, -0.04858438448757959], null], [[-0.07142857142857145, 0.2857142857142857, -0.06427470593585108], null], [[-0.07142857142857145, 0.3571428571428571, -0.079536945614422], null], [[-0.07142857142857145, 0.5, -0.10837411009345406], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.5, -0.108374110093454], null], [[0.0714285714285714, -0.35714285714285715, -0.07953694561442197], null], [[0.0714285714285714, -0.2857142857142857, -0.06427470593585104], null], [[0.0714285714285714, -0.2142857142857143, -0.04858438448757955], null], [[0.0714285714285714, -0.14285714285714288, -0.03257048179551345], null], [[0.0714285714285714, -0.07142857142857145, -0.016339653498203204], null], [[0.0714285714285714, -2.7755575615628914e-17, -6.356288083803758e-18], null], [[0.0714285714285714, 0.0714285714285714, 0.01633965349820319], null], [[0.0714285714285714, 0.14285714285714285, 0.032570481795513445], null], [[0.0714285714285714, 0.2142857142857143, 0.04858438448757955], null], [[0.0714285714285714, 0.2857142857142857, 0.06427470593585104], null], [[0.0714285714285714, 0.3571428571428571, 0.07953694561442196], null], [[0.0714285714285714, 0.5, 0.108374110093454], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.2142857142857143, -0.5, -0.1983239077887227], null], [[0.2142857142857143, -0.4285714285714286, -0.19935377880726962], null], [[0.2142857142857143, -0.35714285714285715, -0.18848704185742376], null], [[0.2142857142857143, -0.2857142857142857, -0.16637217879973182], null], [[0.2142857142857143, -0.2142857142857143, -0.134328913080853], null], [[0.2142857142857143, -0.14285714285714288, -0.09426945410341456], null], [[0.2142857142857143, -0.07142857142857145, -0.04858438448757959], null], [[0.2142857142857143, -2.7755575615628914e-17, -1.9068864251411284e-17], null], [[0.2142857142857143, 0.0714285714285714, 0.04858438448757955], null], [[0.2142857142857143, 0.14285714285714285, 0.09426945410341453], null], [[0.2142857142857143, 0.2142857142857143, 0.134328913080853], null], [[0.2142857142857143, 0.2857142857142857, 0.16637217879973182], null], [[0.2142857142857143, 0.3571428571428571, 0.18848704185742376], null], [[0.2142857142857143, 0.42857142857142855, 0.19935377880726962], null], [[0.2142857142857143, 0.5, 0.1983239077887227], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.3571428571428571, -0.5, -0.056233427337280026], null], [[0.3571428571428571, -0.4285714285714286, -0.12795477984772738], null], [[0.3571428571428571, -0.35714285714285715, -0.1786535241388118], null], [[0.3571428571428571, -0.2857142857142857, -0.2], null], [[0.3571428571428571, -0.2142857142857143, -0.18848704185742376], null], [[0.3571428571428571, -0.07142857142857145, -0.079536945614422], null], [[0.3571428571428571, -2.7755575615628914e-17, -3.17814404190188e-17], null], [[0.3571428571428571, 0.0714285714285714, 0.07953694561442196], null], [[0.3571428571428571, 0.2142857142857143, 0.18848704185742376], null], [[0.3571428571428571, 0.2857142857142857, 0.2], null], [[0.3571428571428571, 0.3571428571428571, 0.1786535241388118], null], [[0.3571428571428571, 0.42857142857142855, 0.12795477984772746], null], [[0.3571428571428571, 0.5, 0.056233427337280026], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.5, -0.5, 0.15165053341602328], null], [[0.5, -0.35714285714285715, -0.056233427337279936], null], [[0.5, -0.2857142857142857, -0.15131880516456192], null], [[0.5, -0.2142857142857143, -0.1983239077887227], null], [[0.5, -0.14285714285714288, -0.18231325995496644], null], [[0.5, -0.07142857142857145, -0.10837411009345406], null], [[0.5, 0.0714285714285714, 0.108374110093454], null], [[0.5, 0.14285714285714285, 0.18231325995496642], null], [[0.5, 0.2142857142857143, 0.1983239077887227], null], [[0.5, 0.2857142857142857, 0.15131880516456192], null], [[0.5, 0.3571428571428571, 0.056233427337280026], null], [[0.5, 0.5, -0.15165053341602328], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.5, -0.5, -0.15165053341602328], null], [[-0.35714285714285715, -0.5, 0.056233427337279936], null], [[-0.2857142857142857, -0.5, 0.15131880516456192], null], [[-0.2142857142857143, -0.5, 0.1983239077887227], null], [[-0.14285714285714288, -0.5, 0.18231325995496644], null], [[-0.07142857142857145, -0.5, 0.10837411009345406], null], [[0.0714285714285714, -0.5, -0.108374110093454], null], [[0.14285714285714285, -0.5, -0.18231325995496642], null], [[0.2142857142857143, -0.5, -0.1983239077887227], null], [[0.2857142857142857, -0.5, -0.15131880516456192], null], [[0.3571428571428571, -0.5, -0.056233427337280026], null], [[0.5, -0.5, 0.15165053341602328], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.5, -0.35714285714285715, 0.056233427337279936], null], [[-0.4285714285714286, -0.35714285714285715, 0.12795477984772738], null], [[-0.35714285714285715, -0.35714285714285715, 0.17865352413881175], null], [[-0.2857142857142857, -0.35714285714285715, 0.2], null], [[-0.2142857142857143, -0.35714285714285715, 0.18848704185742376], null], [[-0.07142857142857145, -0.35714285714285715, 0.07953694561442201], null], [[-2.7755575615628914e-17, -0.35714285714285715, 3.1781440419018805e-17], null], [[0.0714285714285714, -0.35714285714285715, -0.07953694561442197], null], [[0.2142857142857143, -0.35714285714285715, -0.18848704185742376], null], [[0.2857142857142857, -0.35714285714285715, -0.2], null], [[0.3571428571428571, -0.35714285714285715, -0.1786535241388118], null], [[0.42857142857142855, -0.35714285714285715, -0.12795477984772738], null], [[0.5, -0.35714285714285715, -0.056233427337279936], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.5, -0.2142857142857143, 0.1983239077887227], null], [[-0.4285714285714286, -0.2142857142857143, 0.19935377880726962], null], [[-0.35714285714285715, -0.2142857142857143, 0.18848704185742376], null], [[-0.2857142857142857, -0.2142857142857143, 0.16637217879973182], null], [[-0.2142857142857143, -0.2142857142857143, 0.134328913080853], null], [[-0.14285714285714288, -0.2142857142857143, 0.09426945410341456], null], [[-0.07142857142857145, -0.2142857142857143, 0.04858438448757959], null], [[-2.7755575615628914e-17, -0.2142857142857143, 1.9068864251411284e-17], null], [[0.0714285714285714, -0.2142857142857143, -0.04858438448757955], null], [[0.14285714285714285, -0.2142857142857143, -0.09426945410341453], null], [[0.2142857142857143, -0.2142857142857143, -0.134328913080853], null], [[0.2857142857142857, -0.2142857142857143, -0.16637217879973182], null], [[0.3571428571428571, -0.2142857142857143, -0.18848704185742376], null], [[0.42857142857142855, -0.2142857142857143, -0.19935377880726962], null], [[0.5, -0.2142857142857143, -0.1983239077887227], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.5, -0.07142857142857145, 0.10837411009345406], null], [[-0.35714285714285715, -0.07142857142857145, 0.07953694561442201], null], [[-0.2857142857142857, -0.07142857142857145, 0.06427470593585108], null], [[-0.2142857142857143, -0.07142857142857145, 0.04858438448757959], null], [[-0.14285714285714288, -0.07142857142857145, 0.032570481795513466], null], [[-0.07142857142857145, -0.07142857142857145, 0.016339653498203217], null], [[-2.7755575615628914e-17, -0.07142857142857145, 6.356288083803763e-18], null], [[0.0714285714285714, -0.07142857142857145, -0.016339653498203204], null], [[0.14285714285714285, -0.07142857142857145, -0.03257048179551346], null], [[0.2142857142857143, -0.07142857142857145, -0.04858438448757959], null], [[0.2857142857142857, -0.07142857142857145, -0.06427470593585108], null], [[0.3571428571428571, -0.07142857142857145, -0.079536945614422], null], [[0.5, -0.07142857142857145, -0.10837411009345406], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.5, 0.0714285714285714, -0.108374110093454], null], [[-0.35714285714285715, 0.0714285714285714, -0.07953694561442197], null], [[-0.2857142857142857, 0.0714285714285714, -0.06427470593585104], null], [[-0.2142857142857143, 0.0714285714285714, -0.04858438448757955], null], [[-0.14285714285714288, 0.0714285714285714, -0.03257048179551345], null], [[-0.07142857142857145, 0.0714285714285714, -0.016339653498203204], null], [[-2.7755575615628914e-17, 0.0714285714285714, -6.356288083803758e-18], null], [[0.0714285714285714, 0.0714285714285714, 0.01633965349820319], null], [[0.14285714285714285, 0.0714285714285714, 0.032570481795513445], null], [[0.2142857142857143, 0.0714285714285714, 0.04858438448757955], null], [[0.2857142857142857, 0.0714285714285714, 0.06427470593585104], null], [[0.3571428571428571, 0.0714285714285714, 0.07953694561442196], null], [[0.5, 0.0714285714285714, 0.108374110093454], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.5, 0.2142857142857143, -0.1983239077887227], null], [[-0.4285714285714286, 0.2142857142857143, -0.19935377880726962], null], [[-0.35714285714285715, 0.2142857142857143, -0.18848704185742376], null], [[-0.2857142857142857, 0.2142857142857143, -0.16637217879973182], null], [[-0.2142857142857143, 0.2142857142857143, -0.134328913080853], null], [[-0.14285714285714288, 0.2142857142857143, -0.09426945410341456], null], [[-0.07142857142857145, 0.2142857142857143, -0.04858438448757959], null], [[-2.7755575615628914e-17, 0.2142857142857143, -1.9068864251411284e-17], null], [[0.0714285714285714, 0.2142857142857143, 0.04858438448757955], null], [[0.14285714285714285, 0.2142857142857143, 0.09426945410341453], null], [[0.2142857142857143, 0.2142857142857143, 0.134328913080853], null], [[0.2857142857142857, 0.2142857142857143, 0.16637217879973182], null], [[0.3571428571428571, 0.2142857142857143, 0.18848704185742376], null], [[0.42857142857142855, 0.2142857142857143, 0.19935377880726962], null], [[0.5, 0.2142857142857143, 0.1983239077887227], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.5, 0.3571428571428571, -0.056233427337280026], null], [[-0.4285714285714286, 0.3571428571428571, -0.12795477984772738], null], [[-0.35714285714285715, 0.3571428571428571, -0.1786535241388118], null], [[-0.2857142857142857, 0.3571428571428571, -0.2], null], [[-0.2142857142857143, 0.3571428571428571, -0.18848704185742376], null], [[-0.07142857142857145, 0.3571428571428571, -0.079536945614422], null], [[-2.7755575615628914e-17, 0.3571428571428571, -3.17814404190188e-17], null], [[0.0714285714285714, 0.3571428571428571, 0.07953694561442196], null], [[0.2142857142857143, 0.3571428571428571, 0.18848704185742376], null], [[0.2857142857142857, 0.3571428571428571, 0.2], null], [[0.3571428571428571, 0.3571428571428571, 0.1786535241388118], null], [[0.42857142857142855, 0.3571428571428571, 0.12795477984772746], null], [[0.5, 0.3571428571428571, 0.056233427337280026], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.5, 0.5, 0.15165053341602328], null], [[-0.35714285714285715, 0.5, -0.056233427337279936], null], [[-0.2857142857142857, 0.5, -0.15131880516456192], null], [[-0.2142857142857143, 0.5, -0.1983239077887227], null], [[-0.14285714285714288, 0.5, -0.18231325995496644], null], [[-0.07142857142857145, 0.5, -0.10837411009345406], null], [[0.0714285714285714, 0.5, 0.108374110093454], null], [[0.14285714285714285, 0.5, 0.18231325995496642], null], [[0.2142857142857143, 0.5, 0.1983239077887227], null], [[0.2857142857142857, 0.5, 0.15131880516456192], null], [[0.3571428571428571, 0.5, 0.056233427337280026], null], [[0.5, 0.5, -0.15165053341602328], null]], &quot;color&quot;: [0, 0, 0, 1]}], &quot;axes&quot;: {&quot;hasaxes&quot;: [true, true, true], &quot;ticks&quot;: [[[-0.5, -0.25, 0.0, 0.25, 0.5], [-0.45, -0.4, -0.35000000000000003, -0.30000000000000004, -0.2, -0.15000000000000002, -0.1, -0.05, 0.05, 0.1, 0.15000000000000002, 0.2, 0.30000000000000004, 0.35000000000000003, 0.4, 0.45], [&quot;-2&quot;, &quot;-1&quot;, &quot;0&quot;, &quot;1&quot;, &quot;2&quot;]], [[-0.5, -0.25, 0.0, 0.25, 0.5], [-0.45, -0.4, -0.35000000000000003, -0.30000000000000004, -0.2, -0.15000000000000002, -0.1, -0.05, 0.05, 0.1, 0.15000000000000002, 0.2, 0.30000000000000004, 0.35000000000000003, 0.4, 0.45], [&quot;-2&quot;, &quot;-1&quot;, &quot;0&quot;, &quot;1&quot;, &quot;2&quot;]], [[-0.1001916182598735, 0.0, 0.1001916182598735], [-0.1803449128677723, -0.1603065892157976, -0.1402682655638229, -0.12022994191184821, -0.0801532946078988, -0.06011497095592411, -0.0400766473039494, -0.0200383236519747, 0.0200383236519747, 0.0400766473039494, 0.06011497095592411, 0.0801532946078988, 0.12022994191184821, 0.1402682655638229, 0.1603065892157976, 0.1803449128677723], [&quot;-0.5&quot;, &quot;0&quot;, &quot;0.5&quot;]]]}, &quot;extent&quot;: {&quot;xmin&quot;: -0.5, &quot;xmax&quot;: 0.5, &quot;ymin&quot;: -0.5, &quot;ymax&quot;: 0.5, &quot;zmin&quot;: -0.2, &quot;zmax&quot;: 0.2}, &quot;lighting&quot;: [{&quot;type&quot;: &quot;Ambient&quot;, &quot;color&quot;: [0.3, 0.2, 0.4]}, {&quot;type&quot;: &quot;Directional&quot;, &quot;color&quot;: [0.8, 0.0, 0.0], &quot;position&quot;: [2.0, 0.0, 2.0]}, {&quot;type&quot;: &quot;Directional&quot;, &quot;color&quot;: [0.0, 0.8, 0.0], &quot;position&quot;: [2.0, 2.0, 2.0]}, {&quot;type&quot;: &quot;Directional&quot;, &quot;color&quot;: [0.0, 0.0, 0.8], &quot;position&quot;: [0.0, 2.0, 2.0]}], &quot;viewpoint&quot;: [1.3, -2.4, 2.0]}" /></mtd></mtr></mtable></mstyle></math>
p4061
sg15
I4
sass(g1709
g3876
VParametricPlot
p4062
I0
tp4063
(dp4064
g6
VParametricPlot[{Sin[u], Cos[3 u]}, {u, 0, 2 Pi}]
p4065
sg8
(lp4066
(dp4067
g11
(lp4068
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="247px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-17.666667 -14.610939 435.333333 276.435473">
                <polyline points="200.000000,11.236982 202.549910,11.336431 205.099319,11.634603 207.647725,12.130970 208.921395,12.453215 210.194627,12.824653 212.739523,13.714424 214.011063,14.232364 215.281914,14.798709 216.552013,15.413208 217.186761,15.738430 217.821298,16.075588 219.089707,16.785558 219.723564,17.158291 220.357177,17.542801 222.889053,19.197752 224.153333,20.094726 225.416425,21.037510 226.678268,22.025687 227.308701,22.536662 227.938799,23.058820 229.197956,24.136450 229.827000,24.691805 230.455677,25.258103 231.711900,26.423280 232.966565,27.631467 234.219607,28.882128 234.845502,29.523214 235.470968,30.174710 236.720584,31.508642 237.968394,32.883332 239.214337,34.298173 239.836589,35.020455 240.458352,35.752538 242.940351,38.777249 244.178215,40.346256 245.413905,41.952111 246.647362,43.594103 247.878526,45.271505 250.333729,48.729555 252.779032,52.320141 253.997821,54.163157 255.213954,56.036907 257.638015,59.873274 258.845823,61.834193 260.050739,63.822451 264.840279,72.031090 269.578806,80.604731 274.262592,89.482698 278.887953,98.602161 287.948889,117.306172 296.733105,136.188225 305.212963,154.714753 313.361782,172.362234 321.153923,188.631985 324.908532,196.104655 326.749166,199.651757 328.564869,203.064257 332.120059,209.461537 333.858845,212.434994 335.571303,215.251223 337.257094,217.905237 338.089885,219.169934 338.915887,220.392339 340.547355,222.708128 341.352742,223.800487 341.752832,224.330067 342.151179,224.848504 343.727041,226.809678 344.504391,227.721967 345.274634,228.588179 346.037733,229.407931 346.416592,229.800270 346.793651,230.180860 347.542350,230.906623 347.913982,231.251717 348.283794,231.584901 349.017947,232.215391 349.382277,232.512628 349.744771,232.797816 350.105424,233.070922 350.285059,233.202936 350.464232,233.331918 350.821189,233.580772 350.998973,233.700639 351.176293,233.817459 351.880921,234.254227 352.230436,234.454258 352.578080,234.642026 352.923847,234.817508 353.096027,234.900636 353.267735,234.980686 353.609739,235.131541 353.780033,235.202342 353.949854,235.270056 355.291348,235.700438 355.950656,235.841260 356.602296,235.932411 357.246235,235.973851 357.565307,235.975923 357.882441,235.965563 358.510884,235.907549 358.822184,235.859902 359.131531,235.799835 359.744354,235.642470 360.047821,235.545189 360.349321,235.435523 360.648849,235.313483 360.797873,235.247828 360.946403,235.179084 361.241978,235.032341 361.389022,234.954345 361.535570,234.873269 362.116794,234.518211 362.404418,234.322265 362.690046,234.114069 362.973674,233.893647 363.114736,233.778858 363.255298,233.661021 363.534915,233.416219 363.673970,233.289261 363.812521,233.159268 364.902775,232.010555 365.435752,231.364103 365.960594,230.669963 366.477274,229.928441 366.732546,229.540014 366.985768,229.139866 367.486050,228.304586 367.733105,227.869546 367.978097,227.422971 368.461883,226.495411 368.937385,225.522318 369.404580,224.504121 369.635054,223.978248 369.863444,223.441271 370.313955,222.334238 370.756091,221.183513 371.189830,219.989604 371.403544,219.376620 371.615151,218.753040 372.440455,216.154156 373.231840,213.391459 373.989152,210.469840 374.712240,207.394471 375.400963,204.170794 376.055186,200.804516 376.674779,197.301595 377.259620,193.668232 378.324596,186.036123 379.249276,177.962200 380.032932,169.503604 380.674947,160.720195 381.532148,142.429441 381.746659,133.051540 381.818182,123.606798 381.532148,104.784154 381.174817,95.539461 380.674947,86.493400 380.032932,77.709992 379.249276,69.251395 378.804521,65.162710 378.324596,61.177473 377.809596,57.302738 377.259620,53.545363 376.055186,46.409079 375.400963,43.042802 374.712240,39.819125 373.989152,36.743755 373.614765,35.263397 373.231840,33.822136 372.440455,31.059440 372.032033,29.739227 371.824648,29.094662 371.615151,28.460555 370.756091,26.030083 370.313955,24.879358 369.863444,23.772325 369.404580,22.709475 369.172022,22.194766 368.937385,21.691278 368.461883,20.718184 368.221024,20.248686 367.978097,19.790625 367.486050,18.909010 367.236937,18.485554 366.985768,18.073730 366.732546,17.673582 366.605166,17.477900 366.477274,17.285154 366.219956,16.908491 366.090530,16.724583 365.960594,16.543632 365.435752,15.849492 365.170279,15.520287 364.902775,15.203041 364.633245,14.897789 364.497720,14.749671 364.361690,14.604564 364.088114,14.323400 363.950570,14.187351 363.812521,14.054328 362.690046,13.099526 362.116794,12.695384 361.535570,12.340327 360.946403,12.034511 360.648849,11.900112 360.349321,11.778073 359.744354,11.571125 359.438923,11.486240 359.131531,11.413760 358.510884,11.306047 358.197635,11.270825 357.882441,11.248033 357.565307,11.237672 357.406013,11.237154 357.246235,11.239744 356.925230,11.254249 356.764004,11.266163 356.602296,11.281185 355.950656,11.372336 355.621959,11.436541 355.291348,11.513157 354.958828,11.602176 354.791853,11.651333 354.624403,11.703587 354.288077,11.817379 354.119203,11.878914 353.949854,11.943539 352.578080,12.571570 351.880921,12.959369 351.176293,13.396136 350.464232,13.881678 350.105424,14.142673 349.744771,14.415780 349.017947,14.998204 348.651784,15.307458 348.283794,15.628695 347.542350,16.306972 347.168905,16.663938 346.793651,17.032736 346.416592,17.413325 346.037733,17.805664 345.657079,18.209709 345.274634,18.625416 344.504391,19.491628 343.727041,20.403917 342.942625,21.361880 342.547778,21.857857 342.151179,22.365092 340.547355,24.505467 339.735057,25.641684 338.915887,26.821256 338.089885,28.043661 337.257094,29.308359 335.571303,31.962373 333.858845,34.778601 332.120059,37.752058 330.355284,40.877482 328.564869,44.149339 324.908532,51.108941 321.153923,58.581611 313.361782,74.851362 296.733105,111.025370 287.948889,129.907424 283.451248,139.315013 278.887953,148.611434 274.262592,157.730898 269.578806,166.608865 264.840279,175.182505 262.451651,179.336146 260.050739,183.391144 257.638015,187.340322 255.213954,191.176689 253.997821,193.050438 252.779032,194.893454 250.333729,198.484040 247.878526,201.942091 246.647362,203.619493 245.413905,205.261485 242.940351,208.436347 241.700377,209.967812 241.079617,210.719254 240.458352,211.461058 237.968394,214.330263 236.720584,215.704954 235.470968,217.038885 234.219607,218.331468 233.593292,218.962073 232.966565,219.582129 231.711900,220.790315 231.083980,221.378313 230.455677,221.955493 229.197956,223.077145 228.568553,223.621493 227.938799,224.154776 227.308701,224.676933 226.678268,225.187908 226.047507,225.687644 225.416425,226.176085 224.153333,227.118870 223.521337,227.573108 222.889053,228.015844 222.256486,228.447027 221.940100,228.658272 221.623647,228.866611 220.990541,229.274548 220.673891,229.474135 220.357177,229.670794 217.821298,231.138007 216.552013,231.800388 215.281914,232.414886 214.011063,232.981231 213.375375,233.246267 212.739523,233.499171 211.467357,233.968478 210.831058,234.184828 210.194627,234.388943 208.921395,234.760380 208.284611,234.927661 207.647725,235.082626 207.010745,235.225256 206.692222,235.291941 206.373679,235.355537 205.736534,235.473453 205.417935,235.527771 205.099319,235.578993 203.824709,235.752894 203.187329,235.821237 202.549910,235.877165 201.912460,235.920670 201.593726,235.937763 201.274987,235.951749 200.637497,235.970397 200.318749,235.975060 200.000000,235.976614 197.450090,235.877165 196.175291,235.752894 194.900681,235.578993 193.626321,235.355537 192.989255,235.225256 192.352275,235.082626 191.078605,234.760380 190.441930,234.580801 189.805373,234.388943 188.532643,233.968478 187.896486,233.739917 187.260477,233.499171 186.624625,233.246267 186.306760,233.115264 185.988937,232.981231 185.353422,232.704094 185.035731,232.560997 184.718086,232.414886 183.447987,231.800388 182.813239,231.475165 182.178702,231.138007 181.544384,230.788952 181.227309,230.609975 180.910293,230.428038 180.276436,230.055305 179.959599,229.864519 179.642823,229.670794 177.110947,228.015844 175.846667,227.118870 174.583575,226.176085 173.321732,225.187908 172.691299,224.676933 172.061201,224.154776 170.802044,223.077145 170.173000,222.521791 169.544323,221.955493 168.288100,220.790315 167.033435,219.582129 165.780393,218.331468 165.154498,217.690381 164.529032,217.038885 163.279416,215.704954 162.031606,214.330263 160.785663,212.915423 160.163411,212.193141 159.541648,211.461058 157.059649,208.436347 155.821785,206.867339 154.586095,205.261485 153.352638,203.619493 152.121474,201.942091 149.666271,198.484040 147.220968,194.893454 146.002179,193.050438 144.786046,191.176689 142.361985,187.340322 141.154177,185.379402 139.949261,183.391144 135.159721,175.182505 130.421194,166.608865 125.737408,157.730898 121.112047,148.611434 112.051111,129.907424 103.266895,111.025370 94.787037,92.498842 86.638218,74.851362 78.846077,58.581611 75.091468,51.108941 73.250834,47.561839 71.435131,44.149339 67.879941,37.752058 66.141155,34.778601 64.428697,31.962373 62.742906,29.308359 61.910115,28.043661 61.084113,26.821256 59.452645,24.505467 58.647258,23.413109 58.247168,22.883528 57.848821,22.365092 56.272959,20.403917 55.495609,19.491628 54.725366,18.625416 53.962267,17.805664 53.583408,17.413325 53.206349,17.032736 52.457650,16.306972 52.086018,15.961878 51.716206,15.628695 50.982053,14.998204 50.617723,14.700967 50.255229,14.415780 49.894576,14.142673 49.714941,14.010660 49.535768,13.881678 49.178811,13.632823 49.001027,13.512957 48.823707,13.396136 48.119079,12.959369 47.769564,12.759337 47.421920,12.571570 47.076153,12.396087 46.903973,12.312959 46.732265,12.232910 46.390261,12.082055 46.219967,12.011254 46.050146,11.943539 44.708652,11.513157 44.049344,11.372336 43.397704,11.281185 42.753765,11.239744 42.434693,11.237672 42.117559,11.248033 41.489116,11.306047 41.177816,11.353693 40.868469,11.413760 40.255646,11.571125 39.952179,11.668407 39.650679,11.778073 39.351151,11.900112 39.202127,11.965768 39.053597,12.034511 38.758022,12.181255 38.610978,12.259251 38.464430,12.340327 37.883206,12.695384 37.595582,12.891330 37.309954,13.099526 37.026326,13.319949 36.885264,13.434738 36.744702,13.552574 36.465085,13.797376 36.326030,13.924335 36.187479,14.054328 35.097225,15.203041 34.564248,15.849492 34.039406,16.543632 33.522726,17.285154 33.267454,17.673582 33.014232,18.073730 32.513950,18.909010 32.266895,19.344049 32.021903,19.790625 31.538117,20.718184 31.062615,21.691278 30.595420,22.709475 30.364946,23.235347 30.136556,23.772325 29.686045,24.879358 29.243909,26.030083 28.810170,27.223992 28.596456,27.836975 28.384849,28.460555 27.559545,31.059440 26.768160,33.822136 26.010848,36.743755 25.287760,39.819125 24.599037,43.042802 23.944814,46.409079 23.325221,49.912000 22.740380,53.545363 21.675404,61.177473 20.750724,69.251395 19.967068,77.709992 19.325053,86.493400 18.467852,104.784154 18.253341,114.162056 18.181818,123.606798 18.467852,142.429441 18.825183,151.674135 19.325053,160.720195 19.967068,169.503604 20.750724,177.962200 21.195479,182.050885 21.675404,186.036123 22.190404,189.910858 22.740380,193.668232 23.944814,200.804516 24.599037,204.170794 25.287760,207.394471 26.010848,210.469840 26.385235,211.950198 26.768160,213.391459 27.559545,216.154156 27.967967,217.474369 28.175352,218.118933 28.384849,218.753040 29.243909,221.183513 29.686045,222.334238 30.136556,223.441271 30.595420,224.504121 30.827978,225.018829 31.062615,225.522318 31.538117,226.495411 31.778976,226.964909 32.021903,227.422971 32.513950,228.304586 32.763063,228.728041 33.014232,229.139866 33.267454,229.540014 33.394834,229.735695 33.522726,229.928441 33.780044,230.305105 33.909470,230.489012 34.039406,230.669963 34.564248,231.364103 34.829721,231.693309 35.097225,232.010555 35.366755,232.315807 35.502280,232.463925 35.638310,232.609031 35.911886,232.890195 36.049430,233.026245 36.187479,233.159268 37.309954,234.114069 37.883206,234.518211 38.464430,234.873269 39.053597,235.179084 39.351151,235.313483 39.650679,235.435523 40.255646,235.642470 40.561077,235.727355 40.868469,235.799835 41.489116,235.907549 41.802365,235.942770 42.117559,235.965563 42.434693,235.975923 42.593987,235.976441 42.753765,235.973851 43.074770,235.959346 43.235996,235.947432 43.397704,235.932411 44.049344,235.841260 44.378041,235.777054 44.708652,235.700438 45.041172,235.611420 45.208147,235.562263 45.375597,235.510009 45.711923,235.396217 45.880797,235.334682 46.050146,235.270056 47.421920,234.642026 48.119079,234.254227 48.823707,233.817459 49.535768,233.331918 49.894576,233.070922 50.255229,232.797816 50.982053,232.215391 51.348216,231.906137 51.716206,231.584901 52.457650,230.906623 52.831095,230.549658 53.206349,230.180860 53.583408,229.800270 53.962267,229.407931 54.342921,229.003886 54.725366,228.588179 55.495609,227.721967 56.272959,226.809678 57.057375,225.851716 57.452222,225.355739 57.848821,224.848504 59.452645,222.708128 60.264943,221.571911 61.084113,220.392339 61.910115,219.169934 62.742906,217.905237 64.428697,215.251223 66.141155,212.434994 67.879941,209.461537 69.644716,206.336114 71.435131,203.064257 75.091468,196.104655 78.846077,188.631985 86.638218,172.362234 103.266895,136.188225 112.051111,117.306172 116.548752,107.898583 121.112047,98.602161 125.737408,89.482698 130.421194,80.604731 135.159721,72.031090 137.548349,67.877449 139.949261,63.822451 142.361985,59.873274 144.786046,56.036907 146.002179,54.163157 147.220968,52.320141 149.666271,48.729555 152.121474,45.271505 153.352638,43.594103 154.586095,41.952111 157.059649,38.777249 158.299623,37.245783 158.920383,36.494341 159.541648,35.752538 162.031606,32.883332 163.279416,31.508642 164.529032,30.174710 165.780393,28.882128 166.406708,28.251522 167.033435,27.631467 168.288100,26.423280 168.916020,25.835283 169.544323,25.258103 170.802044,24.136450 171.431447,23.592102 172.061201,23.058820 172.691299,22.536662 173.321732,22.025687 173.952493,21.525951 174.583575,21.037510 175.846667,20.094726 176.478663,19.640487 177.110947,19.197752 177.743514,18.766568 178.059900,18.555324 178.376353,18.346985 179.009459,17.939048 179.326109,17.739460 179.642823,17.542801 182.178702,16.075588 183.447987,15.413208 184.718086,14.798709 185.988937,14.232364 186.624625,13.967329 187.260477,13.714424 188.532643,13.245118 189.168942,13.028768 189.805373,12.824653 192.352275,12.130970 193.626321,11.858059 194.900681,11.634603 197.450090,11.336431 200.000000,11.236982" style="stroke: rgb(24.720000%, 24.000000%, 60.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="-16.000000,123.606798 416.000000,123.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="18.181818" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-1.0</mtext></math></foreignObject>
<foreignObject x="109.090909" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-0.5</mtext></math></foreignObject>
<foreignObject x="290.909091" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.5</mn></math></foreignObject>
<foreignObject x="381.818182" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1.0</mn></math></foreignObject>
<polyline points="18.181818,123.606798 18.181818,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="109.090909,123.606798 109.090909,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="290.909091,123.606798 290.909091,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="381.818182,123.606798 381.818182,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,123.606798 0.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="36.363636,123.606798 36.363636,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="54.545455,123.606798 54.545455,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="72.727273,123.606798 72.727273,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="90.909091,123.606798 90.909091,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="127.272727,123.606798 127.272727,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="145.454545,123.606798 145.454545,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="163.636364,123.606798 163.636364,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="181.818182,123.606798 181.818182,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="218.181818,123.606798 218.181818,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="236.363636,123.606798 236.363636,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="254.545455,123.606798 254.545455,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="272.727273,123.606798 272.727273,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="309.090909,123.606798 309.090909,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="327.272727,123.606798 327.272727,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="345.454545,123.606798 345.454545,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="363.636364,123.606798 363.636364,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="400.000000,123.606798 400.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="200.000000,260.157867 200.000000,-12.944272" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="197.333333" y="235.976614" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-1.0</mtext></math></foreignObject>
<foreignObject x="197.333333" y="179.791706" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-0.5</mtext></math></foreignObject>
<foreignObject x="197.333333" y="67.421890" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.5</mn></math></foreignObject>
<foreignObject x="197.333333" y="11.236982" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1.0</mn></math></foreignObject>
<polyline points="200.000000,235.976614 206.666667,235.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,179.791706 206.666667,179.791706" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,67.421890 206.666667,67.421890" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,11.236982 206.666667,11.236982" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,247.213595 204.000000,247.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,224.739632 204.000000,224.739632" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,213.502651 204.000000,213.502651" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,202.265669 204.000000,202.265669" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,191.028687 204.000000,191.028687" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,168.554724 204.000000,168.554724" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,157.317743 204.000000,157.317743" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,146.080761 204.000000,146.080761" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,134.843779 204.000000,134.843779" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,112.369816 204.000000,112.369816" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,101.132835 204.000000,101.132835" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,89.895853 204.000000,89.895853" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,78.658871 204.000000,78.658871" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,56.184908 204.000000,56.184908" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,44.947926 204.000000,44.947926" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,33.710945 204.000000,33.710945" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,22.473963 204.000000,22.473963" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,0.000000 204.000000,0.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
            </svg>
        "/></mstyle></math>
p4069
sg15
I1
sass(g1709
g3876
g4062
I1
tp4070
(dp4071
g6
VParametricPlot[{Cos[u] / u, Sin[u] / u}, {u, 0, 50}, PlotRange->0.5]
p4072
sg8
(lp4073
(dp4074
g11
(lp4075
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="247px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-17.666667 -14.610939 435.333333 276.435473">
                <polyline points="480.980786,-92.045266 413.662297,-84.083302 357.414722,-75.387829 309.613299,-66.022319 288.315223,-61.109386 268.528498,-56.054761 232.977313,-45.557071 217.005685,-40.132818 202.123835,-34.604458 188.261936,-28.981801 181.694245,-26.138211 175.359489,-23.274780 163.363695,-17.493427 157.691067,-14.578036 152.228130,-11.647859 132.377578,0.195192 123.592803,6.172240 115.527336,12.172675 108.153717,18.186306 104.718356,21.194899 101.446596,24.202992 95.382383,30.212662 92.584398,33.211743 89.938936,36.205336 85.095312,42.171149 82.892161,45.140936 80.831544,48.100368 78.911089,51.048254 78.002691,52.517497 77.128462,53.983411 75.481366,56.904670 74.707933,58.359724 73.967535,59.810871 71.330743,65.573530 70.203377,68.427736 69.200463,71.262382 68.319844,74.076378 67.924725,75.475295 67.559378,76.868648 66.916937,79.638135 66.639312,81.014008 66.390400,82.383795 65.401176,93.107925 65.547369,98.301215 66.098473,103.372030 67.037781,108.313300 67.647788,110.733238 68.348576,113.118291 70.014115,117.780614 70.974672,120.056377 72.017620,122.294241 74.342275,126.653508 75.619769,128.773592 76.971226,130.853135 78.394537,132.891538 79.132476,133.895131 79.887586,134.888225 81.448259,136.842645 82.253293,137.803841 83.074439,138.754275 86.514853,142.447184 88.324854,144.227541 90.191894,145.963260 92.113859,147.653942 93.094777,148.482278 94.088634,149.299217 96.114110,150.898740 97.145201,151.681243 98.188176,152.452190 106.928314,158.199799 111.535416,160.790794 116.278376,163.191524 121.140726,165.401217 123.611567,166.434298 126.106151,167.419519 131.158514,169.246490 133.712308,170.088357 136.281876,170.882598 141.460524,172.328717 144.065737,172.980913 146.678993,173.586119 149.298401,174.144555 150.609826,174.406311 151.922089,174.656467 154.548206,175.122122 155.861601,175.337693 157.174918,175.541810 162.422902,176.244572 165.040616,176.528342 167.651809,176.767541 170.254760,176.962573 171.552614,177.043659 172.847771,177.113864 175.429170,177.221861 176.714999,177.259769 177.997309,177.287031 188.105257,177.129517 193.038835,176.807433 197.876360,176.329364 202.606594,175.700337 204.928102,175.330859 207.218802,174.925646 211.702768,174.010832 213.893611,173.502676 216.048805,172.961673 220.247777,171.784165 222.289409,171.149208 224.291102,170.484502 226.251871,169.790850 227.216612,169.433424 228.170770,169.069066 230.046888,168.319973 230.968628,167.935446 231.879349,167.544405 235.409993,165.917214 237.106612,165.067300 238.756450,164.194324 240.358819,163.299158 241.141997,162.843527 241.913068,162.382678 243.418585,161.445767 244.152889,160.969927 244.874797,160.489313 250.196423,156.485954 252.549257,154.390355 254.693071,152.241789 256.625848,150.047505 257.512630,148.935481 258.346166,147.814737 259.853198,145.550691 260.526634,144.409178 261.146704,143.262525 262.227021,140.957332 262.687494,139.800546 263.095055,138.642127 263.449902,137.482936 263.607630,136.903318 263.752270,136.323826 264.002428,135.165645 264.108021,134.587166 264.200677,134.009232 264.442818,131.705020 264.487476,130.558854 264.481756,129.417720 264.426118,128.282410 264.379732,127.717183 264.321054,127.153704 264.167085,126.032373 264.071933,125.474710 263.964763,124.919174 262.683945,120.562429 261.769790,118.451635 260.680751,116.393145 259.423029,114.392108 258.732952,113.414678 258.003195,112.453432 256.428164,110.581770 255.584699,109.672452 254.705173,108.781514 252.841759,107.056787 251.859824,106.223961 250.845733,105.411437 249.800500,104.619652 249.266526,104.231669 248.725155,103.849026 247.620740,103.099957 247.057960,102.733628 246.488310,102.372829 244.143684,100.985829 242.933653,100.326629 241.699935,99.690711 240.443638,99.078364 239.807368,98.781114 239.165872,98.489857 237.867759,97.925443 237.211423,97.652343 236.550423,97.385352 231.111549,95.472186 228.306365,94.666167 225.456227,93.961777 222.570293,93.359577 221.116757,93.096892 219.657690,92.859829 216.727492,92.462498 215.258609,92.302147 213.788691,92.167256 210.850178,91.973489 209.383774,91.914388 207.920718,91.880298 206.462082,91.871062 205.734754,91.875711 205.008927,91.886509 203.562304,91.926449 202.841767,91.955541 202.123251,91.990678 199.271942,92.191101 197.861698,92.326804 196.463044,92.485816 195.076949,92.667853 194.388909,92.767414 193.704365,92.872618 192.346231,93.099798 191.672870,93.221692 191.003465,93.349066 185.803876,94.560012 183.318895,95.288537 180.919075,96.094782 178.610473,96.975281 177.492176,97.442246 176.398798,97.926398 174.289407,98.944336 173.274641,99.477138 172.287287,100.025156 170.397051,101.164782 169.495225,101.755342 168.622925,102.359022 167.780618,102.975281 167.370851,103.287958 166.968746,103.603574 166.187725,104.243348 165.808908,104.567367 165.437948,104.894046 164.033566,106.225965 163.379617,106.906051 162.758224,107.594793 162.169651,108.291614 161.887747,108.642874 161.614136,108.995938 161.091893,109.707184 160.843307,110.065221 160.603107,110.424771 158.985376,113.346875 158.380223,114.830818 157.911232,116.323818 157.578164,117.821258 157.462417,118.570211 157.380382,119.318560 157.316859,120.811200 157.335018,121.554377 157.386183,122.294722 157.586569,123.764749 157.735251,124.493357 157.915863,125.216992 158.128081,125.935132 158.245934,126.291982 158.371557,126.647266 158.645926,127.352887 158.794574,127.703100 158.950798,128.051498 159.650400,129.425739 160.044252,130.100415 160.466856,130.766173 160.917724,131.422558 161.153601,131.747097 161.396353,132.069126 161.902221,132.705441 162.165201,133.019620 162.434787,133.331077 164.820676,135.718701 166.158598,136.838167 167.586425,137.904231 169.098829,138.914249 169.885028,139.397469 170.690287,139.865775 172.355101,140.756560 173.213192,141.178528 174.087416,141.584562 175.881240,142.347946 176.799311,142.704891 177.730458,143.045089 178.673902,143.368373 179.149991,143.523622 179.628858,143.674585 180.594537,143.963583 181.081150,144.101587 181.570146,144.235240 183.547963,144.726081 184.548572,144.945077 185.555911,145.146352 186.569176,145.329848 187.077781,145.414913 187.587565,145.495516 188.610273,145.643325 189.122996,145.710525 189.636498,145.773253 193.760575,146.114250 195.823008,146.177945 197.877334,146.171080 199.917378,146.094393 200.930144,146.030152 201.937072,145.948825 203.930467,145.735514 204.915481,145.603862 205.891753,145.455788 207.815272,145.111164 208.761147,144.915037 209.695537,144.703335 210.617783,144.476295 211.074150,144.357102 211.527241,144.234169 212.423278,143.977214 212.866070,143.843259 213.305275,143.705699 215.024743,143.120119 215.861045,142.806638 216.680969,142.479769 217.483969,142.139826 217.878955,141.965053 218.269512,141.787134 219.037081,141.422022 219.413968,141.234915 219.786176,141.044831 222.588377,139.422306 223.866838,138.547905 225.059286,137.635456 226.162888,136.688106 226.680566,136.202346 227.175105,135.709074 228.093697,134.701648 228.517267,134.188330 228.916727,133.669169 229.642562,132.615024 229.968605,132.080895 230.269877,131.542634 230.546260,131.000673 230.675086,130.728440 230.797656,130.455444 231.023986,129.907380 231.127733,129.632420 231.225192,129.356913 231.552089,128.250504 231.677756,127.695424 231.778254,127.139670 231.853617,126.583669 231.881889,126.305710 231.903901,126.027849 231.929179,125.472636 231.932470,125.195389 231.929545,124.918452 231.684368,122.720371 231.416043,121.638281 231.052695,120.571786 230.596268,119.524012 230.333830,119.008100 230.048971,118.498004 229.413269,117.496716 229.063103,117.006237 228.691871,116.522999 227.887724,115.579600 227.455602,115.120096 227.004000,114.669148 226.533347,114.227065 226.291014,114.009443 226.044086,113.794150 225.536670,113.370696 225.276301,113.162606 225.011568,112.956988 223.910226,112.159905 223.334975,111.777057 222.744013,111.405008 222.137861,111.043997 221.829254,110.867704 221.517049,110.694256 220.882113,110.356006 220.559519,110.191257 220.233600,110.029459 217.514991,108.844196 216.088989,108.326565 214.624792,107.860552 213.127204,107.447166 212.367406,107.260476 211.601089,107.087244 210.051361,106.781458 209.269186,106.649028 208.482964,106.530307 206.900862,106.334124 206.106222,106.256702 205.310018,106.193069 204.512866,106.143218 204.114128,106.123457 203.715385,106.107134 202.918188,106.084789 202.519887,106.078758 202.121887,106.076146 200.534406,106.099764 199.744432,106.131900 198.957767,106.177485 198.175003,106.236433 197.785267,106.270888 197.396726,106.308645 196.623519,106.394014 196.238995,106.441597 195.855954,106.492423 192.853397,107.013786 191.400413,107.348978 189.985276,107.732010 188.612041,108.161341 187.942362,108.392849 187.284607,108.635295 186.006703,109.152078 185.387442,109.425937 184.781880,109.709776 183.613499,110.306367 183.051471,110.618586 182.504726,110.939723 181.973626,111.269498 181.714052,111.437535 181.458521,111.607624 180.959749,111.953809 180.716589,112.129831 180.477632,112.307756 179.564588,113.037729 179.134237,113.413138 178.721692,113.795077 178.327206,114.183228 178.136810,114.379532 177.951016,114.577269 177.593344,114.976875 177.421518,115.178662 177.254398,115.381717 176.089488,117.046794 175.623663,117.902036 175.236828,118.768776 174.929601,119.644265 174.805966,120.084430 174.702354,120.525748 174.555210,121.410470 174.511650,121.853187 174.488051,122.295686 174.500511,123.178668 174.536419,123.618476 174.591987,124.056716 174.667103,124.493055 174.711951,124.710408 174.761638,124.927163 174.875453,125.358714 174.939542,125.573429 175.008391,125.787384 175.330944,126.634804 175.520177,127.052924 175.727773,127.466904 175.953505,127.876439 176.073100,128.079446 176.197138,128.281229 176.458421,128.680979 176.595599,128.878873 176.737091,129.075397 178.019956,130.594128 178.757992,131.314339 179.556878,132.005704 180.413737,132.666291 180.862965,132.984469 181.325537,133.294276 182.289096,133.887947 182.789253,134.171411 183.301096,134.445706 184.358093,134.966080 184.902359,135.211819 185.456531,135.447715 186.020149,135.673619 186.305354,135.782779 186.592746,135.889389 187.173851,136.094893 187.467446,136.193757 187.762988,136.290007 188.963424,136.648609 189.573749,136.811890 190.190155,136.964368 190.812148,137.105961 191.125084,137.172652 191.439229,137.236595 192.070897,137.356206 192.388294,137.411860 192.706650,137.464738 195.280408,137.787256 196.578654,137.881222 197.879087,137.930281 199.177684,137.934576 199.825046,137.920017 200.470455,137.894380 201.753453,137.810106 202.390068,137.751604 203.022784,137.682296 204.274625,137.511621 204.892811,137.410456 205.505226,137.298883 206.111415,137.177024 206.412034,137.112276 206.710930,137.045005 207.303328,136.902959 207.596722,136.828221 207.888175,136.751029 209.033513,136.418116 209.593171,136.237452 210.143613,136.047538 210.684443,135.848551 210.951132,135.745712 211.215273,135.640674 211.735724,135.424093 211.991942,135.312600 212.245428,135.199005 214.169706,134.217664 215.058464,133.681421 215.895000,133.117221 216.677056,132.526975 217.046997,132.222702 217.402553,131.912665 218.069600,131.276333 218.380666,130.950562 218.676497,130.620077 219.221737,129.946043 219.470819,129.603041 219.704012,129.256418 219.921184,128.906452 220.023724,128.730304 220.122215,128.553425 220.307000,128.197617 220.393269,128.018759 220.475443,127.839313 220.762996,127.116352 220.881982,126.752268 220.984380,126.386828 221.070161,126.020320 221.106815,125.836755 221.139309,125.653030 221.191818,125.285244 221.211836,125.101254 221.227699,124.917248 221.205561,123.448850 221.095884,122.720748 220.921369,121.999681 220.682936,121.287830 220.540089,120.936034 220.381694,120.587342 220.018941,119.900310 219.814953,119.562481 219.596155,119.228778 219.114989,118.574730 218.853077,118.254864 218.577267,117.940083 218.287813,117.630615 218.138050,117.477944 217.984976,117.326685 217.669031,117.028511 217.506230,116.881650 217.340258,116.736307 216.645406,116.170641 216.279934,115.897580 215.902851,115.631291 215.514481,115.371963 215.316168,115.244965 215.115159,115.119774 214.705222,114.874900 214.496382,114.755259 214.285019,114.637510 212.508720,113.765934 211.568478,113.378961 210.597605,113.025915 209.599270,112.707695 209.090814,112.561895 208.576711,112.425089 207.533222,112.178772 207.004671,112.069401 206.472143,111.969303 205.396849,111.797124 204.854933,111.725125 204.310740,111.662561 203.764698,111.609455 203.491116,111.586454 203.217233,111.565822 202.668773,111.531670 202.394303,111.518149 202.119745,111.506998 201.021689,111.486063 200.473511,111.489763 199.926462,111.502873 199.380963,111.525357 199.108925,111.540101 198.837431,111.557172 198.296283,111.598267 198.026731,111.622278 197.757929,111.648586 195.640588,111.940719 194.609136,112.140141 193.599967,112.374093 192.616081,112.641668 192.134530,112.787752 191.660382,112.941857 190.735675,113.273559 190.285789,113.450857 189.844651,113.635580 188.989887,114.026642 188.576872,114.232640 188.173831,114.445381 187.781049,114.664682 187.588592,114.776734 187.398802,114.890356 187.027360,115.122212 186.845771,115.240397 186.666980,115.360054 185.980399,115.852894 185.654669,116.107479 185.340944,116.367229 185.039436,116.631928 184.893327,116.766065 184.750347,116.901358 184.473867,117.175299 184.340412,117.313891 184.210177,117.453527 183.286587,118.604738 182.905477,119.200062 182.579415,119.806001 182.309123,120.420627 182.195070,120.730591 182.095152,121.041996 181.937875,121.668150 181.880565,121.982409 181.837489,122.297130 181.794013,122.926975 181.793576,123.241612 181.807294,123.555735 181.835122,123.869101 181.854310,124.025425 181.877003,124.181469 181.932867,124.492601 181.966019,124.647629 182.002637,124.802259 182.183528,125.416209 182.294439,125.720035 182.418837,126.021455 182.556592,126.320241 182.630435,126.468576 182.707564,126.616168 182.871602,126.909015 182.958472,127.054215 183.048548,127.198563 183.881874,128.319487 184.371139,128.854698 184.906518,129.370963 185.486126,129.866777 185.791893,130.106564 186.107954,130.340707 186.769868,130.791396 187.115160,131.007622 187.469625,131.217564 188.204875,131.618011 188.585048,131.808238 188.973169,131.991625 189.368919,132.168046 189.569552,132.253606 189.771971,132.337380 190.181996,132.499516 190.389519,132.577849 190.598660,132.654343 191.450543,132.941672 191.885073,133.073987 192.324863,133.198621 192.769559,133.315497 192.993636,133.371003 193.218806,133.424543 193.672244,133.525693 193.900422,133.573288 194.129512,133.618887 195.989590,133.911144 196.933088,134.008461 197.881618,134.073009 198.832221,134.104744 199.307378,134.108320 199.781947,134.103723 200.727859,134.070105 201.198474,134.041149 201.667048,134.004148 202.596640,133.906208 203.056950,133.845383 203.513803,133.776739 203.966852,133.700349 204.191844,133.659273 204.415756,133.616289 204.860177,133.524643 205.080601,133.476003 205.299780,133.425500 206.163221,133.205103 206.586415,133.084055 207.003503,132.955920 207.414177,132.820812 207.617014,132.750682 207.818133,132.678854 208.215074,132.530170 208.410823,132.453347 208.604709,132.374893 210.084580,131.690620 210.773584,131.312660 211.425964,130.912498 212.039869,130.491475 212.331848,130.273576 212.613573,130.050991 213.145483,129.592496 213.395306,129.356962 213.634144,129.117493 214.078239,128.627527 214.283202,128.377427 214.476595,128.124183 214.658294,127.867998 214.744722,127.738868 214.828185,127.609079 214.986162,127.347631 215.060653,127.216024 215.132131,127.083863 215.387708,126.550208 215.497172,126.280743 215.594340,126.009803 215.679165,125.737601 215.716936,125.601093 215.751608,125.464351 215.811641,125.190267 215.836997,125.052979 215.859245,124.915564 215.925332,123.814839 215.884019,123.266316 215.793548,122.721277 215.654416,122.181396 215.566798,121.913906 215.467268,121.648321 215.232896,121.123673 215.098286,120.865007 214.952232,120.609040 214.626348,120.105971 214.446821,119.859246 214.256452,119.615974 214.055412,119.376336 213.950946,119.257935 213.843881,119.140509 213.622044,118.908669 213.507322,118.794297 213.390097,118.680986 212.896687,118.238758 212.635648,118.024538 212.365349,117.815121 212.086019,117.610661 211.943040,117.510336 211.797893,117.411306 211.501215,117.217198 211.349746,117.122156 211.196233,117.028477 209.898433,116.330090 209.206580,116.016500 208.489083,115.727830 207.748273,115.464868 207.369872,115.343251 206.986545,115.228319 206.206347,115.018803 205.810100,114.924353 205.410174,114.836854 204.600560,114.682920 204.191513,114.616574 203.780070,114.557359 203.366554,114.505306 203.159121,114.481973 202.951291,114.460440 202.534606,114.422782 202.325832,114.406659 202.116826,114.392344 201.279282,114.353159 200.860172,114.344413 200.441269,114.342887 200.022899,114.348569 199.814015,114.354107 199.605384,114.361439 199.189047,114.381471 198.981421,114.394164 198.774208,114.408635 197.136171,114.587818 196.334314,114.719014 195.547160,114.877281 194.777085,115.062016 194.399179,115.164100 194.026406,115.272538 193.297369,115.508089 192.941647,115.634993 192.592144,115.767836 191.912818,116.050875 191.583496,116.200828 191.261391,116.356234 190.946739,116.516962 190.792279,116.599279 190.639768,116.682876 190.340700,116.853837 190.194198,116.941165 190.049752,117.029702 189.493045,117.395555 189.227684,117.585241 188.971236,117.779226 188.723884,117.977350 188.603674,118.077914 188.485801,118.179452 188.257153,118.385366 188.146417,118.489701 188.038098,118.594926 187.260702,119.466189 186.933100,119.919170 186.647409,120.381797 186.404344,120.852598 186.298984,121.090597 186.204490,121.330080 186.048293,121.812737 185.986669,122.055533 185.936065,122.299054 185.867980,122.787507 185.850507,123.032060 185.844072,123.276576 185.848659,123.520866 185.855078,123.642867 185.864243,123.764741 185.890789,124.008013 185.908160,124.129364 185.928255,124.250494 186.035739,124.732338 186.105630,124.971331 186.186189,125.208795 186.277334,125.444547 186.326848,125.561726 186.378973,125.678410 186.491006,125.910203 186.550887,126.025270 186.613326,126.139753 187.203063,127.032071 187.556307,127.460360 187.946847,127.875016 188.373327,128.274805 188.599593,128.468753 188.834288,128.658545 189.328167,129.025111 189.586936,129.201616 189.853306,129.373430 190.407958,129.702494 190.695781,129.859506 190.990289,130.011356 191.291241,130.157933 191.444056,130.229213 191.598390,130.299136 191.911486,130.434864 192.070185,130.500645 192.230276,130.565023 192.883897,130.808275 193.218202,130.921202 193.557145,131.028226 193.900455,131.129274 194.073662,131.177537 194.247858,131.224281 194.599076,131.313183 194.776028,131.355326 194.953829,131.395923 196.402525,131.664289 197.140670,131.760369 197.884925,131.830752 198.632959,131.875317 199.007665,131.887900 199.382440,131.894020 200.131038,131.886902 200.504281,131.873694 200.876436,131.854081 201.616334,131.795754 201.983509,131.757109 202.348459,131.712197 202.710905,131.661064 202.891102,131.633181 203.070569,131.603763 203.427179,131.540348 203.604254,131.506366 203.780464,131.470880 204.475986,131.314051 204.817698,131.226833 205.155033,131.133851 205.487736,131.035185 205.652273,130.983748 205.815559,130.930924 206.138256,130.821158 206.297606,130.764240 206.455585,130.705983 207.666575,130.193237 208.233956,129.907173 208.773678,129.602575 209.284169,129.280455 209.527987,129.113154 209.763952,128.941874 210.211652,128.587944 210.423069,128.405581 210.625996,128.219816 211.005820,127.838684 211.182454,127.643625 211.350072,127.445778 211.508559,127.245301 211.584346,127.144128 211.657810,127.042357 211.797726,126.837105 211.864154,126.733665 211.928214,126.629710 212.160578,126.209151 212.262308,125.996321 212.354319,125.782013 212.436556,125.566397 212.473995,125.458151 212.508973,125.349643 212.571532,125.131920 212.599105,125.022749 212.624202,124.913400 212.735636,124.034770 212.731780,123.595119 212.688370,123.157064 212.605683,122.721957 212.549728,122.505928 212.484112,122.291138 212.324173,121.865926 212.230008,121.655831 212.126497,121.447623 211.891829,121.037499 211.760887,120.835895 211.621027,120.636800 211.472374,120.440364 211.394791,120.343189 211.315059,120.246734 211.149218,120.056057 211.063145,119.961870 210.974995,119.868474 210.602010,119.503153 210.403566,119.325686 210.197376,119.151858 209.983614,118.981797 209.873949,118.898219 209.762458,118.815630 209.534094,118.653477 209.417267,118.573944 209.298710,118.495459 208.290957,117.906984 207.750262,117.640385 207.187344,117.393248 206.604027,117.166272 206.305303,117.060546 206.002189,116.960093 205.383762,116.775278 205.068944,116.691041 204.750721,116.612328 204.105079,116.471673 203.778172,116.409822 203.448883,116.353674 203.117473,116.303263 202.951054,116.280218 202.784203,116.258618 202.449335,116.219765 202.281384,116.202517 202.113131,116.186724 201.437771,116.138135 201.099141,116.122606 200.760231,116.112923 200.421303,116.109086 200.251915,116.109358 200.082621,116.111087 199.744447,116.118915 199.575633,116.125009 199.407044,116.132554 198.070323,116.244743 197.413291,116.334962 196.766503,116.447480 196.131932,116.581871 195.819833,116.657120 195.511506,116.737647 194.907101,116.914253 194.611479,117.010176 194.320540,117.111070 193.753583,117.327421 193.477989,117.442694 193.207924,117.562571 192.943591,117.686949 192.813635,117.750794 192.685185,117.815726 192.432897,117.948794 192.309105,118.016902 192.186912,118.086042 191.714570,118.372623 191.488557,118.521721 191.269538,118.674527 191.057671,118.830918 190.954467,118.910418 190.853108,118.990766 190.655997,119.153942 190.560280,119.236736 190.466478,119.320312 189.786922,120.015026 189.495899,120.377961 189.238476,120.749746 189.015341,121.129198 188.916818,121.321424 188.827075,121.515115 188.674149,121.906278 188.611055,122.103442 188.556921,122.301456 188.475641,122.699411 188.448528,122.899041 188.430444,123.098898 188.421389,123.298827 188.420245,123.398771 188.421354,123.498673 188.430325,123.698281 188.438182,123.797947 188.448282,123.897495 188.511028,124.294129 188.555740,124.491242 188.609283,124.687351 188.671599,124.882304 188.706028,124.979300 188.742627,125.075951 188.822297,125.268146 188.865350,125.363652 188.910535,125.458740 189.347410,126.202231 189.614807,126.560673 189.913632,126.908793 190.242859,127.245542 190.418527,127.409336 190.601369,127.569912 190.987956,127.880935 191.191379,128.031151 191.401331,128.177688 191.840128,128.459297 192.068612,128.594161 192.302905,128.724933 192.542815,128.851518 192.664816,128.913212 192.788149,128.973825 193.038706,129.091764 193.165880,129.149069 193.294283,129.205251 193.819673,129.418548 194.089061,129.518207 194.362626,129.613112 194.640147,129.703196 194.780321,129.746411 194.921402,129.788397 195.206169,129.868657 195.349797,129.906916 195.494219,129.943920 196.674653,130.194058 197.278537,130.288024 197.889005,130.360930 198.504142,130.412616 198.812861,130.430469 199.122025,130.442986 199.740726,130.452013 200.049783,130.448532 200.358324,130.439734 200.972904,130.406253 201.278469,130.381612 201.582570,130.351740 201.884972,130.316666 202.035463,130.297190 202.185443,130.276427 202.483753,130.231062 202.632026,130.206470 202.779673,130.180614 203.363443,130.064659 203.650848,129.999258 203.934973,129.928985 204.215603,129.853901 204.354541,129.814576 204.492525,129.774073 204.765531,129.689569 204.900500,129.645586 205.034413,129.600462 206.064716,129.199582 206.550043,128.973666 207.013539,128.731751 207.453830,128.474637 207.664866,128.340642 207.869621,128.203168 208.259695,127.918229 208.444730,127.770997 208.622918,127.620747 208.958244,127.311682 209.115143,127.153116 209.264715,126.992028 209.406857,126.828550 209.475110,126.745954 209.541468,126.662810 209.668456,126.494941 209.729063,126.410250 209.787732,126.325077 210.002834,125.979904 210.098515,125.804869 210.186199,125.628385 210.265828,125.450591 210.302606,125.361247 210.337352,125.271629 210.400729,125.091638 210.429351,125.001300 210.455922,124.910759 210.594324,124.181215 210.613924,123.814819 210.600470,123.448861 210.554104,123.084475 210.518650,122.903224 210.475065,122.722788 210.363696,122.364913 210.296022,122.187751 210.220438,122.011952 210.045828,121.664986 209.946961,121.494083 209.840501,121.325073 209.726543,121.158087 209.666782,121.075391 209.605185,120.993249 209.476533,120.830686 209.409506,120.750296 209.340697,120.670520 209.047944,120.357861 208.891275,120.205604 208.727917,120.056214 208.558009,119.909803 208.470642,119.837750 208.381690,119.766482 208.199108,119.626357 208.105515,119.557525 208.010413,119.489531 207.197681,118.977217 206.758884,118.743364 206.300344,118.525305 205.823541,118.323673 205.578768,118.229200 205.330008,118.139046 204.821325,117.971948 204.561809,117.895121 204.299116,117.822847 203.765041,117.692156 203.494081,117.633826 203.220791,117.580226 202.945387,117.531391 202.806960,117.508770 202.668086,117.487351 202.389105,117.448135 202.249054,117.430344 202.108665,117.413766 201.544285,117.359644 201.260787,117.339919 200.976712,117.325097 200.692282,117.315183 200.550002,117.312066 200.407717,117.310177 200.123240,117.310076 199.981104,117.311863 199.839072,117.314874 198.709874,117.382779 198.152810,117.445666 197.603063,117.527529 197.062319,117.628060 196.795841,117.685215 196.532230,117.746896 196.014414,117.883614 195.760601,117.958533 195.510442,118.037741 195.021842,118.208749 194.783768,118.300405 194.550086,118.396060 194.320971,118.495635 194.208179,118.546867 194.096594,118.599047 193.877122,118.706210 193.769278,118.761170 193.662721,118.817035 193.249760,119.049306 193.051507,119.170561 192.858935,119.295099 192.672187,119.422817 192.581039,119.487837 192.491399,119.553612 192.316703,119.687379 192.231679,119.755343 192.148226,119.824009 191.538886,120.396928 191.274466,120.697614 191.037904,121.006513 190.829858,121.322645 190.736708,121.483110 190.650893,121.645007 190.501487,121.972581 190.437992,122.138001 190.382022,122.304336 190.292787,122.639230 190.259570,122.807526 190.233975,122.976214 190.216013,123.145162 190.209896,123.229692 190.205687,123.314237 190.202994,123.483309 190.204508,123.567803 190.207926,123.652247 190.240603,123.989192 190.268301,124.156940 190.303532,124.324031 190.346259,124.490336 190.370419,124.573155 190.396437,124.655728 190.454017,124.820080 190.485567,124.901825 190.518946,124.983264 190.850848,125.621842 191.059053,125.930933 191.294492,126.231963 191.556362,126.524018 191.696935,126.666404 191.843778,126.806217 192.155778,127.077709 192.320677,127.209184 192.491328,127.337680 192.849321,127.585353 193.036371,127.704346 193.228587,127.819993 193.425813,127.932207 193.526255,127.987000 193.627890,128.040905 193.834653,128.146009 193.939740,128.197189 194.045936,128.247441 194.481378,128.438998 194.705187,128.528983 194.932817,128.615019 195.164085,128.697045 195.281026,128.736535 195.398807,128.775002 195.636797,128.848834 195.756958,128.884187 195.877864,128.918490 196.869055,129.154431 197.378053,129.246241 197.893857,129.320276 198.414846,129.376350 198.676776,129.397611 198.939389,129.414339 199.465848,129.434171 199.729283,129.437271 199.992582,129.435832 200.517954,129.419366 200.779621,129.404364 201.040337,129.384871 201.299903,129.360909 201.429191,129.347260 201.558117,129.332502 201.814780,129.299678 201.942469,129.281619 202.069696,129.262468 202.573503,129.175032 202.822008,129.124886 203.067993,129.070512 203.311271,129.011959 203.431836,128.981131 203.551655,128.949277 203.788963,128.882521 203.906407,128.847632 204.023015,128.811747 204.923146,128.489728 205.349196,128.306320 205.757512,128.108776 206.146869,127.897745 206.334074,127.787386 206.516109,127.673918 206.864135,127.438023 207.029870,127.315787 207.189923,127.190823 207.492517,126.933117 207.634838,126.800581 207.771037,126.665731 207.901015,126.528674 207.963642,126.459352 208.024680,126.389520 208.141943,126.248380 208.198148,126.177100 208.252722,126.105365 208.454520,125.814170 208.545400,125.666219 208.629515,125.516856 208.706810,125.366197 208.742883,125.290419 208.777232,125.214362 208.840736,125.061470 208.869881,124.984666 208.897281,124.907642 209.053255,124.285383 209.088838,123.971791 209.096071,123.657860 209.075004,123.344566 209.053897,123.188462 209.025773,123.032881 208.948603,122.723768 208.899634,122.570475 208.843804,122.418182 208.711771,122.117062 208.635688,121.968466 208.552983,121.821332 208.463727,121.675772 208.416668,121.603618 208.368000,121.531898 208.265883,121.389819 208.212455,121.319486 208.157464,121.249643 207.922091,120.975425 207.795337,120.841591 207.662676,120.710076 207.524221,120.580980 207.452856,120.517369 207.380085,120.454399 207.230388,120.330428 207.153492,120.269452 207.075253,120.209162 206.402940,119.752918 206.037651,119.543271 205.654497,119.346780 205.254713,119.164023 205.048984,119.077963 204.839582,118.995534 204.410432,118.841800 204.191026,118.770607 203.968631,118.703264 203.515582,118.580316 203.285287,118.524798 203.052720,118.473302 202.818065,118.425863 202.700013,118.403675 202.581508,118.382513 202.343233,118.343281 202.223510,118.325218 202.103429,118.308193 201.619986,118.250531 201.376726,118.227992 201.132693,118.209665 200.888079,118.195560 200.765614,118.190092 200.643075,118.185681 200.397870,118.180033 200.275253,118.178795 200.152657,118.178613 199.175517,118.215092 198.691824,118.258444 198.213379,118.318320 197.741654,118.394495 197.508766,118.438609 197.278099,118.486691 196.824135,118.594584 196.601183,118.654302 196.381147,118.717801 195.950486,118.855921 195.740189,118.930426 195.533460,119.008479 195.330456,119.090015 195.230399,119.132068 195.131330,119.174967 194.936233,119.263263 194.840241,119.308644 194.745311,119.354833 194.376563,119.547486 194.199012,119.648413 194.026189,119.752298 193.858221,119.859056 193.776097,119.913486 193.695234,119.968602 193.537347,120.080847 193.460354,120.137953 193.384679,120.195699 192.828364,120.679317 192.584228,120.934289 192.363736,121.196962 192.167515,121.466500 192.078683,121.603577 191.996118,121.742050 191.850018,122.022741 191.786581,122.164739 191.729609,122.307690 191.635202,122.596001 191.597826,122.741135 191.567031,122.886770 191.542833,123.032793 191.533212,123.105914 191.525244,123.179089 191.514269,123.325544 191.511262,123.398796 191.509908,123.472044 191.521009,123.764726 191.536447,123.910679 191.558450,124.056224 191.586995,124.201247 191.603712,124.273528 191.622052,124.345636 191.663585,124.489281 191.686769,124.560789 191.711556,124.632069 191.966833,125.192476 192.131694,125.464730 192.320635,125.730568 192.533013,125.989178 192.647770,126.115526 192.768113,126.239774 193.025151,126.481597 193.161634,126.598989 193.303278,126.713915 193.601579,126.936030 193.757994,127.043051 193.919082,127.147273 194.084714,127.248620 194.169192,127.298192 194.254755,127.347016 194.429068,127.442387 194.517783,127.488916 194.607512,127.534663 194.976219,127.709661 195.166186,127.792253 195.359692,127.871494 195.556585,127.947324 195.656252,127.983944 195.756707,128.019690 195.959898,128.088539 196.062594,128.121629 196.165997,128.153821 197.016174,128.378395 197.454372,128.468208 197.899477,128.542697 198.350089,128.601666 198.577019,128.625282 198.804795,128.644966 199.262174,128.672501 199.491420,128.680338 199.720799,128.684219 200.179241,128.680122 200.407948,128.672156 200.636077,128.660257 200.863449,128.644441 200.976797,128.635069 201.089890,128.624724 201.315224,128.601125 201.427422,128.587877 201.539278,128.573667 201.982855,128.507282 202.202036,128.468414 202.419255,128.425809 202.634344,128.379502 202.741039,128.354974 202.847139,128.329535 203.057477,128.275950 203.161674,128.247816 203.265197,128.218794 204.066765,127.955460 204.447838,127.803749 204.814217,127.639329 205.164797,127.462741 205.333831,127.370063 205.498525,127.274561 205.814402,127.075399 205.965349,126.971900 206.111485,126.865900 206.645815,126.418613 206.881491,126.182257 207.095239,125.938422 207.454561,125.431431 207.719728,124.904050" style="stroke: rgb(24.720000%, 24.000000%, 60.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="-16.000000,123.606798 416.000000,123.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="40.000000" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-0.4</mtext></math></foreignObject>
<foreignObject x="120.000000" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-0.2</mtext></math></foreignObject>
<foreignObject x="280.000000" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.2</mn></math></foreignObject>
<foreignObject x="360.000000" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.4</mn></math></foreignObject>
<polyline points="40.000000,123.606798 40.000000,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="120.000000,123.606798 120.000000,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="280.000000,123.606798 280.000000,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="360.000000,123.606798 360.000000,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,123.606798 0.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="20.000000,123.606798 20.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="60.000000,123.606798 60.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="80.000000,123.606798 80.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="100.000000,123.606798 100.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="140.000000,123.606798 140.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="160.000000,123.606798 160.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="180.000000,123.606798 180.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="220.000000,123.606798 220.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="240.000000,123.606798 240.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="260.000000,123.606798 260.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="300.000000,123.606798 300.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="320.000000,123.606798 320.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="340.000000,123.606798 340.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="380.000000,123.606798 380.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="400.000000,123.606798 400.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="200.000000,260.157867 200.000000,-12.944272" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="197.333333" y="222.492236" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-0.4</mtext></math></foreignObject>
<foreignObject x="197.333333" y="173.049517" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-0.2</mtext></math></foreignObject>
<foreignObject x="197.333333" y="74.164079" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.2</mn></math></foreignObject>
<foreignObject x="197.333333" y="24.721360" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.4</mn></math></foreignObject>
<polyline points="200.000000,222.492236 206.666667,222.492236" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,173.049517 206.666667,173.049517" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,74.164079 206.666667,74.164079" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,24.721360 206.666667,24.721360" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,247.213595 204.000000,247.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,234.852916 204.000000,234.852916" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,210.131556 204.000000,210.131556" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,197.770876 204.000000,197.770876" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,185.410197 204.000000,185.410197" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,160.688837 204.000000,160.688837" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,148.328157 204.000000,148.328157" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,135.967478 204.000000,135.967478" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,111.246118 204.000000,111.246118" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,98.885438 204.000000,98.885438" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,86.524758 204.000000,86.524758" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,61.803399 204.000000,61.803399" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,49.442719 204.000000,49.442719" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,37.082039 204.000000,37.082039" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,12.360680 204.000000,12.360680" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,0.000000 204.000000,0.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
            </svg>
        "/></mstyle></math>
p4076
sg15
I2
sass(g1709
g3876
g4062
I2
tp4077
(dp4078
g6
VParametricPlot[{{Sin[u], Cos[u]},{0.6 Sin[u], 0.6 Cos[u]}, {0.2 Sin[u], 0.2 Cos[u]}}, {u, 0, 2 Pi}, PlotRange->1, AspectRatio->1]
p4079
sg8
(lp4080
(dp4081
g11
(lp4082
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="350px" height="350px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-16.666667 -16.666667 383.333333 383.333333">
                <polyline points="175.000000,0.000000 177.454289,0.017211 179.908095,0.068840 182.360935,0.154878 183.586843,0.210795 184.812328,0.275307 187.261791,0.430104 189.708842,0.619239 192.153000,0.842673 193.373843,0.967239 194.593783,1.100363 197.030713,1.392259 199.463309,1.718303 201.891094,2.078431 204.313589,2.472572 206.730318,2.900648 207.936372,3.127386 209.140806,3.362576 211.544579,3.858264 212.743799,4.118738 213.342717,4.252127 213.941163,4.387615 216.330088,4.950525 218.710884,5.546884 221.083081,6.176573 223.446214,6.839469 225.799819,7.535441 226.972902,7.895789 228.143430,8.264354 230.476589,9.026062 231.639105,9.419168 232.219322,9.618776 232.798836,9.820417 235.109714,10.647263 237.408768,11.506435 239.695547,12.397767 241.969601,13.321082 244.230482,14.276198 245.355843,14.765624 246.477745,15.262929 248.710949,16.281079 249.822141,16.801874 250.376361,17.065190 250.929654,17.330448 253.133425,18.410831 255.321826,19.522014 257.494429,20.663779 259.650805,21.835901 261.790531,23.038150 262.854018,23.650499 263.913185,24.270290 266.018351,25.532078 267.064246,26.174012 267.585499,26.497726 268.105613,26.823265 270.174562,28.143598 272.224791,29.492818 274.255895,30.870658 276.267477,32.276848 278.259139,33.711111 279.247378,34.438682 280.230491,35.173165 282.181144,36.662723 283.148589,37.417724 283.630320,37.797764 284.110715,38.179491 286.018825,39.723171 287.905097,41.293459 289.769161,42.890047 291.610651,44.512621 293.429204,46.160861 294.329767,46.994505 295.224462,47.834444 296.996072,49.533039 297.872901,50.391612 298.309052,50.823200 298.743687,51.256313 300.466961,53.003928 302.165556,54.775538 303.839139,56.570796 305.487379,58.389349 307.109953,60.230839 307.911515,61.160072 308.706541,62.094903 310.276829,63.981175 311.052015,64.932524 311.437101,65.410231 311.820509,65.889285 313.337277,67.818856 314.826835,69.769509 316.288889,71.740861 317.723152,73.732523 319.129342,75.744105 319.821823,76.757241 320.507182,77.775209 321.856402,79.825438 322.520195,80.857597 322.849374,81.375417 323.176735,81.894387 324.467922,83.981649 325.729710,86.086815 326.961850,88.209469 328.164099,90.349195 329.336221,92.505571 329.910913,93.589871 330.477986,94.678174 331.589169,96.866575 332.133224,97.966566 332.402356,98.517986 332.669552,99.070346 333.718921,101.289051 334.737071,103.522255 335.723802,105.769518 336.678918,108.030399 337.602233,110.304453 338.051908,111.446280 338.493565,112.591232 339.352737,114.890286 339.770211,116.044276 339.975911,116.622361 340.179583,117.201164 340.973938,119.523411 341.735646,121.856570 342.464559,124.200181 343.160531,126.553786 343.823427,128.916919 344.142431,130.101914 344.453116,131.289116 345.049475,133.669912 345.335118,134.863387 345.474799,135.460869 345.612385,136.058837 346.141736,138.455421 346.637424,140.859194 347.099352,143.269682 347.527428,145.686411 347.921569,148.108906 348.105889,149.322167 348.281697,150.536691 348.607741,152.969287 348.757961,154.187240 348.829867,154.796604 348.899637,155.406217 349.157327,157.847000 349.380761,160.291158 349.569896,162.738209 349.724693,165.187672 349.845122,167.639065 349.892441,168.865334 349.931160,170.091905 349.982789,172.545711 349.995697,173.772825 349.998924,174.386409 350.000000,175.000000 349.982789,177.454289 349.931160,179.908095 349.845122,182.360935 349.724693,184.812328 349.569896,187.261791 349.479619,188.485648 349.380761,189.708842 349.157327,192.153000 349.032761,193.373843 348.967268,193.983930 348.899637,194.593783 348.607741,197.030713 348.281697,199.463309 347.921569,201.891094 347.527428,204.313589 347.099352,206.730318 346.872614,207.936372 346.637424,209.140806 346.141736,211.544579 345.881262,212.743799 345.747873,213.342717 345.612385,213.941163 345.049475,216.330088 344.453116,218.710884 343.823427,221.083081 343.160531,223.446214 342.464559,225.799819 342.104211,226.972902 341.735646,228.143430 340.973938,230.476589 340.580832,231.639105 340.381224,232.219322 340.179583,232.798836 339.352737,235.109714 338.493565,237.408768 337.602233,239.695547 336.678918,241.969601 335.723802,244.230482 335.234376,245.355843 334.737071,246.477745 333.718921,248.710949 333.198126,249.822141 332.934810,250.376361 332.669552,250.929654 331.589169,253.133425 330.477986,255.321826 329.336221,257.494429 328.164099,259.650805 326.961850,261.790531 326.349501,262.854018 325.729710,263.913185 324.467922,266.018351 323.825988,267.064246 323.502274,267.585499 323.176735,268.105613 321.856402,270.174562 320.507182,272.224791 319.129342,274.255895 317.723152,276.267477 316.288889,278.259139 315.561318,279.247378 314.826835,280.230491 313.337277,282.181144 312.582276,283.148589 312.202236,283.630320 311.820509,284.110715 310.276829,286.018825 308.706541,287.905097 307.109953,289.769161 305.487379,291.610651 303.839139,293.429204 303.005495,294.329767 302.165556,295.224462 300.466961,296.996072 299.608388,297.872901 299.176800,298.309052 298.743687,298.743687 296.996072,300.466961 295.224462,302.165556 293.429204,303.839139 291.610651,305.487379 289.769161,307.109953 288.839928,307.911515 287.905097,308.706541 286.018825,310.276829 285.067476,311.052015 284.589769,311.437101 284.110715,311.820509 282.181144,313.337277 280.230491,314.826835 278.259139,316.288889 276.267477,317.723152 274.255895,319.129342 273.242759,319.821823 272.224791,320.507182 270.174562,321.856402 269.142403,322.520195 268.624583,322.849374 268.105613,323.176735 266.018351,324.467922 263.913185,325.729710 261.790531,326.961850 259.650805,328.164099 257.494429,329.336221 256.410129,329.910913 255.321826,330.477986 253.133425,331.589169 252.033434,332.133224 251.482014,332.402356 250.929654,332.669552 248.710949,333.718921 246.477745,334.737071 244.230482,335.723802 241.969601,336.678918 239.695547,337.602233 238.553720,338.051908 237.408768,338.493565 235.109714,339.352737 233.955724,339.770211 233.377639,339.975911 232.798836,340.179583 230.476589,340.973938 228.143430,341.735646 225.799819,342.464559 223.446214,343.160531 221.083081,343.823427 219.898086,344.142431 218.710884,344.453116 216.330088,345.049475 215.136613,345.335118 214.539131,345.474799 213.941163,345.612385 211.544579,346.141736 209.140806,346.637424 206.730318,347.099352 204.313589,347.527428 201.891094,347.921569 200.677833,348.105889 199.463309,348.281697 197.030713,348.607741 195.812760,348.757961 195.203396,348.829867 194.593783,348.899637 192.153000,349.157327 189.708842,349.380761 187.261791,349.569896 184.812328,349.724693 182.360935,349.845122 181.134666,349.892441 179.908095,349.931160 177.454289,349.982789 176.227175,349.995697 175.613591,349.998924 175.000000,350.000000 172.545711,349.982789 170.091905,349.931160 167.639065,349.845122 165.187672,349.724693 162.738209,349.569896 161.514352,349.479619 160.291158,349.380761 157.847000,349.157327 156.626157,349.032761 156.016070,348.967268 155.406217,348.899637 152.969287,348.607741 150.536691,348.281697 148.108906,347.921569 145.686411,347.527428 143.269682,347.099352 142.063628,346.872614 140.859194,346.637424 138.455421,346.141736 137.256201,345.881262 136.657283,345.747873 136.058837,345.612385 133.669912,345.049475 131.289116,344.453116 128.916919,343.823427 126.553786,343.160531 124.200181,342.464559 123.027098,342.104211 121.856570,341.735646 119.523411,340.973938 118.360895,340.580832 117.780678,340.381224 117.201164,340.179583 114.890286,339.352737 112.591232,338.493565 110.304453,337.602233 108.030399,336.678918 105.769518,335.723802 104.644157,335.234376 103.522255,334.737071 101.289051,333.718921 100.177859,333.198126 99.623639,332.934810 99.070346,332.669552 96.866575,331.589169 94.678174,330.477986 92.505571,329.336221 90.349195,328.164099 88.209469,326.961850 87.145982,326.349501 86.086815,325.729710 83.981649,324.467922 82.935754,323.825988 82.414501,323.502274 81.894387,323.176735 79.825438,321.856402 77.775209,320.507182 75.744105,319.129342 73.732523,317.723152 71.740861,316.288889 70.752622,315.561318 69.769509,314.826835 67.818856,313.337277 66.851411,312.582276 66.369680,312.202236 65.889285,311.820509 63.981175,310.276829 62.094903,308.706541 60.230839,307.109953 58.389349,305.487379 56.570796,303.839139 55.670233,303.005495 54.775538,302.165556 53.003928,300.466961 52.127099,299.608388 51.690948,299.176800 51.256313,298.743687 49.533039,296.996072 47.834444,295.224462 46.160861,293.429204 44.512621,291.610651 42.890047,289.769161 42.088485,288.839928 41.293459,287.905097 39.723171,286.018825 38.947985,285.067476 38.562899,284.589769 38.179491,284.110715 36.662723,282.181144 35.173165,280.230491 33.711111,278.259139 32.276848,276.267477 30.870658,274.255895 30.178177,273.242759 29.492818,272.224791 28.143598,270.174562 27.479805,269.142403 27.150626,268.624583 26.823265,268.105613 25.532078,266.018351 24.270290,263.913185 23.038150,261.790531 21.835901,259.650805 20.663779,257.494429 20.089087,256.410129 19.522014,255.321826 18.410831,253.133425 17.866776,252.033434 17.597644,251.482014 17.330448,250.929654 16.281079,248.710949 15.262929,246.477745 14.276198,244.230482 13.321082,241.969601 12.397767,239.695547 11.948092,238.553720 11.506435,237.408768 10.647263,235.109714 10.229789,233.955724 10.024089,233.377639 9.820417,232.798836 9.026062,230.476589 8.264354,228.143430 7.535441,225.799819 6.839469,223.446214 6.176573,221.083081 5.857569,219.898086 5.546884,218.710884 4.950525,216.330088 4.664882,215.136613 4.525201,214.539131 4.387615,213.941163 3.858264,211.544579 3.362576,209.140806 2.900648,206.730318 2.472572,204.313589 2.078431,201.891094 1.894111,200.677833 1.718303,199.463309 1.392259,197.030713 1.242039,195.812760 1.170133,195.203396 1.100363,194.593783 0.842673,192.153000 0.619239,189.708842 0.430104,187.261791 0.275307,184.812328 0.154878,182.360935 0.107559,181.134666 0.068840,179.908095 0.017211,177.454289 0.004303,176.227175 0.001076,175.613591 0.000000,175.000000 0.017211,172.545711 0.068840,170.091905 0.154878,167.639065 0.275307,165.187672 0.430104,162.738209 0.520381,161.514352 0.619239,160.291158 0.842673,157.847000 0.967239,156.626157 1.032732,156.016070 1.100363,155.406217 1.392259,152.969287 1.718303,150.536691 2.078431,148.108906 2.472572,145.686411 2.900648,143.269682 3.127386,142.063628 3.362576,140.859194 3.858264,138.455421 4.118738,137.256201 4.252127,136.657283 4.387615,136.058837 4.950525,133.669912 5.546884,131.289116 6.176573,128.916919 6.839469,126.553786 7.535441,124.200181 7.895789,123.027098 8.264354,121.856570 9.026062,119.523411 9.419168,118.360895 9.618776,117.780678 9.820417,117.201164 10.647263,114.890286 11.506435,112.591232 12.397767,110.304453 13.321082,108.030399 14.276198,105.769518 14.765624,104.644157 15.262929,103.522255 16.281079,101.289051 16.801874,100.177859 17.065190,99.623639 17.330448,99.070346 18.410831,96.866575 19.522014,94.678174 20.663779,92.505571 21.835901,90.349195 23.038150,88.209469 23.650499,87.145982 24.270290,86.086815 25.532078,83.981649 26.174012,82.935754 26.497726,82.414501 26.823265,81.894387 28.143598,79.825438 29.492818,77.775209 30.870658,75.744105 32.276848,73.732523 33.711111,71.740861 34.438682,70.752622 35.173165,69.769509 36.662723,67.818856 37.417724,66.851411 37.797764,66.369680 38.179491,65.889285 39.723171,63.981175 41.293459,62.094903 42.890047,60.230839 44.512621,58.389349 46.160861,56.570796 46.994505,55.670233 47.834444,54.775538 49.533039,53.003928 50.391612,52.127099 50.823200,51.690948 51.256313,51.256313 53.003928,49.533039 54.775538,47.834444 56.570796,46.160861 58.389349,44.512621 60.230839,42.890047 61.160072,42.088485 62.094903,41.293459 63.981175,39.723171 64.932524,38.947985 65.410231,38.562899 65.889285,38.179491 67.818856,36.662723 69.769509,35.173165 71.740861,33.711111 73.732523,32.276848 75.744105,30.870658 76.757241,30.178177 77.775209,29.492818 79.825438,28.143598 80.857597,27.479805 81.375417,27.150626 81.894387,26.823265 83.981649,25.532078 86.086815,24.270290 88.209469,23.038150 90.349195,21.835901 92.505571,20.663779 93.589871,20.089087 94.678174,19.522014 96.866575,18.410831 97.966566,17.866776 98.517986,17.597644 99.070346,17.330448 101.289051,16.281079 103.522255,15.262929 105.769518,14.276198 108.030399,13.321082 110.304453,12.397767 111.446280,11.948092 112.591232,11.506435 114.890286,10.647263 116.044276,10.229789 116.622361,10.024089 117.201164,9.820417 119.523411,9.026062 121.856570,8.264354 124.200181,7.535441 126.553786,6.839469 128.916919,6.176573 130.101914,5.857569 131.289116,5.546884 133.669912,4.950525 134.863387,4.664882 135.460869,4.525201 136.058837,4.387615 138.455421,3.858264 140.859194,3.362576 143.269682,2.900648 145.686411,2.472572 148.108906,2.078431 149.322167,1.894111 150.536691,1.718303 152.969287,1.392259 154.187240,1.242039 154.796604,1.170133 155.406217,1.100363 157.847000,0.842673 160.291158,0.619239 162.738209,0.430104 163.962669,0.348412 165.187672,0.275307 167.639065,0.154878 168.865334,0.107559 170.091905,0.068840 172.545711,0.017211 175.000000,0.000000" style="stroke: rgb(24.720000%, 24.000000%, 60.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="175.000000,70.000000 176.472573,70.010327 177.944857,70.041304 179.416561,70.092927 180.152106,70.126477 180.887397,70.165184 182.357075,70.258063 183.825305,70.371543 185.291800,70.505604 186.024306,70.580343 186.756270,70.660218 188.218428,70.835355 189.677986,71.030982 191.134656,71.247059 192.588153,71.483543 194.038191,71.740389 194.761823,71.876432 195.484484,72.017546 196.926747,72.314958 197.646280,72.471243 198.005630,72.551276 198.364698,72.632569 199.798053,72.970315 201.226530,73.328130 202.649849,73.705944 204.067729,74.103681 205.479891,74.521265 206.183741,74.737473 206.886058,74.958612 208.285953,75.415637 208.983463,75.651501 209.331593,75.771266 209.679302,75.892250 211.065828,76.388358 212.445261,76.903861 213.817328,77.438660 215.181760,77.992649 216.538289,78.565719 217.213506,78.859374 217.886647,79.157757 219.226569,79.768647 219.893285,80.081124 220.225817,80.239114 220.557793,80.398269 221.880055,81.046498 223.193096,81.713208 224.496657,82.398267 225.790483,83.101541 227.074319,83.822890 227.712411,84.190299 228.347911,84.562174 229.611011,85.319247 230.238547,85.704407 230.551299,85.898635 230.863368,86.093959 232.104737,86.886159 233.334874,87.695691 234.553537,88.522395 235.760486,89.366109 236.955484,90.226667 237.548427,90.663209 238.138295,91.103899 239.308687,91.997634 239.889153,92.450634 240.178192,92.678658 240.466429,92.907694 241.611295,93.833902 242.743058,94.776076 243.861497,95.734028 244.966391,96.707573 246.057522,97.696517 246.597860,98.196703 247.134677,98.700666 248.197643,99.719823 248.723740,100.234967 248.985431,100.493920 249.246212,100.753788 250.280177,101.802357 251.299334,102.865323 252.303483,103.942478 253.292427,105.033609 254.265972,106.138503 254.746909,106.696043 255.223924,107.256942 256.166098,108.388705 256.631209,108.959514 256.862260,109.246138 257.092306,109.533571 258.002366,110.691313 258.896101,111.861705 259.773333,113.044516 260.633891,114.239514 261.477605,115.446463 261.893094,116.054345 262.304309,116.665126 263.113841,117.895263 263.512117,118.514558 263.709624,118.825250 263.906041,119.136632 264.680753,120.388989 265.437826,121.652089 266.177110,122.925681 266.898459,124.209517 267.601733,125.503343 267.946548,126.153922 268.286792,126.806904 268.953502,128.119945 269.279934,128.779940 269.441413,129.110792 269.601731,129.442207 270.231353,130.773431 270.842243,132.113353 271.434281,133.461711 272.007351,134.818240 272.561340,136.182672 272.831145,136.867768 273.096139,137.554739 273.611642,138.934172 273.862127,139.626565 273.985547,139.973417 274.107750,140.320698 274.584363,141.714047 275.041388,143.113942 275.478735,144.520109 275.896319,145.932271 276.294056,147.350151 276.485458,148.061148 276.671870,148.773470 277.029685,150.201947 277.201071,150.918032 277.284879,151.276521 277.367431,151.635302 277.685042,153.073253 277.982454,154.515516 278.259611,155.961809 278.516457,157.411847 278.752941,158.865344 278.863534,159.593300 278.969018,160.322014 279.164645,161.781572 279.254777,162.512344 279.297920,162.877963 279.339782,163.243730 279.494396,164.708200 279.628457,166.174695 279.741937,167.642925 279.834816,169.112603 279.907073,170.583439 279.935465,171.319200 279.958696,172.055143 279.989673,173.527427 279.997418,174.263695 279.999355,174.631845 280.000000,175.000000 279.989673,176.472573 279.958696,177.944857 279.907073,179.416561 279.834816,180.887397 279.741937,182.357075 279.687771,183.091389 279.628457,183.825305 279.494396,185.291800 279.419657,186.024306 279.380361,186.390358 279.339782,186.756270 279.164645,188.218428 278.969018,189.677986 278.752941,191.134656 278.516457,192.588153 278.259611,194.038191 278.123568,194.761823 277.982454,195.484484 277.685042,196.926747 277.528757,197.646280 277.448724,198.005630 277.367431,198.364698 277.029685,199.798053 276.671870,201.226530 276.294056,202.649849 275.896319,204.067729 275.478735,205.479891 275.262527,206.183741 275.041388,206.886058 274.584363,208.285953 274.348499,208.983463 274.228734,209.331593 274.107750,209.679302 273.611642,211.065828 273.096139,212.445261 272.561340,213.817328 272.007351,215.181760 271.434281,216.538289 271.140626,217.213506 270.842243,217.886647 270.231353,219.226569 269.918876,219.893285 269.760886,220.225817 269.601731,220.557793 268.953502,221.880055 268.286792,223.193096 267.601733,224.496657 266.898459,225.790483 266.177110,227.074319 265.809701,227.712411 265.437826,228.347911 264.680753,229.611011 264.295593,230.238547 264.101365,230.551299 263.906041,230.863368 263.113841,232.104737 262.304309,233.334874 261.477605,234.553537 260.633891,235.760486 259.773333,236.955484 259.336791,237.548427 258.896101,238.138295 258.002366,239.308687 257.549366,239.889153 257.321342,240.178192 257.092306,240.466429 256.166098,241.611295 255.223924,242.743058 254.265972,243.861497 253.292427,244.966391 252.303483,246.057522 251.803297,246.597860 251.299334,247.134677 250.280177,248.197643 249.765033,248.723740 249.506080,248.985431 249.246212,249.246212 248.197643,250.280177 247.134677,251.299334 246.057522,252.303483 244.966391,253.292427 243.861497,254.265972 243.303957,254.746909 242.743058,255.223924 241.611295,256.166098 241.040486,256.631209 240.753862,256.862260 240.466429,257.092306 239.308687,258.002366 238.138295,258.896101 236.955484,259.773333 235.760486,260.633891 234.553537,261.477605 233.945655,261.893094 233.334874,262.304309 232.104737,263.113841 231.485442,263.512117 231.174750,263.709624 230.863368,263.906041 229.611011,264.680753 228.347911,265.437826 227.074319,266.177110 225.790483,266.898459 224.496657,267.601733 223.846078,267.946548 223.193096,268.286792 221.880055,268.953502 221.220060,269.279934 220.889208,269.441413 220.557793,269.601731 219.226569,270.231353 217.886647,270.842243 216.538289,271.434281 215.181760,272.007351 213.817328,272.561340 213.132232,272.831145 212.445261,273.096139 211.065828,273.611642 210.373435,273.862127 210.026583,273.985547 209.679302,274.107750 208.285953,274.584363 206.886058,275.041388 205.479891,275.478735 204.067729,275.896319 202.649849,276.294056 201.938852,276.485458 201.226530,276.671870 199.798053,277.029685 199.081968,277.201071 198.723479,277.284879 198.364698,277.367431 196.926747,277.685042 195.484484,277.982454 194.038191,278.259611 192.588153,278.516457 191.134656,278.752941 190.406700,278.863534 189.677986,278.969018 188.218428,279.164645 187.487656,279.254777 187.122037,279.297920 186.756270,279.339782 185.291800,279.494396 183.825305,279.628457 182.357075,279.741937 180.887397,279.834816 179.416561,279.907073 178.680800,279.935465 177.944857,279.958696 176.472573,279.989673 175.736305,279.997418 175.368155,279.999355 175.000000,280.000000 173.527427,279.989673 172.055143,279.958696 170.583439,279.907073 169.112603,279.834816 167.642925,279.741937 166.908611,279.687771 166.174695,279.628457 164.708200,279.494396 163.975694,279.419657 163.609642,279.380361 163.243730,279.339782 161.781572,279.164645 160.322014,278.969018 158.865344,278.752941 157.411847,278.516457 155.961809,278.259611 155.238177,278.123568 154.515516,277.982454 153.073253,277.685042 152.353720,277.528757 151.994370,277.448724 151.635302,277.367431 150.201947,277.029685 148.773470,276.671870 147.350151,276.294056 145.932271,275.896319 144.520109,275.478735 143.816259,275.262527 143.113942,275.041388 141.714047,274.584363 141.016537,274.348499 140.668407,274.228734 140.320698,274.107750 138.934172,273.611642 137.554739,273.096139 136.182672,272.561340 134.818240,272.007351 133.461711,271.434281 132.786494,271.140626 132.113353,270.842243 130.773431,270.231353 130.106715,269.918876 129.774183,269.760886 129.442207,269.601731 128.119945,268.953502 126.806904,268.286792 125.503343,267.601733 124.209517,266.898459 122.925681,266.177110 122.287589,265.809701 121.652089,265.437826 120.388989,264.680753 119.761453,264.295593 119.448701,264.101365 119.136632,263.906041 117.895263,263.113841 116.665126,262.304309 115.446463,261.477605 114.239514,260.633891 113.044516,259.773333 112.451573,259.336791 111.861705,258.896101 110.691313,258.002366 110.110847,257.549366 109.821808,257.321342 109.533571,257.092306 108.388705,256.166098 107.256942,255.223924 106.138503,254.265972 105.033609,253.292427 103.942478,252.303483 103.402140,251.803297 102.865323,251.299334 101.802357,250.280177 101.276260,249.765033 101.014569,249.506080 100.753788,249.246212 99.719823,248.197643 98.700666,247.134677 97.696517,246.057522 96.707573,244.966391 95.734028,243.861497 95.253091,243.303957 94.776076,242.743058 93.833902,241.611295 93.368791,241.040486 93.137740,240.753862 92.907694,240.466429 91.997634,239.308687 91.103899,238.138295 90.226667,236.955484 89.366109,235.760486 88.522395,234.553537 88.106906,233.945655 87.695691,233.334874 86.886159,232.104737 86.487883,231.485442 86.290376,231.174750 86.093959,230.863368 85.319247,229.611011 84.562174,228.347911 83.822890,227.074319 83.101541,225.790483 82.398267,224.496657 82.053452,223.846078 81.713208,223.193096 81.046498,221.880055 80.720066,221.220060 80.558587,220.889208 80.398269,220.557793 79.768647,219.226569 79.157757,217.886647 78.565719,216.538289 77.992649,215.181760 77.438660,213.817328 77.168855,213.132232 76.903861,212.445261 76.388358,211.065828 76.137873,210.373435 76.014453,210.026583 75.892250,209.679302 75.415637,208.285953 74.958612,206.886058 74.521265,205.479891 74.103681,204.067729 73.705944,202.649849 73.514542,201.938852 73.328130,201.226530 72.970315,199.798053 72.798929,199.081968 72.715121,198.723479 72.632569,198.364698 72.314958,196.926747 72.017546,195.484484 71.740389,194.038191 71.483543,192.588153 71.247059,191.134656 71.136466,190.406700 71.030982,189.677986 70.835355,188.218428 70.745223,187.487656 70.702080,187.122037 70.660218,186.756270 70.505604,185.291800 70.371543,183.825305 70.258063,182.357075 70.165184,180.887397 70.092927,179.416561 70.064535,178.680800 70.041304,177.944857 70.010327,176.472573 70.002582,175.736305 70.000645,175.368155 70.000000,175.000000 70.010327,173.527427 70.041304,172.055143 70.092927,170.583439 70.165184,169.112603 70.258063,167.642925 70.312229,166.908611 70.371543,166.174695 70.505604,164.708200 70.580343,163.975694 70.619639,163.609642 70.660218,163.243730 70.835355,161.781572 71.030982,160.322014 71.247059,158.865344 71.483543,157.411847 71.740389,155.961809 71.876432,155.238177 72.017546,154.515516 72.314958,153.073253 72.471243,152.353720 72.551276,151.994370 72.632569,151.635302 72.970315,150.201947 73.328130,148.773470 73.705944,147.350151 74.103681,145.932271 74.521265,144.520109 74.737473,143.816259 74.958612,143.113942 75.415637,141.714047 75.651501,141.016537 75.771266,140.668407 75.892250,140.320698 76.388358,138.934172 76.903861,137.554739 77.438660,136.182672 77.992649,134.818240 78.565719,133.461711 78.859374,132.786494 79.157757,132.113353 79.768647,130.773431 80.081124,130.106715 80.239114,129.774183 80.398269,129.442207 81.046498,128.119945 81.713208,126.806904 82.398267,125.503343 83.101541,124.209517 83.822890,122.925681 84.190299,122.287589 84.562174,121.652089 85.319247,120.388989 85.704407,119.761453 85.898635,119.448701 86.093959,119.136632 86.886159,117.895263 87.695691,116.665126 88.522395,115.446463 89.366109,114.239514 90.226667,113.044516 90.663209,112.451573 91.103899,111.861705 91.997634,110.691313 92.450634,110.110847 92.678658,109.821808 92.907694,109.533571 93.833902,108.388705 94.776076,107.256942 95.734028,106.138503 96.707573,105.033609 97.696517,103.942478 98.196703,103.402140 98.700666,102.865323 99.719823,101.802357 100.234967,101.276260 100.493920,101.014569 100.753788,100.753788 101.802357,99.719823 102.865323,98.700666 103.942478,97.696517 105.033609,96.707573 106.138503,95.734028 106.696043,95.253091 107.256942,94.776076 108.388705,93.833902 108.959514,93.368791 109.246138,93.137740 109.533571,92.907694 110.691313,91.997634 111.861705,91.103899 113.044516,90.226667 114.239514,89.366109 115.446463,88.522395 116.054345,88.106906 116.665126,87.695691 117.895263,86.886159 118.514558,86.487883 118.825250,86.290376 119.136632,86.093959 120.388989,85.319247 121.652089,84.562174 122.925681,83.822890 124.209517,83.101541 125.503343,82.398267 126.153922,82.053452 126.806904,81.713208 128.119945,81.046498 128.779940,80.720066 129.110792,80.558587 129.442207,80.398269 130.773431,79.768647 132.113353,79.157757 133.461711,78.565719 134.818240,77.992649 136.182672,77.438660 136.867768,77.168855 137.554739,76.903861 138.934172,76.388358 139.626565,76.137873 139.973417,76.014453 140.320698,75.892250 141.714047,75.415637 143.113942,74.958612 144.520109,74.521265 145.932271,74.103681 147.350151,73.705944 148.061148,73.514542 148.773470,73.328130 150.201947,72.970315 150.918032,72.798929 151.276521,72.715121 151.635302,72.632569 153.073253,72.314958 154.515516,72.017546 155.961809,71.740389 157.411847,71.483543 158.865344,71.247059 159.593300,71.136466 160.322014,71.030982 161.781572,70.835355 162.512344,70.745223 162.877963,70.702080 163.243730,70.660218 164.708200,70.505604 166.174695,70.371543 167.642925,70.258063 168.377601,70.209047 169.112603,70.165184 170.583439,70.092927 171.319200,70.064535 172.055143,70.041304 173.527427,70.010327 175.000000,70.000000" style="stroke: rgb(60.000000%, 24.000000%, 44.289312%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="175.000000,140.000000 175.490858,140.003442 175.981619,140.013768 176.472187,140.030976 176.717369,140.042159 176.962466,140.055061 177.452358,140.086021 177.941768,140.123848 178.430600,140.168535 178.674769,140.193448 178.918757,140.220073 179.406143,140.278452 179.892662,140.343661 180.378219,140.415686 180.862718,140.494514 181.346064,140.580130 181.587274,140.625477 181.828161,140.672515 182.308916,140.771653 182.548760,140.823748 182.668543,140.850425 182.788233,140.877523 183.266018,140.990105 183.742177,141.109377 184.216616,141.235315 184.689243,141.367894 185.159964,141.507088 185.394580,141.579158 185.628686,141.652871 186.095318,141.805212 186.327821,141.883834 186.443864,141.923755 186.559767,141.964083 187.021943,142.129453 187.481754,142.301287 187.939109,142.479553 188.393920,142.664216 188.846096,142.855240 189.071169,142.953125 189.295549,143.052586 189.742190,143.256216 189.964428,143.360375 190.075272,143.413038 190.185931,143.466090 190.626685,143.682166 191.064365,143.904403 191.498886,144.132756 191.930161,144.367180 192.358106,144.607630 192.570804,144.730100 192.782637,144.854058 193.203670,145.106416 193.412849,145.234802 193.517100,145.299545 193.621123,145.364653 194.034912,145.628720 194.444958,145.898564 194.851179,146.174132 195.253495,146.455370 195.651828,146.742222 195.849476,146.887736 196.046098,147.034633 196.436229,147.332545 196.629718,147.483545 196.726064,147.559553 196.822143,147.635898 197.203765,147.944634 197.581019,148.258692 197.953832,148.578009 198.322130,148.902524 198.685841,149.232172 198.865953,149.398901 199.044892,149.566889 199.399214,149.906608 199.574580,150.078322 199.661810,150.164640 199.748737,150.251263 200.093392,150.600786 200.433111,150.955108 200.767828,151.314159 201.097476,151.677870 201.421991,152.046168 201.582303,152.232014 201.741308,152.418981 202.055366,152.796235 202.210403,152.986505 202.287420,153.082046 202.364102,153.177857 202.667455,153.563771 202.965367,153.953902 203.257778,154.348172 203.544630,154.746505 203.825868,155.148821 203.964365,155.351448 204.101436,155.555042 204.371280,155.965088 204.504039,156.171519 204.569875,156.275083 204.635347,156.378877 204.893584,156.796330 205.145942,157.217363 205.392370,157.641894 205.632820,158.069839 205.867244,158.501114 205.982183,158.717974 206.095597,158.935635 206.317834,159.373315 206.426645,159.593313 206.480471,159.703597 206.533910,159.814069 206.743784,160.257810 206.947414,160.704451 207.144760,161.153904 207.335784,161.606080 207.520447,162.060891 207.610382,162.289256 207.698713,162.518246 207.870547,162.978057 207.954042,163.208855 207.995182,163.324472 208.035917,163.440233 208.194788,163.904682 208.347129,164.371314 208.492912,164.840036 208.632106,165.310757 208.764685,165.783384 208.828486,166.020383 208.890623,166.257823 209.009895,166.733982 209.067024,166.972677 209.094960,167.092174 209.122477,167.211767 209.228347,167.691084 209.327485,168.171839 209.419870,168.653936 209.505486,169.137282 209.584314,169.621781 209.621178,169.864433 209.656339,170.107338 209.721548,170.593857 209.751592,170.837448 209.765973,170.959321 209.779927,171.081243 209.831465,171.569400 209.876152,172.058232 209.913979,172.547642 209.944939,173.037534 209.969024,173.527813 209.978488,173.773067 209.986232,174.018381 209.996558,174.509142 209.999139,174.754565 209.999785,174.877282 210.000000,175.000000 209.996558,175.490858 209.986232,175.981619 209.969024,176.472187 209.944939,176.962466 209.913979,177.452358 209.895924,177.697130 209.876152,177.941768 209.831465,178.430600 209.806552,178.674769 209.793454,178.796786 209.779927,178.918757 209.721548,179.406143 209.656339,179.892662 209.584314,180.378219 209.505486,180.862718 209.419870,181.346064 209.374523,181.587274 209.327485,181.828161 209.228347,182.308916 209.176252,182.548760 209.149575,182.668543 209.122477,182.788233 209.009895,183.266018 208.890623,183.742177 208.764685,184.216616 208.632106,184.689243 208.492912,185.159964 208.420842,185.394580 208.347129,185.628686 208.194788,186.095318 208.116166,186.327821 208.076245,186.443864 208.035917,186.559767 207.870547,187.021943 207.698713,187.481754 207.520447,187.939109 207.335784,188.393920 207.144760,188.846096 207.046875,189.071169 206.947414,189.295549 206.743784,189.742190 206.639625,189.964428 206.586962,190.075272 206.533910,190.185931 206.317834,190.626685 206.095597,191.064365 205.867244,191.498886 205.632820,191.930161 205.392370,192.358106 205.269900,192.570804 205.145942,192.782637 204.893584,193.203670 204.765198,193.412849 204.700455,193.517100 204.635347,193.621123 204.371280,194.034912 204.101436,194.444958 203.825868,194.851179 203.544630,195.253495 203.257778,195.651828 203.112264,195.849476 202.965367,196.046098 202.667455,196.436229 202.516455,196.629718 202.440447,196.726064 202.364102,196.822143 202.055366,197.203765 201.741308,197.581019 201.421991,197.953832 201.097476,198.322130 200.767828,198.685841 200.601099,198.865953 200.433111,199.044892 200.093392,199.399214 199.921678,199.574580 199.835360,199.661810 199.748737,199.748737 199.399214,200.093392 199.044892,200.433111 198.685841,200.767828 198.322130,201.097476 197.953832,201.421991 197.767986,201.582303 197.581019,201.741308 197.203765,202.055366 197.013495,202.210403 196.917954,202.287420 196.822143,202.364102 196.436229,202.667455 196.046098,202.965367 195.651828,203.257778 195.253495,203.544630 194.851179,203.825868 194.648552,203.964365 194.444958,204.101436 194.034912,204.371280 193.828481,204.504039 193.724917,204.569875 193.621123,204.635347 193.203670,204.893584 192.782637,205.145942 192.358106,205.392370 191.930161,205.632820 191.498886,205.867244 191.282026,205.982183 191.064365,206.095597 190.626685,206.317834 190.406687,206.426645 190.296403,206.480471 190.185931,206.533910 189.742190,206.743784 189.295549,206.947414 188.846096,207.144760 188.393920,207.335784 187.939109,207.520447 187.710744,207.610382 187.481754,207.698713 187.021943,207.870547 186.791145,207.954042 186.675528,207.995182 186.559767,208.035917 186.095318,208.194788 185.628686,208.347129 185.159964,208.492912 184.689243,208.632106 184.216616,208.764685 183.979617,208.828486 183.742177,208.890623 183.266018,209.009895 183.027323,209.067024 182.907826,209.094960 182.788233,209.122477 182.308916,209.228347 181.828161,209.327485 181.346064,209.419870 180.862718,209.505486 180.378219,209.584314 180.135567,209.621178 179.892662,209.656339 179.406143,209.721548 179.162552,209.751592 179.040679,209.765973 178.918757,209.779927 178.430600,209.831465 177.941768,209.876152 177.452358,209.913979 176.962466,209.944939 176.472187,209.969024 176.226933,209.978488 175.981619,209.986232 175.490858,209.996558 175.245435,209.999139 175.122718,209.999785 175.000000,210.000000 174.509142,209.996558 174.018381,209.986232 173.527813,209.969024 173.037534,209.944939 172.547642,209.913979 172.302870,209.895924 172.058232,209.876152 171.569400,209.831465 171.325231,209.806552 171.203214,209.793454 171.081243,209.779927 170.593857,209.721548 170.107338,209.656339 169.621781,209.584314 169.137282,209.505486 168.653936,209.419870 168.412726,209.374523 168.171839,209.327485 167.691084,209.228347 167.451240,209.176252 167.331457,209.149575 167.211767,209.122477 166.733982,209.009895 166.257823,208.890623 165.783384,208.764685 165.310757,208.632106 164.840036,208.492912 164.605420,208.420842 164.371314,208.347129 163.904682,208.194788 163.672179,208.116166 163.556136,208.076245 163.440233,208.035917 162.978057,207.870547 162.518246,207.698713 162.060891,207.520447 161.606080,207.335784 161.153904,207.144760 160.928831,207.046875 160.704451,206.947414 160.257810,206.743784 160.035572,206.639625 159.924728,206.586962 159.814069,206.533910 159.373315,206.317834 158.935635,206.095597 158.501114,205.867244 158.069839,205.632820 157.641894,205.392370 157.429196,205.269900 157.217363,205.145942 156.796330,204.893584 156.587151,204.765198 156.482900,204.700455 156.378877,204.635347 155.965088,204.371280 155.555042,204.101436 155.148821,203.825868 154.746505,203.544630 154.348172,203.257778 154.150524,203.112264 153.953902,202.965367 153.563771,202.667455 153.370282,202.516455 153.273936,202.440447 153.177857,202.364102 152.796235,202.055366 152.418981,201.741308 152.046168,201.421991 151.677870,201.097476 151.314159,200.767828 151.134047,200.601099 150.955108,200.433111 150.600786,200.093392 150.425420,199.921678 150.338190,199.835360 150.251263,199.748737 149.906608,199.399214 149.566889,199.044892 149.232172,198.685841 148.902524,198.322130 148.578009,197.953832 148.417697,197.767986 148.258692,197.581019 147.944634,197.203765 147.789597,197.013495 147.712580,196.917954 147.635898,196.822143 147.332545,196.436229 147.034633,196.046098 146.742222,195.651828 146.455370,195.253495 146.174132,194.851179 146.035635,194.648552 145.898564,194.444958 145.628720,194.034912 145.495961,193.828481 145.430125,193.724917 145.364653,193.621123 145.106416,193.203670 144.854058,192.782637 144.607630,192.358106 144.367180,191.930161 144.132756,191.498886 144.017817,191.282026 143.904403,191.064365 143.682166,190.626685 143.573355,190.406687 143.519529,190.296403 143.466090,190.185931 143.256216,189.742190 143.052586,189.295549 142.855240,188.846096 142.664216,188.393920 142.479553,187.939109 142.389618,187.710744 142.301287,187.481754 142.129453,187.021943 142.045958,186.791145 142.004818,186.675528 141.964083,186.559767 141.805212,186.095318 141.652871,185.628686 141.507088,185.159964 141.367894,184.689243 141.235315,184.216616 141.171514,183.979617 141.109377,183.742177 140.990105,183.266018 140.932976,183.027323 140.905040,182.907826 140.877523,182.788233 140.771653,182.308916 140.672515,181.828161 140.580130,181.346064 140.494514,180.862718 140.415686,180.378219 140.378822,180.135567 140.343661,179.892662 140.278452,179.406143 140.248408,179.162552 140.234027,179.040679 140.220073,178.918757 140.168535,178.430600 140.123848,177.941768 140.086021,177.452358 140.055061,176.962466 140.030976,176.472187 140.021512,176.226933 140.013768,175.981619 140.003442,175.490858 140.000861,175.245435 140.000215,175.122718 140.000000,175.000000 140.003442,174.509142 140.013768,174.018381 140.030976,173.527813 140.055061,173.037534 140.086021,172.547642 140.104076,172.302870 140.123848,172.058232 140.168535,171.569400 140.193448,171.325231 140.206546,171.203214 140.220073,171.081243 140.278452,170.593857 140.343661,170.107338 140.415686,169.621781 140.494514,169.137282 140.580130,168.653936 140.625477,168.412726 140.672515,168.171839 140.771653,167.691084 140.823748,167.451240 140.850425,167.331457 140.877523,167.211767 140.990105,166.733982 141.109377,166.257823 141.235315,165.783384 141.367894,165.310757 141.507088,164.840036 141.579158,164.605420 141.652871,164.371314 141.805212,163.904682 141.883834,163.672179 141.923755,163.556136 141.964083,163.440233 142.129453,162.978057 142.301287,162.518246 142.479553,162.060891 142.664216,161.606080 142.855240,161.153904 142.953125,160.928831 143.052586,160.704451 143.256216,160.257810 143.360375,160.035572 143.413038,159.924728 143.466090,159.814069 143.682166,159.373315 143.904403,158.935635 144.132756,158.501114 144.367180,158.069839 144.607630,157.641894 144.730100,157.429196 144.854058,157.217363 145.106416,156.796330 145.234802,156.587151 145.299545,156.482900 145.364653,156.378877 145.628720,155.965088 145.898564,155.555042 146.174132,155.148821 146.455370,154.746505 146.742222,154.348172 146.887736,154.150524 147.034633,153.953902 147.332545,153.563771 147.483545,153.370282 147.559553,153.273936 147.635898,153.177857 147.944634,152.796235 148.258692,152.418981 148.578009,152.046168 148.902524,151.677870 149.232172,151.314159 149.398901,151.134047 149.566889,150.955108 149.906608,150.600786 150.078322,150.425420 150.164640,150.338190 150.251263,150.251263 150.600786,149.906608 150.955108,149.566889 151.314159,149.232172 151.677870,148.902524 152.046168,148.578009 152.232014,148.417697 152.418981,148.258692 152.796235,147.944634 152.986505,147.789597 153.082046,147.712580 153.177857,147.635898 153.563771,147.332545 153.953902,147.034633 154.348172,146.742222 154.746505,146.455370 155.148821,146.174132 155.351448,146.035635 155.555042,145.898564 155.965088,145.628720 156.171519,145.495961 156.275083,145.430125 156.378877,145.364653 156.796330,145.106416 157.217363,144.854058 157.641894,144.607630 158.069839,144.367180 158.501114,144.132756 158.717974,144.017817 158.935635,143.904403 159.373315,143.682166 159.593313,143.573355 159.703597,143.519529 159.814069,143.466090 160.257810,143.256216 160.704451,143.052586 161.153904,142.855240 161.606080,142.664216 162.060891,142.479553 162.289256,142.389618 162.518246,142.301287 162.978057,142.129453 163.208855,142.045958 163.324472,142.004818 163.440233,141.964083 163.904682,141.805212 164.371314,141.652871 164.840036,141.507088 165.310757,141.367894 165.783384,141.235315 166.020383,141.171514 166.257823,141.109377 166.733982,140.990105 166.972677,140.932976 167.092174,140.905040 167.211767,140.877523 167.691084,140.771653 168.171839,140.672515 168.653936,140.580130 169.137282,140.494514 169.621781,140.415686 169.864433,140.378822 170.107338,140.343661 170.593857,140.278452 170.837448,140.248408 170.959321,140.234027 171.081243,140.220073 171.569400,140.168535 172.058232,140.123848 172.547642,140.086021 172.792534,140.069682 173.037534,140.055061 173.527813,140.030976 173.773067,140.021512 174.018381,140.013768 174.509142,140.003442 175.000000,140.000000" style="stroke: rgb(60.000000%, 54.701376%, 24.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="-15.000000,175.000000 365.000000,175.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="0.000000" y="177.666667" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-1.0</mtext></math></foreignObject>
<foreignObject x="87.500000" y="177.666667" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-0.5</mtext></math></foreignObject>
<foreignObject x="262.500000" y="177.666667" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.5</mn></math></foreignObject>
<foreignObject x="350.000000" y="177.666667" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1.0</mn></math></foreignObject>
<polyline points="0.000000,175.000000 0.000000,168.333333" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="87.500000,175.000000 87.500000,168.333333" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="262.500000,175.000000 262.500000,168.333333" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="350.000000,175.000000 350.000000,168.333333" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="17.500000,175.000000 17.500000,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="35.000000,175.000000 35.000000,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="52.500000,175.000000 52.500000,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="70.000000,175.000000 70.000000,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="105.000000,175.000000 105.000000,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="122.500000,175.000000 122.500000,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="140.000000,175.000000 140.000000,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="157.500000,175.000000 157.500000,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="192.500000,175.000000 192.500000,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="210.000000,175.000000 210.000000,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="227.500000,175.000000 227.500000,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="245.000000,175.000000 245.000000,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="280.000000,175.000000 280.000000,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="297.500000,175.000000 297.500000,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="315.000000,175.000000 315.000000,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="332.500000,175.000000 332.500000,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="175.000000,365.000000 175.000000,-15.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="172.333333" y="350.000000" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-1.0</mtext></math></foreignObject>
<foreignObject x="172.333333" y="262.500000" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-0.5</mtext></math></foreignObject>
<foreignObject x="172.333333" y="87.500000" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.5</mn></math></foreignObject>
<foreignObject x="172.333333" y="0.000000" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1.0</mn></math></foreignObject>
<polyline points="175.000000,350.000000 181.666667,350.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,262.500000 181.666667,262.500000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,87.500000 181.666667,87.500000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,0.000000 181.666667,0.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,332.500000 179.000000,332.500000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,315.000000 179.000000,315.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,297.500000 179.000000,297.500000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,280.000000 179.000000,280.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,245.000000 179.000000,245.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,227.500000 179.000000,227.500000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,210.000000 179.000000,210.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,192.500000 179.000000,192.500000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,157.500000 179.000000,157.500000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,140.000000 179.000000,140.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,122.500000 179.000000,122.500000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,105.000000 179.000000,105.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,70.000000 179.000000,70.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,52.500000 179.000000,52.500000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,35.000000 179.000000,35.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,17.500000 179.000000,17.500000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
            </svg>
        "/></mstyle></math>
p4083
sg15
I3
sass(g1709
g3876
VPieChart
p4084
I0
tp4085
(dp4086
g6
VPieChart[{1, 4, 2}]
p4087
sg8
(lp4088
(dp4089
g11
(lp4090
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="350px" height="350px" src="data:image/svg+xml;base64,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"/></mstyle></math>
p4091
sg15
I1
sass(g1709
g3876
g4084
I1
tp4092
(dp4093
g6
VPieChart[{8, 16, 2}, SectorOrigin -> {Automatic, 1.5}]
p4094
sg8
(lp4095
(dp4096
g11
(lp4097
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="350px" height="350px" src="data:image/svg+xml;base64,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"/></mstyle></math>
p4098
sg15
I2
sass(g1709
g3876
g4084
I2
tp4099
(dp4100
g6
VPieChart[{{10, 20, 30}, {15, 22, 30}}]
p4101
sg8
(lp4102
(dp4103
g11
(lp4104
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="350px" height="350px" src="data:image/svg+xml;base64,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"/></mstyle></math>
p4105
sg15
I3
sass(g1709
g3876
g4084
I3
tp4106
(dp4107
g6
VPieChart[{{10, 20, 30}, {15, 22, 30}}, SectorSpacing -> None]
p4108
sg8
(lp4109
(dp4110
g11
(lp4111
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="350px" height="350px" src="data:image/svg+xml;base64,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"/></mstyle></math>
p4112
sg15
I4
sass(g1709
g3876
g4084
I4
tp4113
(dp4114
g6
VPieChart[{{10, 20, 30}, {15, 22, 30}}, ChartLabels -> {a, b, c}]
p4115
sg8
(lp4116
(dp4117
g11
(lp4118
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="350px" height="350px" src="data:image/svg+xml;base64,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"/></mstyle></math>
p4119
sg15
I5
sass(g1709
g3876
g4084
I5
tp4120
(dp4121
g6
VPieChart[{1, -1, 3}]
p4122
sg8
(lp4123
(dp4124
g11
(lp4125
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="350px" height="350px" src="data:image/svg+xml;base64,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"/></mstyle></math>
p4126
sg15
I6
sass(g1709
g3876
VPlot
p4127
I0
tp4128
(dp4129
g6
VPlot[{Sin[x], Cos[x], x / 3}, {x, -Pi, Pi}]
p4130
sg8
(lp4131
(dp4132
g11
(lp4133
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="247px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-17.666667 -14.610939 435.333333 276.435473">
                <polyline points="0.000000,123.606798 7.142857,135.621176 14.285714,147.484467 21.428571,159.047482 28.571429,170.164810 32.142857,175.512384 35.714286,180.696643 39.285714,185.701278 41.071429,188.131291 42.857143,190.510539 46.428571,195.109297 48.214286,197.325188 50.000000,199.483082 51.785714,201.581280 53.571429,203.618132 54.464286,204.613050 55.357143,205.592035 56.250000,206.554893 57.142857,207.501436 58.928571,209.344834 60.714286,211.120777 61.607143,211.983015 62.500000,212.827869 63.392857,213.655174 63.839286,214.062194 64.285714,214.464767 66.071429,216.030182 66.964286,216.785697 67.857143,217.522883 68.750000,218.241597 69.196429,218.593982 69.642857,218.941697 70.535714,219.623044 70.982143,219.956644 71.205357,220.121668 71.428571,220.285506 72.321429,220.928951 73.214286,221.553253 74.107143,222.158289 75.000000,222.743941 75.892857,223.310092 76.339286,223.585821 76.785714,223.856633 77.678571,224.383454 78.125000,224.639438 78.348214,224.765568 78.571429,224.890454 79.464286,225.377531 79.910714,225.613568 80.357143,225.844590 80.803571,226.070584 81.250000,226.291539 81.696429,226.507445 82.142857,226.718291 82.589286,226.924066 83.035714,227.124760 83.482143,227.320365 83.705357,227.416255 83.928571,227.510869 84.375000,227.696263 84.821429,227.876540 85.267857,228.051688 85.491071,228.137337 85.714286,228.221701 86.607143,228.546285 87.053571,228.700840 87.500000,228.850227 87.946429,228.994439 88.169643,229.064602 88.392857,229.133469 88.839286,229.267309 89.062500,229.332281 89.285714,229.395954 89.732143,229.519396 89.955357,229.579165 90.178571,229.637630 90.401786,229.694792 90.625000,229.750650 90.848214,229.805203 91.071429,229.858451 91.517857,229.961027 91.741071,230.010353 91.964286,230.058372 92.187500,230.105082 92.410714,230.150483 92.633929,230.194574 92.857143,230.237355 93.750000,230.395364 94.196429,230.466493 94.642857,230.532368 95.089286,230.592984 95.312500,230.621320 95.535714,230.648340 95.982143,230.698431 96.205357,230.721503 96.428571,230.743257 96.875000,230.782814 97.098214,230.800616 97.321429,230.817101 97.544643,230.832267 97.767857,230.846116 97.991071,230.858645 98.214286,230.869857 98.660714,230.888324 98.883929,230.895579 99.107143,230.901515 99.330357,230.906132 99.553571,230.909430 99.776786,230.911408 100.000000,230.912068 100.892857,230.901515 101.339286,230.888324 101.785714,230.869857 102.232143,230.846116 102.455357,230.832267 102.678571,230.817101 103.125000,230.782814 103.348214,230.763694 103.571429,230.743257 104.017857,230.698431 104.241071,230.674044 104.464286,230.648340 104.687500,230.621320 104.910714,230.592984 105.133929,230.563333 105.357143,230.532368 105.803571,230.466493 106.026786,230.431585 106.250000,230.395364 106.473214,230.357830 106.696429,230.318983 106.919643,230.278825 107.142857,230.237355 108.035714,230.058372 108.482143,229.961027 108.928571,229.858451 109.375000,229.750650 109.598214,229.694792 109.821429,229.637630 110.267857,229.519396 110.491071,229.458326 110.714286,229.395954 111.160714,229.267309 111.607143,229.133469 112.053571,228.994439 112.276786,228.922981 112.500000,228.850227 112.946429,228.700840 113.392857,228.546285 113.839286,228.386569 114.062500,228.304778 114.285714,228.221701 115.178571,227.876540 115.625000,227.696263 116.071429,227.510869 116.517857,227.320365 116.741071,227.223199 116.964286,227.124760 117.410714,226.924066 117.633929,226.821813 117.857143,226.718291 118.303571,226.507445 118.750000,226.291539 119.196429,226.070584 119.642857,225.844590 120.535714,225.377531 120.982143,225.136488 121.205357,225.014094 121.428571,224.890454 122.321429,224.383454 122.767857,224.122515 123.214286,223.856633 123.660714,223.585821 124.107143,223.310092 125.000000,222.743941 125.892857,222.158289 126.339286,221.858187 126.785714,221.553253 127.678571,220.928951 128.125000,220.609613 128.571429,220.285506 129.464286,219.623044 130.357143,218.941697 130.803571,218.593982 131.250000,218.241597 132.142857,217.522883 133.035714,216.785697 133.928571,216.030182 134.821429,215.256488 135.714286,214.464767 136.607143,213.655174 137.500000,212.827869 138.392857,211.983015 139.285714,211.120777 141.071429,209.344834 141.964286,208.431477 142.857143,207.501436 144.642857,205.592035 146.428571,203.618132 148.214286,201.581280 150.000000,199.483082 153.571429,195.109297 155.357143,192.837152 157.142857,190.510539 160.714286,185.701278 164.285714,180.696643 171.428571,170.164810 178.571429,159.047482 185.714286,147.484467 192.857143,135.621176 200.000000,123.606798 207.142857,111.592419 214.285714,99.729129 221.428571,88.166114 228.571429,77.048786 232.142857,71.701212 235.714286,66.516952 239.285714,61.512318 241.071429,59.082305 242.857143,56.703056 246.428571,52.104298 248.214286,49.888407 250.000000,47.730514 251.785714,45.632316 253.571429,43.595464 254.464286,42.600545 255.357143,41.621561 256.250000,40.658702 257.142857,39.712159 258.928571,37.868762 260.714286,36.092818 261.607143,35.230581 262.500000,34.385726 263.392857,33.558421 263.839286,33.151401 264.285714,32.748829 266.071429,31.183413 266.964286,30.427899 267.857143,29.690712 268.750000,28.971998 269.196429,28.619613 269.642857,28.271899 270.535714,27.590551 270.982143,27.256952 271.205357,27.091928 271.428571,26.928090 272.321429,26.284645 273.214286,25.660343 274.107143,25.055307 275.000000,24.469655 275.892857,23.903503 276.339286,23.627775 276.785714,23.356963 277.678571,22.830141 278.125000,22.574157 278.348214,22.448028 278.571429,22.323142 279.464286,21.836065 279.910714,21.600027 280.357143,21.369006 280.803571,21.143012 281.250000,20.922057 281.696429,20.706151 282.142857,20.495305 282.589286,20.289530 283.035714,20.088835 283.482143,19.893231 283.705357,19.797341 283.928571,19.702727 284.375000,19.517332 284.821429,19.337056 285.267857,19.161907 285.491071,19.076259 285.714286,18.991895 286.607143,18.667311 287.053571,18.512756 287.500000,18.363368 287.946429,18.219156 288.169643,18.148993 288.392857,18.080127 288.839286,17.946286 289.062500,17.881314 289.285714,17.817642 289.732143,17.694199 289.955357,17.634431 290.178571,17.575965 290.401786,17.518803 290.625000,17.462945 290.848214,17.408392 291.071429,17.355145 291.517857,17.252569 291.741071,17.203242 291.964286,17.155223 292.187500,17.108513 292.410714,17.063112 292.633929,17.019021 292.857143,16.976241 293.750000,16.818232 294.196429,16.747102 294.642857,16.681228 295.089286,16.620611 295.312500,16.592276 295.535714,16.565256 295.982143,16.515164 296.205357,16.492093 296.428571,16.470339 296.875000,16.430781 297.098214,16.412979 297.321429,16.396495 297.544643,16.381328 297.767857,16.367480 297.991071,16.354950 298.214286,16.343739 298.660714,16.325272 298.883929,16.318017 299.107143,16.312081 299.330357,16.307464 299.553571,16.304166 299.776786,16.302187 300.000000,16.301528 300.892857,16.312081 301.339286,16.325272 301.785714,16.343739 302.232143,16.367480 302.455357,16.381328 302.678571,16.396495 303.125000,16.430781 303.348214,16.449901 303.571429,16.470339 304.017857,16.515164 304.241071,16.539552 304.464286,16.565256 304.687500,16.592276 304.910714,16.620611 305.133929,16.650262 305.357143,16.681228 305.803571,16.747102 306.026786,16.782010 306.250000,16.818232 306.473214,16.855766 306.696429,16.894612 306.919643,16.934771 307.142857,16.976241 308.035714,17.155223 308.482143,17.252569 308.928571,17.355145 309.375000,17.462945 309.598214,17.518803 309.821429,17.575965 310.267857,17.694199 310.491071,17.755270 310.714286,17.817642 311.160714,17.946286 311.607143,18.080127 312.053571,18.219156 312.276786,18.290615 312.500000,18.363368 312.946429,18.512756 313.392857,18.667311 313.839286,18.827027 314.062500,18.908817 314.285714,18.991895 315.178571,19.337056 315.625000,19.517332 316.071429,19.702727 316.517857,19.893231 316.741071,19.990396 316.964286,20.088835 317.410714,20.289530 317.633929,20.391783 317.857143,20.495305 318.303571,20.706151 318.750000,20.922057 319.196429,21.143012 319.642857,21.369006 320.535714,21.836065 320.982143,22.077107 321.205357,22.199501 321.428571,22.323142 322.321429,22.830141 322.767857,23.091081 323.214286,23.356963 323.660714,23.627775 324.107143,23.903503 325.000000,24.469655 325.892857,25.055307 326.339286,25.355409 326.785714,25.660343 327.678571,26.284645 328.125000,26.603982 328.571429,26.928090 329.464286,27.590551 330.357143,28.271899 330.803571,28.619613 331.250000,28.971998 332.142857,29.690712 333.035714,30.427899 333.928571,31.183413 334.821429,31.957108 335.714286,32.748829 336.607143,33.558421 337.500000,34.385726 338.392857,35.230581 339.285714,36.092818 341.071429,37.868762 341.964286,38.782118 342.857143,39.712159 344.642857,41.621561 346.428571,43.595464 348.214286,45.632316 350.000000,47.730514 353.571429,52.104298 355.357143,54.376444 357.142857,56.703056 360.714286,61.512318 364.285714,66.516952 371.428571,77.048786 378.571429,88.166114 385.714286,99.729129 392.857143,111.592419 400.000000,123.606798" style="stroke: rgb(24.720000%, 24.000000%, 60.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="0.000000,230.912068 0.892857,230.901515 1.785714,230.869857 2.678571,230.817101 3.125000,230.782814 3.571429,230.743257 4.464286,230.648340 4.910714,230.592984 5.357143,230.532368 5.803571,230.466493 6.026786,230.431585 6.250000,230.395364 6.696429,230.318983 6.919643,230.278825 7.142857,230.237355 8.035714,230.058372 8.482143,229.961027 8.928571,229.858451 9.375000,229.750650 9.598214,229.694792 9.821429,229.637630 10.267857,229.519396 10.491071,229.458326 10.714286,229.395954 11.160714,229.267309 11.607143,229.133469 12.053571,228.994439 12.276786,228.922981 12.500000,228.850227 12.946429,228.700840 13.392857,228.546285 13.839286,228.386569 14.062500,228.304778 14.285714,228.221701 15.178571,227.876540 15.625000,227.696263 16.071429,227.510869 16.517857,227.320365 16.741071,227.223199 16.964286,227.124760 17.410714,226.924066 17.633929,226.821813 17.857143,226.718291 18.303571,226.507445 18.750000,226.291539 19.196429,226.070584 19.642857,225.844590 20.535714,225.377531 20.982143,225.136488 21.205357,225.014094 21.428571,224.890454 22.321429,224.383454 22.767857,224.122515 23.214286,223.856633 23.660714,223.585821 24.107143,223.310092 25.000000,222.743941 25.892857,222.158289 26.339286,221.858187 26.785714,221.553253 27.678571,220.928951 28.125000,220.609613 28.571429,220.285506 29.464286,219.623044 30.357143,218.941697 30.803571,218.593982 31.250000,218.241597 32.142857,217.522883 33.035714,216.785697 33.928571,216.030182 34.821429,215.256488 35.714286,214.464767 36.607143,213.655174 37.500000,212.827869 38.392857,211.983015 39.285714,211.120777 41.071429,209.344834 41.964286,208.431477 42.857143,207.501436 44.642857,205.592035 46.428571,203.618132 48.214286,201.581280 50.000000,199.483082 53.571429,195.109297 55.357143,192.837152 57.142857,190.510539 60.714286,185.701278 64.285714,180.696643 71.428571,170.164810 78.571429,159.047482 85.714286,147.484467 92.857143,135.621176 100.000000,123.606798 107.142857,111.592419 114.285714,99.729129 121.428571,88.166114 128.571429,77.048786 132.142857,71.701212 135.714286,66.516952 139.285714,61.512318 141.071429,59.082305 142.857143,56.703056 146.428571,52.104298 148.214286,49.888407 150.000000,47.730514 151.785714,45.632316 153.571429,43.595464 154.464286,42.600545 155.357143,41.621561 156.250000,40.658702 157.142857,39.712159 158.928571,37.868762 160.714286,36.092818 161.607143,35.230581 162.500000,34.385726 163.392857,33.558421 163.839286,33.151401 164.285714,32.748829 166.071429,31.183413 166.964286,30.427899 167.857143,29.690712 168.750000,28.971998 169.196429,28.619613 169.642857,28.271899 170.535714,27.590551 170.982143,27.256952 171.205357,27.091928 171.428571,26.928090 172.321429,26.284645 173.214286,25.660343 174.107143,25.055307 175.000000,24.469655 175.892857,23.903503 176.339286,23.627775 176.785714,23.356963 177.678571,22.830141 178.125000,22.574157 178.348214,22.448028 178.571429,22.323142 179.464286,21.836065 179.910714,21.600027 180.357143,21.369006 180.803571,21.143012 181.250000,20.922057 181.696429,20.706151 182.142857,20.495305 182.589286,20.289530 183.035714,20.088835 183.482143,19.893231 183.705357,19.797341 183.928571,19.702727 184.375000,19.517332 184.821429,19.337056 185.267857,19.161907 185.491071,19.076259 185.714286,18.991895 186.607143,18.667311 187.053571,18.512756 187.500000,18.363368 187.946429,18.219156 188.169643,18.148993 188.392857,18.080127 188.839286,17.946286 189.062500,17.881314 189.285714,17.817642 189.732143,17.694199 189.955357,17.634431 190.178571,17.575965 190.401786,17.518803 190.625000,17.462945 190.848214,17.408392 191.071429,17.355145 191.517857,17.252569 191.741071,17.203242 191.964286,17.155223 192.187500,17.108513 192.410714,17.063112 192.633929,17.019021 192.857143,16.976241 193.750000,16.818232 194.196429,16.747102 194.642857,16.681228 195.089286,16.620611 195.312500,16.592276 195.535714,16.565256 195.982143,16.515164 196.205357,16.492093 196.428571,16.470339 196.875000,16.430781 197.098214,16.412979 197.321429,16.396495 197.544643,16.381328 197.767857,16.367480 197.991071,16.354950 198.214286,16.343739 198.660714,16.325272 198.883929,16.318017 199.107143,16.312081 199.330357,16.307464 199.553571,16.304166 199.776786,16.302187 200.000000,16.301528 200.892857,16.312081 201.339286,16.325272 201.785714,16.343739 202.232143,16.367480 202.455357,16.381328 202.678571,16.396495 203.125000,16.430781 203.348214,16.449901 203.571429,16.470339 204.017857,16.515164 204.241071,16.539552 204.464286,16.565256 204.687500,16.592276 204.910714,16.620611 205.133929,16.650262 205.357143,16.681228 205.803571,16.747102 206.026786,16.782010 206.250000,16.818232 206.473214,16.855766 206.696429,16.894612 206.919643,16.934771 207.142857,16.976241 208.035714,17.155223 208.482143,17.252569 208.928571,17.355145 209.375000,17.462945 209.598214,17.518803 209.821429,17.575965 210.267857,17.694199 210.491071,17.755270 210.714286,17.817642 211.160714,17.946286 211.607143,18.080127 212.053571,18.219156 212.276786,18.290615 212.500000,18.363368 212.946429,18.512756 213.392857,18.667311 213.839286,18.827027 214.062500,18.908817 214.285714,18.991895 215.178571,19.337056 215.625000,19.517332 216.071429,19.702727 216.517857,19.893231 216.741071,19.990396 216.964286,20.088835 217.410714,20.289530 217.633929,20.391783 217.857143,20.495305 218.303571,20.706151 218.750000,20.922057 219.196429,21.143012 219.642857,21.369006 220.535714,21.836065 220.982143,22.077107 221.205357,22.199501 221.428571,22.323142 222.321429,22.830141 222.767857,23.091081 223.214286,23.356963 223.660714,23.627775 224.107143,23.903503 225.000000,24.469655 225.892857,25.055307 226.339286,25.355409 226.785714,25.660343 227.678571,26.284645 228.125000,26.603982 228.571429,26.928090 229.464286,27.590551 230.357143,28.271899 230.803571,28.619613 231.250000,28.971998 232.142857,29.690712 233.035714,30.427899 233.928571,31.183413 234.821429,31.957108 235.714286,32.748829 236.607143,33.558421 237.500000,34.385726 238.392857,35.230581 239.285714,36.092818 241.071429,37.868762 241.964286,38.782118 242.857143,39.712159 244.642857,41.621561 246.428571,43.595464 248.214286,45.632316 250.000000,47.730514 253.571429,52.104298 255.357143,54.376444 257.142857,56.703056 260.714286,61.512318 264.285714,66.516952 271.428571,77.048786 278.571429,88.166114 285.714286,99.729129 292.857143,111.592419 300.000000,123.606798 307.142857,135.621176 314.285714,147.484467 321.428571,159.047482 328.571429,170.164810 332.142857,175.512384 335.714286,180.696643 339.285714,185.701278 341.071429,188.131291 342.857143,190.510539 346.428571,195.109297 348.214286,197.325188 350.000000,199.483082 351.785714,201.581280 353.571429,203.618132 354.464286,204.613050 355.357143,205.592035 356.250000,206.554893 357.142857,207.501436 358.928571,209.344834 360.714286,211.120777 361.607143,211.983015 362.500000,212.827869 363.392857,213.655174 363.839286,214.062194 364.285714,214.464767 366.071429,216.030182 366.964286,216.785697 367.857143,217.522883 368.750000,218.241597 369.196429,218.593982 369.642857,218.941697 370.535714,219.623044 370.982143,219.956644 371.205357,220.121668 371.428571,220.285506 372.321429,220.928951 373.214286,221.553253 374.107143,222.158289 375.000000,222.743941 375.892857,223.310092 376.339286,223.585821 376.785714,223.856633 377.678571,224.383454 378.125000,224.639438 378.348214,224.765568 378.571429,224.890454 379.464286,225.377531 379.910714,225.613568 380.357143,225.844590 380.803571,226.070584 381.250000,226.291539 381.696429,226.507445 382.142857,226.718291 382.589286,226.924066 383.035714,227.124760 383.482143,227.320365 383.705357,227.416255 383.928571,227.510869 384.375000,227.696263 384.821429,227.876540 385.267857,228.051688 385.491071,228.137337 385.714286,228.221701 386.607143,228.546285 387.053571,228.700840 387.500000,228.850227 387.946429,228.994439 388.169643,229.064602 388.392857,229.133469 388.839286,229.267309 389.062500,229.332281 389.285714,229.395954 389.732143,229.519396 389.955357,229.579165 390.178571,229.637630 390.401786,229.694792 390.625000,229.750650 390.848214,229.805203 391.071429,229.858451 391.517857,229.961027 391.741071,230.010353 391.964286,230.058372 392.187500,230.105082 392.410714,230.150483 392.633929,230.194574 392.857143,230.237355 393.750000,230.395364 394.196429,230.466493 394.642857,230.532368 395.089286,230.592984 395.312500,230.621320 395.535714,230.648340 395.982143,230.698431 396.205357,230.721503 396.428571,230.743257 397.321429,230.817101 397.767857,230.846116 398.214286,230.869857 399.107143,230.901515 400.000000,230.912068" style="stroke: rgb(60.000000%, 24.000000%, 44.289312%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="0.000000,235.976614 7.142857,231.963406 14.285714,227.950198 21.428571,223.936991 28.571429,219.923783 35.714286,215.910575 42.857143,211.897368 50.000000,207.884160 57.142857,203.870952 64.285714,199.857744 71.428571,195.844537 78.571429,191.831329 85.714286,187.818121 92.857143,183.804914 100.000000,179.791706 107.142857,175.778498 114.285714,171.765290 121.428571,167.752083 128.571429,163.738875 135.714286,159.725667 142.857143,155.712460 150.000000,151.699252 157.142857,147.686044 164.285714,143.672836 171.428571,139.659629 178.571429,135.646421 185.714286,131.633213 192.857143,127.620005 200.000000,123.606798 207.142857,119.593590 214.285714,115.580382 221.428571,111.567175 228.571429,107.553967 235.714286,103.540759 242.857143,99.527551 250.000000,95.514344 257.142857,91.501136 264.285714,87.487928 271.428571,83.474721 278.571429,79.461513 285.714286,75.448305 292.857143,71.435097 300.000000,67.421890 307.142857,63.408682 314.285714,59.395474 321.428571,55.382267 328.571429,51.369059 335.714286,47.355851 342.857143,43.342643 350.000000,39.329436 357.142857,35.316228 364.285714,31.303020 371.428571,27.289812 378.571429,23.276605 385.714286,19.263397 392.857143,15.250189 400.000000,11.236982" style="stroke: rgb(60.000000%, 54.701376%, 24.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="-16.000000,123.606798 416.000000,123.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="9.014068" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-3</mtext></math></foreignObject>
<foreignObject x="72.676046" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-2</mtext></math></foreignObject>
<foreignObject x="136.338023" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-1</mtext></math></foreignObject>
<foreignObject x="263.661977" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1</mn></math></foreignObject>
<foreignObject x="327.323954" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>2</mn></math></foreignObject>
<foreignObject x="390.985932" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>3</mn></math></foreignObject>
<polyline points="9.014068,123.606798 9.014068,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="72.676046,123.606798 72.676046,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="136.338023,123.606798 136.338023,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="263.661977,123.606798 263.661977,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="327.323954,123.606798 327.323954,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="390.985932,123.606798 390.985932,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="-3.718327,123.606798 -3.718327,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="21.746464,123.606798 21.746464,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="34.478859,123.606798 34.478859,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="47.211255,123.606798 47.211255,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="59.943650,123.606798 59.943650,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="85.408441,123.606798 85.408441,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="98.140836,123.606798 98.140836,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="110.873232,123.606798 110.873232,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="123.605627,123.606798 123.605627,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="149.070418,123.606798 149.070418,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="161.802814,123.606798 161.802814,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="174.535209,123.606798 174.535209,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="187.267605,123.606798 187.267605,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="212.732395,123.606798 212.732395,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="225.464791,123.606798 225.464791,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="238.197186,123.606798 238.197186,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="250.929582,123.606798 250.929582,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="276.394373,123.606798 276.394373,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="289.126768,123.606798 289.126768,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="301.859164,123.606798 301.859164,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="314.591559,123.606798 314.591559,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="340.056350,123.606798 340.056350,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="352.788745,123.606798 352.788745,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="365.521141,123.606798 365.521141,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="378.253536,123.606798 378.253536,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="403.718327,123.606798 403.718327,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="200.000000,260.157867 200.000000,-12.944272" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="197.333333" y="230.912068" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-1.0</mtext></math></foreignObject>
<foreignObject x="197.333333" y="177.259433" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-0.5</mtext></math></foreignObject>
<foreignObject x="197.333333" y="69.954163" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.5</mn></math></foreignObject>
<foreignObject x="197.333333" y="16.301528" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1.0</mn></math></foreignObject>
<polyline points="200.000000,230.912068 206.666667,230.912068" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,177.259433 206.666667,177.259433" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,69.954163 206.666667,69.954163" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,16.301528 206.666667,16.301528" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,241.642595 204.000000,241.642595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,220.181541 204.000000,220.181541" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,209.451014 204.000000,209.451014" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,198.720487 204.000000,198.720487" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,187.989960 204.000000,187.989960" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,166.528906 204.000000,166.528906" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,155.798379 204.000000,155.798379" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,145.067852 204.000000,145.067852" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,134.337325 204.000000,134.337325" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,112.876271 204.000000,112.876271" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,102.145744 204.000000,102.145744" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,91.415217 204.000000,91.415217" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,80.684690 204.000000,80.684690" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,59.223636 204.000000,59.223636" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,48.493109 204.000000,48.493109" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,37.762582 204.000000,37.762582" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,27.032055 204.000000,27.032055" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,5.571001 204.000000,5.571001" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
            </svg>
        "/></mstyle></math>
p4134
sg15
I1
sass(g1709
g3876
g4127
I1
tp4135
(dp4136
g6
VPlot[Sin[x], {x, 0, 4 Pi}, PlotRange->{{0, 4 Pi}, {0, 1.5}}]
p4137
sg8
(lp4138
(dp4139
g11
(lp4140
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="247px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-24.666667 -14.610939 442.333333 290.491201">
                <polyline points="0.000000,247.213595 7.142857,210.540129 10.714286,192.780613 14.285714,175.705623 17.857143,159.529887 19.642857,151.843321 21.428571,144.456825 25.000000,130.675989 26.785714,124.325008 27.678571,121.293311 28.571429,118.360681 30.357143,112.801772 31.250000,110.179867 32.142857,107.665773 33.035714,105.261468 33.482143,104.101080 33.928571,102.968843 34.821429,100.789702 35.267857,99.743228 35.491071,99.230855 35.714286,98.725760 36.607143,96.778640 37.053571,95.849371 37.500000,94.949875 37.946429,94.080328 38.169643,93.656840 38.392857,93.240902 38.839286,92.431762 39.062500,92.038600 39.285714,91.653068 39.732143,90.904971 39.955357,90.542443 40.178571,90.187620 40.401786,89.840518 40.625000,89.501155 40.848214,89.169547 41.071429,88.845711 41.517857,88.221418 41.741071,87.920992 41.964286,87.628399 42.187500,87.343653 42.299107,87.204227 42.410714,87.066769 42.633929,86.797760 42.745536,86.666213 42.857143,86.536639 43.750000,85.571292 44.196429,85.136264 44.642857,84.733116 45.089286,84.361928 45.312500,84.188341 45.535714,84.022771 45.982143,83.715714 46.205357,83.574242 46.428571,83.440817 46.875000,83.198133 47.098214,83.088886 47.321429,82.987710 47.544643,82.894609 47.656250,82.851089 47.767857,82.809589 47.991071,82.732654 48.102679,82.697219 48.214286,82.663807 48.660714,82.550391 48.883929,82.505827 49.107143,82.469363 49.330357,82.441001 49.441964,82.429858 49.553571,82.420741 49.776786,82.408584 49.888393,82.405545 50.000000,82.404532 50.892857,82.469363 51.339286,82.550391 51.785714,82.663807 52.232143,82.809589 52.455357,82.894609 52.678571,82.987710 53.125000,83.198133 53.348214,83.315445 53.571429,83.440817 54.017857,83.715714 54.241071,83.865227 54.464286,84.022771 54.687500,84.188341 54.799107,84.274133 54.910714,84.361928 55.133929,84.543522 55.245536,84.637320 55.357143,84.733116 55.803571,85.136264 56.026786,85.349798 56.250000,85.571292 56.473214,85.800734 56.584821,85.918433 56.696429,86.038114 56.919643,86.283420 57.031250,86.409041 57.142857,86.536639 58.035714,87.628399 58.482143,88.221418 58.928571,88.845711 59.375000,89.501155 59.598214,89.840518 59.821429,90.187620 60.267857,90.904971 60.491071,91.275185 60.714286,91.653068 61.160714,92.431762 61.607143,93.240902 62.053571,94.080328 62.276786,94.511347 62.500000,94.949875 62.946429,95.849371 63.392857,96.778640 63.839286,97.737499 64.062500,98.227967 64.285714,98.725760 65.178571,100.789702 66.071429,102.968843 66.964286,105.261468 67.857143,107.665773 68.750000,110.179867 69.642857,112.801772 70.535714,115.529426 71.428571,118.360681 73.214286,124.325008 75.000000,130.675989 76.785714,137.393640 78.571429,144.456825 82.142857,159.529887 85.714286,175.705623 92.857143,210.540129 100.000000,247.213595 107.142857,283.887062 110.714286,301.646578 114.285714,318.721568 117.857143,334.897304 119.642857,342.583870 121.428571,349.970366 125.000000,363.751202 126.785714,370.102183 127.678571,373.133880 128.571429,376.066510 130.357143,381.625419 131.250000,384.247324 132.142857,386.761418 133.035714,389.165723 133.482143,390.326111 133.928571,391.458348 134.821429,393.637489 135.267857,394.683963 135.491071,395.196336 135.714286,395.701431 136.607143,397.648551 137.053571,398.577820 137.500000,399.477316 137.946429,400.346863 138.169643,400.770351 138.392857,401.186289 138.839286,401.995429 139.062500,402.388591 139.285714,402.774123 139.732143,403.522220 139.955357,403.884748 140.178571,404.239571 140.401786,404.586673 140.625000,404.926036 140.848214,405.257644 141.071429,405.581480 141.517857,406.205773 141.741071,406.506199 141.964286,406.798792 142.187500,407.083538 142.299107,407.222964 142.410714,407.360422 142.633929,407.629431 142.745536,407.760978 142.857143,407.890552 143.750000,408.855899 144.196429,409.290927 144.642857,409.694075 145.089286,410.065263 145.312500,410.238850 145.535714,410.404420 145.982143,410.711477 146.205357,410.852949 146.428571,410.986374 146.875000,411.229058 147.098214,411.338305 147.321429,411.439481 147.544643,411.532582 147.656250,411.576102 147.767857,411.617602 147.991071,411.694537 148.102679,411.729972 148.214286,411.763384 148.660714,411.876800 148.883929,411.921364 149.107143,411.957828 149.330357,411.986190 149.441964,411.997333 149.553571,412.006450 149.776786,412.018607 149.888393,412.021646 150.000000,412.022659 150.892857,411.957828 151.339286,411.876800 151.785714,411.763384 152.232143,411.617602 152.455357,411.532582 152.678571,411.439481 153.125000,411.229058 153.348214,411.111746 153.571429,410.986374 154.017857,410.711477 154.241071,410.561964 154.464286,410.404420 154.687500,410.238850 154.799107,410.153058 154.910714,410.065263 155.133929,409.883669 155.245536,409.789871 155.357143,409.694075 155.803571,409.290927 156.026786,409.077393 156.250000,408.855899 156.473214,408.626457 156.584821,408.508758 156.696429,408.389077 156.919643,408.143771 157.031250,408.018150 157.142857,407.890552 158.035714,406.798792 158.482143,406.205773 158.928571,405.581480 159.375000,404.926036 159.598214,404.586673 159.821429,404.239571 160.267857,403.522220 160.491071,403.152006 160.714286,402.774123 161.160714,401.995429 161.607143,401.186289 162.053571,400.346863 162.276786,399.915844 162.500000,399.477316 162.946429,398.577820 163.392857,397.648551 163.839286,396.689692 164.062500,396.199224 164.285714,395.701431 165.178571,393.637489 166.071429,391.458348 166.964286,389.165723 167.857143,386.761418 168.750000,384.247324 169.642857,381.625419 170.535714,378.897765 171.428571,376.066510 173.214286,370.102183 175.000000,363.751202 176.785714,357.033551 178.571429,349.970366 182.142857,334.897304 185.714286,318.721568 192.857143,283.887062 200.000000,247.213595 207.142857,210.540129 210.714286,192.780613 214.285714,175.705623 217.857143,159.529887 219.642857,151.843321 221.428571,144.456825 225.000000,130.675989 226.785714,124.325008 227.678571,121.293311 228.571429,118.360681 230.357143,112.801772 231.250000,110.179867 232.142857,107.665773 233.035714,105.261468 233.482143,104.101080 233.928571,102.968843 234.821429,100.789702 235.267857,99.743228 235.491071,99.230855 235.714286,98.725760 236.607143,96.778640 237.053571,95.849371 237.500000,94.949875 237.946429,94.080328 238.169643,93.656840 238.392857,93.240902 238.839286,92.431762 239.062500,92.038600 239.285714,91.653068 239.732143,90.904971 239.955357,90.542443 240.178571,90.187620 240.401786,89.840518 240.625000,89.501155 240.848214,89.169547 241.071429,88.845711 241.517857,88.221418 241.741071,87.920992 241.964286,87.628399 242.187500,87.343653 242.299107,87.204227 242.410714,87.066769 242.633929,86.797760 242.745536,86.666213 242.857143,86.536639 243.750000,85.571292 244.196429,85.136264 244.642857,84.733116 245.089286,84.361928 245.312500,84.188341 245.535714,84.022771 245.982143,83.715714 246.205357,83.574242 246.428571,83.440817 246.875000,83.198133 247.098214,83.088886 247.321429,82.987710 247.544643,82.894609 247.656250,82.851089 247.767857,82.809589 247.991071,82.732654 248.102679,82.697219 248.214286,82.663807 248.660714,82.550391 248.883929,82.505827 249.107143,82.469363 249.330357,82.441001 249.441964,82.429858 249.553571,82.420741 249.776786,82.408584 249.888393,82.405545 250.000000,82.404532 250.892857,82.469363 251.339286,82.550391 251.785714,82.663807 252.232143,82.809589 252.455357,82.894609 252.678571,82.987710 253.125000,83.198133 253.348214,83.315445 253.571429,83.440817 254.017857,83.715714 254.241071,83.865227 254.464286,84.022771 254.687500,84.188341 254.799107,84.274133 254.910714,84.361928 255.133929,84.543522 255.245536,84.637320 255.357143,84.733116 255.803571,85.136264 256.026786,85.349798 256.250000,85.571292 256.473214,85.800734 256.584821,85.918433 256.696429,86.038114 256.919643,86.283420 257.031250,86.409041 257.142857,86.536639 258.035714,87.628399 258.482143,88.221418 258.928571,88.845711 259.375000,89.501155 259.598214,89.840518 259.821429,90.187620 260.267857,90.904971 260.491071,91.275185 260.714286,91.653068 261.160714,92.431762 261.607143,93.240902 262.053571,94.080328 262.276786,94.511347 262.500000,94.949875 262.946429,95.849371 263.392857,96.778640 263.839286,97.737499 264.062500,98.227967 264.285714,98.725760 265.178571,100.789702 266.071429,102.968843 266.964286,105.261468 267.857143,107.665773 268.750000,110.179867 269.642857,112.801772 270.535714,115.529426 271.428571,118.360681 273.214286,124.325008 275.000000,130.675989 276.785714,137.393640 278.571429,144.456825 282.142857,159.529887 285.714286,175.705623 292.857143,210.540129 300.000000,247.213595 307.142857,283.887062 310.714286,301.646578 314.285714,318.721568 317.857143,334.897304 319.642857,342.583870 321.428571,349.970366 325.000000,363.751202 326.785714,370.102183 327.678571,373.133880 328.571429,376.066510 330.357143,381.625419 331.250000,384.247324 332.142857,386.761418 333.035714,389.165723 333.482143,390.326111 333.928571,391.458348 334.821429,393.637489 335.267857,394.683963 335.491071,395.196336 335.714286,395.701431 336.607143,397.648551 337.053571,398.577820 337.500000,399.477316 337.946429,400.346863 338.169643,400.770351 338.392857,401.186289 338.839286,401.995429 339.062500,402.388591 339.285714,402.774123 339.732143,403.522220 339.955357,403.884748 340.178571,404.239571 340.401786,404.586673 340.625000,404.926036 340.848214,405.257644 341.071429,405.581480 341.517857,406.205773 341.741071,406.506199 341.964286,406.798792 342.187500,407.083538 342.299107,407.222964 342.410714,407.360422 342.633929,407.629431 342.745536,407.760978 342.857143,407.890552 343.750000,408.855899 344.196429,409.290927 344.642857,409.694075 345.089286,410.065263 345.312500,410.238850 345.535714,410.404420 345.982143,410.711477 346.205357,410.852949 346.428571,410.986374 346.875000,411.229058 347.098214,411.338305 347.321429,411.439481 347.544643,411.532582 347.656250,411.576102 347.767857,411.617602 347.991071,411.694537 348.102679,411.729972 348.214286,411.763384 348.660714,411.876800 348.883929,411.921364 349.107143,411.957828 349.330357,411.986190 349.441964,411.997333 349.553571,412.006450 349.776786,412.018607 349.888393,412.021646 350.000000,412.022659 350.892857,411.957828 351.339286,411.876800 351.785714,411.763384 352.232143,411.617602 352.455357,411.532582 352.678571,411.439481 353.125000,411.229058 353.348214,411.111746 353.571429,410.986374 354.017857,410.711477 354.241071,410.561964 354.464286,410.404420 354.687500,410.238850 354.799107,410.153058 354.910714,410.065263 355.133929,409.883669 355.245536,409.789871 355.357143,409.694075 355.803571,409.290927 356.026786,409.077393 356.250000,408.855899 356.473214,408.626457 356.584821,408.508758 356.696429,408.389077 356.919643,408.143771 357.031250,408.018150 357.142857,407.890552 358.035714,406.798792 358.482143,406.205773 358.928571,405.581480 359.375000,404.926036 359.598214,404.586673 359.821429,404.239571 360.267857,403.522220 360.491071,403.152006 360.714286,402.774123 361.160714,401.995429 361.607143,401.186289 362.053571,400.346863 362.276786,399.915844 362.500000,399.477316 362.946429,398.577820 363.392857,397.648551 363.839286,396.689692 364.062500,396.199224 364.285714,395.701431 365.178571,393.637489 366.071429,391.458348 366.964286,389.165723 367.857143,386.761418 368.750000,384.247324 369.642857,381.625419 370.535714,378.897765 371.428571,376.066510 373.214286,370.102183 375.000000,363.751202 376.785714,357.033551 378.571429,349.970366 382.142857,334.897304 385.714286,318.721568 392.857143,283.887062 400.000000,247.213595" style="stroke: rgb(24.720000%, 24.000000%, 60.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="-16.000000,247.213595 416.000000,247.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="63.661977" y="249.880262" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>2</mn></math></foreignObject>
<foreignObject x="127.323954" y="249.880262" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>4</mn></math></foreignObject>
<foreignObject x="190.985932" y="249.880262" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>6</mn></math></foreignObject>
<foreignObject x="254.647909" y="249.880262" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>8</mn></math></foreignObject>
<foreignObject x="318.309886" y="249.880262" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>10</mn></math></foreignObject>
<foreignObject x="381.971863" y="249.880262" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>12</mn></math></foreignObject>
<polyline points="63.661977,247.213595 63.661977,240.546929" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="127.323954,247.213595 127.323954,240.546929" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="190.985932,247.213595 190.985932,240.546929" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="254.647909,247.213595 254.647909,240.546929" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="318.309886,247.213595 318.309886,240.546929" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="381.971863,247.213595 381.971863,240.546929" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="15.915494,247.213595 15.915494,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="31.830989,247.213595 31.830989,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="47.746483,247.213595 47.746483,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="79.577472,247.213595 79.577472,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="95.492966,247.213595 95.492966,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="111.408460,247.213595 111.408460,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="143.239449,247.213595 143.239449,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="159.154943,247.213595 159.154943,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.070437,247.213595 175.070437,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="206.901426,247.213595 206.901426,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="222.816920,247.213595 222.816920,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="238.732415,247.213595 238.732415,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="270.563403,247.213595 270.563403,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="286.478898,247.213595 286.478898,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="302.394392,247.213595 302.394392,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="334.225380,247.213595 334.225380,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="350.140875,247.213595 350.140875,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="366.056369,247.213595 366.056369,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="397.887358,247.213595 397.887358,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="0.000000,260.157867 0.000000,-12.944272" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="-2.666667" y="164.809064" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.5</mn></math></foreignObject>
<foreignObject x="-2.666667" y="82.404532" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1.0</mn></math></foreignObject>
<foreignObject x="-2.666667" y="0.000000" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1.5</mn></math></foreignObject>
<polyline points="0.000000,164.809064 6.666667,164.809064" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,82.404532 6.666667,82.404532" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,0.000000 6.666667,0.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,230.732689 4.000000,230.732689" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,214.251783 4.000000,214.251783" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,197.770876 4.000000,197.770876" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,181.289970 4.000000,181.289970" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,148.328157 4.000000,148.328157" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,131.847251 4.000000,131.847251" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,115.366345 4.000000,115.366345" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,98.885438 4.000000,98.885438" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,65.923625 4.000000,65.923625" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,49.442719 4.000000,49.442719" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,32.961813 4.000000,32.961813" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,16.480906 4.000000,16.480906" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
            </svg>
        "/></mstyle></math>
p4141
sg15
I2
sass(g1709
g3876
g4127
I2
tp4142
(dp4143
g6
VPlot[Tan[x], {x, -6, 6}, Mesh->Full]
p4144
sg8
(lp4145
(dp4146
g11
(lp4147
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="247px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-17.666667 -14.610939 435.333333 276.435473">
                <polyline points="0.000000,121.287860 1.785714,120.817024 2.678571,120.575090 3.571429,120.328172 4.464286,120.075750 5.357143,119.817263 6.250000,119.552104 6.696429,119.416819 7.142857,119.279615 8.035714,118.999080 8.928571,118.709717 9.821429,118.410665 10.714286,118.100979 11.607143,117.779611 12.053571,117.614188 12.500000,117.445398 13.392857,117.097046 13.839286,116.917121 14.062500,116.825637 14.285714,116.733104 15.178571,116.351942 15.625000,116.154338 16.071429,115.951721 16.517857,115.743822 16.741071,115.637802 16.964286,115.530354 17.410714,115.311010 17.633929,115.199034 17.857143,115.085464 18.303571,114.853362 18.750000,114.614329 19.196429,114.367960 19.419643,114.241889 19.642857,114.113818 20.089286,113.851435 20.535714,113.580304 20.982143,113.299878 21.205357,113.155996 21.428571,113.009564 22.321429,112.396652 22.767857,112.072596 23.214286,111.735727 23.660714,111.385142 23.883929,111.204400 24.107143,111.019851 24.553571,110.638770 24.776786,110.441941 25.000000,110.240707 25.446429,109.824347 25.669643,109.608858 25.892857,109.388239 26.116071,109.162284 26.339286,108.930777 26.562500,108.693487 26.785714,108.450174 27.232143,107.944446 27.455357,107.681475 27.678571,107.411370 27.901786,107.133812 28.125000,106.848461 28.348214,106.554958 28.571429,106.252921 29.464286,104.950913 29.910714,104.236807 30.357143,103.474638 30.803571,102.659082 31.026786,102.229402 31.250000,101.784002 31.696429,100.842282 31.919643,100.343894 32.142857,99.825631 32.589286,98.724322 33.035714,97.526875 33.482143,96.219635 33.705357,95.519853 33.928571,94.786239 34.375000,93.206902 34.821429,91.457479 35.267857,89.508193 35.491071,88.447338 35.714286,87.321886 36.607143,82.037034 37.053571,78.799634 37.500000,75.034893 37.946429,70.600809 38.392857,65.299370 38.839286,58.845926 39.285714,50.815977 40.178571,26.946203 41.071429,-19.908212 42.857143,-4077.656466 44.642857,277.678224 45.535714,224.961475 46.428571,199.041822 47.321429,183.609974 47.767857,178.015946 48.214286,173.359340 48.660714,169.421436 49.107143,166.046643 49.553571,163.121256 50.000000,160.560250 50.892857,156.286497 51.339286,154.483770 51.785714,152.858925 52.232143,151.386369 52.455357,150.700512 52.678571,150.045191 53.125000,148.818138 53.348214,148.242824 53.571429,147.690849 54.017857,146.651276 54.241071,146.161136 54.464286,145.689231 54.687500,145.234521 54.910714,144.796044 55.133929,144.372910 55.357143,143.964291 55.803571,143.187574 56.026786,142.818093 56.250000,142.460353 56.473214,142.113771 56.696429,141.777806 56.919643,141.451946 57.142857,141.135715 58.035714,139.958523 58.482143,139.417263 58.928571,138.904024 59.375000,138.416516 59.598214,138.181762 59.821429,137.952689 60.267857,137.510703 60.491071,137.297377 60.714286,137.088903 61.160714,136.685796 61.383929,136.490825 61.607143,136.300031 61.830357,136.113264 62.053571,135.930382 62.276786,135.751250 62.500000,135.575736 62.946429,135.235078 63.169643,135.069701 63.392857,134.907480 63.616071,134.748311 63.839286,134.592095 64.062500,134.438737 64.285714,134.288145 65.178571,133.711753 65.625000,133.438046 66.071429,133.173238 66.517857,132.916811 66.741071,132.791590 66.964286,132.668286 67.410714,132.427217 67.633929,132.309349 67.857143,132.193192 68.303571,131.965826 68.750000,131.744760 69.196429,131.529660 69.419643,131.424248 69.642857,131.320213 70.089286,131.116128 70.535714,130.917130 70.982143,130.722963 71.205357,130.627615 71.428571,130.533386 72.321429,130.167109 72.767857,129.989995 73.214286,129.816641 73.660714,129.646868 74.107143,129.480508 75.000000,129.157394 75.892857,128.846119 76.339286,128.694586 76.785714,128.545621 77.678571,128.254940 78.125000,128.113005 78.571429,127.973204 80.357143,127.433465 81.250000,127.174071 82.142857,126.920825 83.035714,126.673161 83.928571,126.430551 85.714286,125.958561 89.285714,125.055505 92.857143,124.187089 96.428571,123.332169 100.000000,122.470889 103.571429,121.582787 105.357143,121.121637 106.250000,120.885400 107.142857,120.644800 108.928571,120.148569 109.821429,119.891877 110.714286,119.628691 111.607143,119.358370 112.053571,119.220318 112.500000,119.080214 113.392857,118.793461 113.839286,118.646603 114.062500,118.572254 114.285714,118.497274 115.178571,118.190733 115.625000,118.033266 116.071429,117.872821 116.517857,117.709253 116.964286,117.542410 117.410714,117.372130 117.857143,117.198244 118.303571,117.020571 118.750000,116.838921 119.196429,116.653090 119.419643,116.558540 119.642857,116.462864 120.089286,116.268014 120.535714,116.068298 120.982143,115.863455 121.205357,115.759026 121.428571,115.653210 122.321429,115.215312 122.767857,114.987006 123.214286,114.751988 123.660714,114.509868 123.883929,114.386016 124.107143,114.260229 124.553571,114.002622 124.776786,113.870680 125.000000,113.736561 125.446429,113.461523 125.892857,113.176943 126.116071,113.030885 126.339286,112.882207 126.562500,112.730825 126.674107,112.654093 126.785714,112.576651 127.232143,112.259551 127.455357,112.096429 127.678571,111.930120 127.901786,111.760515 128.125000,111.587499 128.348214,111.410953 128.571429,111.230750 129.464286,110.470651 129.910714,110.064930 130.357143,109.640309 130.803571,109.195273 131.026786,108.964582 131.250000,108.728143 131.696429,108.237049 131.919643,107.981874 132.142857,107.719909 132.589286,107.174393 132.812500,106.890190 133.035714,106.597888 133.258929,106.297109 133.482143,105.987450 133.705357,105.668484 133.928571,105.339754 134.375000,104.651025 134.598214,104.289953 134.821429,103.916966 135.044643,103.531427 135.267857,103.132656 135.491071,102.719924 135.714286,102.292443 136.607143,100.417112 137.053571,99.365533 137.500000,98.224623 137.946429,96.982027 138.169643,96.318100 138.392857,95.623007 138.839286,94.129835 139.062500,93.326393 139.285714,92.480994 139.732143,90.650109 140.178571,88.604491 140.625000,86.303135 140.848214,85.040793 141.071429,83.693887 141.517857,80.709382 141.964286,77.261061 142.410714,73.230126 142.633929,70.947468 142.857143,68.453429 143.750000,55.635690 144.642857,35.224007 146.428571,-95.538704 148.214286,586.187174 149.107143,304.552755 150.000000,235.976614 150.892857,205.008853 151.785714,187.349693 152.232143,181.084869 152.678571,175.923873 153.125000,171.597168 153.571429,167.916361 154.017857,164.745808 154.464286,161.985359 154.910714,159.559462 155.133929,158.453282 155.357143,157.410044 155.803571,155.491739 156.250000,153.768586 156.696429,152.211715 156.919643,151.488133 157.142857,150.797682 158.035714,148.324481 158.482143,147.236070 158.928571,146.230810 159.375000,145.299202 159.598214,144.858437 159.821429,144.433138 160.267857,143.625656 160.491071,143.241972 160.714286,142.870744 161.160714,142.163185 161.383929,141.825717 161.607143,141.498427 161.830357,141.180834 162.053571,140.872484 162.276786,140.572954 162.500000,140.281845 162.946429,139.723412 163.169643,139.455401 163.392857,139.194435 163.616071,138.940218 163.839286,138.692469 164.062500,138.450922 164.285714,138.215328 165.178571,137.327899 165.625000,136.914269 166.071429,136.518737 166.517857,136.140009 166.741071,135.956574 166.964286,135.776908 167.410714,135.428364 167.633929,135.259242 167.857143,135.093401 168.303571,134.771127 168.526786,134.614490 168.750000,134.460724 168.973214,134.309739 169.196429,134.161445 169.419643,134.015758 169.642857,133.872599 170.089286,133.593551 170.535714,133.323717 170.982143,133.062555 171.205357,132.935068 171.428571,132.809565 172.321429,132.326275 172.767857,132.095143 173.214286,131.870514 173.660714,131.652039 173.883929,131.545008 174.107143,131.439395 174.553571,131.232276 174.776786,131.130699 175.000000,131.030399 175.446429,130.833498 175.892857,130.641323 176.339286,130.453640 176.785714,130.270227 177.678571,129.915393 178.125000,129.743592 178.348214,129.659018 178.571429,129.575300 179.464286,129.248587 180.357143,128.934038 181.250000,128.630559 182.142857,128.337161 183.035714,128.052950 183.928571,127.777111 184.821429,127.508901 185.714286,127.247636 187.500000,126.743485 189.285714,126.260177 191.071429,125.793824 192.857143,125.340999 196.428571,124.463868 200.000000,123.606798 203.571429,122.749728 205.357143,122.314974 207.142857,121.872596 208.928571,121.419771 210.714286,120.953419 212.500000,120.470110 213.392857,120.220904 214.285714,119.965959 216.071429,119.436484 216.964286,119.160645 217.857143,118.876434 218.750000,118.583037 219.196429,118.432617 219.642857,118.279557 220.535714,117.965009 220.982143,117.803246 221.205357,117.721179 221.428571,117.638296 222.321429,117.298202 222.767857,117.122719 223.214286,116.943369 223.660714,116.759956 224.107143,116.572272 224.553571,116.380097 225.000000,116.183196 225.446429,115.981320 225.892857,115.774201 226.339286,115.561556 226.562500,115.453067 226.785714,115.343081 227.232143,115.118452 227.678571,114.887321 228.125000,114.649314 228.348214,114.527608 228.571429,114.404031 229.464286,113.889879 229.910714,113.620044 230.357143,113.340997 230.803571,113.052151 231.026786,112.903857 231.250000,112.752871 231.696429,112.442469 231.919643,112.282865 232.142857,112.120195 232.589286,111.785232 232.812500,111.612716 233.035714,111.436687 233.258929,111.257021 233.482143,111.073586 233.705357,110.886246 233.928571,110.694858 234.375000,110.299327 234.598214,110.094860 234.821429,109.885697 235.044643,109.671654 235.267857,109.452538 235.491071,109.228147 235.714286,108.998267 236.607143,108.019160 237.053571,107.490183 237.500000,106.931750 237.946429,106.341112 238.169643,106.032762 238.392857,105.715168 238.839286,105.050411 239.062500,104.702251 239.285714,104.342851 239.732143,103.587940 239.955357,103.191125 240.178571,102.780457 240.401786,102.355159 240.625000,101.914393 240.848214,101.457259 241.071429,100.982785 241.517857,99.977526 241.741071,99.444370 241.964286,98.889115 242.187500,98.310303 242.410714,97.706347 242.633929,97.075516 242.857143,96.415913 243.750000,93.445009 244.196429,91.721856 244.642857,89.803551 245.089286,87.654134 245.312500,86.479030 245.535714,85.228236 245.982143,82.467788 246.428571,79.297235 247.321429,71.289722 247.767857,66.128727 248.214286,59.863903 249.107143,42.204743 249.553571,29.178370 250.000000,11.236982 251.785714,-338.973579 253.571429,342.752300 254.464286,249.661215 255.357143,211.989589 256.250000,191.577906 256.696429,184.512959 256.919643,181.496632 257.142857,178.760167 258.035714,169.952535 258.482143,166.504214 258.928571,163.519708 259.375000,160.910460 259.598214,159.724857 259.821429,158.609104 260.267857,156.563487 260.491071,155.623414 260.714286,154.732601 261.160714,153.083760 261.607143,151.590588 262.053571,150.231569 262.276786,149.596701 262.500000,148.988973 262.946429,147.848062 263.169643,147.311799 263.392857,146.796483 263.616071,146.300868 263.839286,145.823803 264.062500,145.364226 264.285714,144.921152 265.178571,143.296630 265.625000,142.562570 266.071429,141.873842 266.517857,141.226145 266.741071,140.916486 266.964286,140.615707 267.410714,140.039202 267.633929,139.762741 267.857143,139.493687 268.303571,138.976547 268.526786,138.727880 268.750000,138.485453 268.973214,138.249014 269.196429,138.018322 269.419643,137.793151 269.642857,137.573286 270.089286,137.148665 270.312500,136.943531 270.535714,136.742944 270.758929,136.546737 270.982143,136.354751 271.205357,136.166836 271.428571,135.982845 272.321429,135.283476 272.767857,134.954045 273.214286,134.636945 273.660714,134.331388 273.883929,134.182711 274.107143,134.036652 274.553571,133.752072 274.776786,133.613397 275.000000,133.477035 275.446429,133.210974 275.892857,132.953367 276.339286,132.703728 276.562500,132.581755 276.785714,132.461608 277.232143,132.226589 277.678571,131.998283 278.125000,131.776328 278.348214,131.667625 278.571429,131.560386 279.464286,131.145298 279.910714,130.945581 280.357143,130.750731 280.803571,130.560505 281.250000,130.374675 281.696429,130.193024 282.142857,130.015351 282.589286,129.841465 283.035714,129.671186 283.482143,129.504343 283.928571,129.340775 284.821429,129.022862 285.267857,128.868236 285.491071,128.791948 285.714286,128.716321 286.607143,128.420134 287.500000,128.133381 288.392857,127.855226 289.285714,127.584904 290.178571,127.321719 291.071429,127.065027 291.964286,126.814235 292.857143,126.568795 294.642857,126.091959 296.428571,125.630808 300.000000,124.742707 307.142857,123.026507 310.714286,122.158090 312.500000,121.712319 314.285714,121.255035 316.071429,120.783045 316.964286,120.540435 317.857143,120.292770 318.750000,120.039525 319.642857,119.780130 320.535714,119.513974 320.982143,119.378155 321.428571,119.240391 322.321429,118.958655 323.214286,118.667974 324.107143,118.367476 325.000000,118.056201 325.892857,117.733088 326.339286,117.566727 326.785714,117.396955 327.678571,117.046487 328.125000,116.865423 328.348214,116.773348 328.571429,116.680210 329.464286,116.296466 329.910714,116.097468 330.357143,115.893383 330.803571,115.683936 331.026786,115.577112 331.250000,115.468836 331.696429,115.247770 331.919643,115.134896 332.142857,115.020403 332.589286,114.786378 333.035714,114.545309 333.482143,114.296784 333.705357,114.169587 333.928571,114.040357 334.375000,113.775549 334.821429,113.501843 335.267857,113.218678 335.491071,113.073362 335.714286,112.925450 336.607143,112.306116 337.053571,111.978518 337.500000,111.637859 337.946429,111.283213 338.169643,111.100331 338.392857,110.913564 338.839286,110.527799 339.062500,110.328495 339.285714,110.124692 339.732143,109.702893 339.955357,109.484522 340.178571,109.260907 340.401786,109.031833 340.625000,108.797079 340.848214,108.556408 341.071429,108.309571 341.517857,107.796333 341.741071,107.529359 341.964286,107.255072 342.187500,106.973142 342.410714,106.683219 342.633929,106.384930 342.857143,106.077881 343.750000,104.753243 344.196429,104.026022 344.642857,103.249305 345.089286,102.417551 345.312500,101.979075 345.535714,101.524365 345.982143,100.562319 346.205357,100.052821 346.428571,99.522746 346.875000,98.395458 347.321429,97.168405 347.767857,95.827226 347.991071,95.108581 348.214286,94.354670 348.660714,92.729826 349.107143,90.927099 349.553571,88.914823 349.776786,87.818091 350.000000,86.653345 350.892857,81.166953 351.339286,77.792160 351.785714,73.854255 352.232143,69.197649 352.678571,63.603621 353.125000,56.754690 353.571429,48.171773 354.464286,22.252120 355.357143,-30.464628 357.142857,4324.870062 358.928571,267.121807 359.821429,220.267393 360.714286,196.397619 361.607143,181.914225 362.053571,176.612787 362.500000,172.178703 362.946429,168.413962 363.392857,165.176561 363.839286,162.362010 364.285714,159.891709 365.178571,155.756116 365.625000,154.006694 366.071429,152.427357 366.517857,150.993960 366.741071,150.325665 366.964286,149.686721 367.410714,148.489273 367.633929,147.927365 367.857143,147.387965 368.303571,146.371313 368.526786,145.891636 368.750000,145.429594 368.973214,144.984193 369.196429,144.554513 369.419643,144.139699 369.642857,143.738958 370.089286,142.976789 370.312500,142.614033 370.535714,142.262683 370.758929,141.922180 370.982143,141.591999 371.205357,141.271651 371.428571,140.960674 372.321429,139.802225 372.767857,139.269150 373.214286,138.763421 373.660714,138.282819 373.883929,138.051311 374.107143,137.825356 374.553571,137.389249 374.776786,137.178694 375.000000,136.972889 375.446429,136.574825 375.669643,136.382239 375.892857,136.193744 376.116071,136.009195 376.339286,135.828453 376.562500,135.651386 376.785714,135.477868 377.232143,135.140999 377.455357,134.977423 377.678571,134.816944 377.901786,134.659460 378.125000,134.504874 378.348214,134.353094 378.571429,134.204031 379.464286,133.633291 379.910714,133.362160 380.357143,133.099777 380.803571,132.845636 381.026786,132.721507 381.250000,132.599266 381.696429,132.360233 381.919643,132.243340 382.142857,132.128132 382.589286,131.902585 383.035714,131.683242 383.482143,131.469774 383.705357,131.365147 383.928571,131.261875 384.375000,131.059257 384.821429,130.861653 385.267857,130.668810 385.491071,130.574100 385.714286,130.480491 386.607143,130.116549 387.053571,129.940519 387.500000,129.768197 387.946429,129.599408 388.392857,129.433985 389.285714,129.112617 390.178571,128.802930 390.625000,128.652137 391.071429,128.503879 391.964286,128.214515 392.410714,128.073195 392.857143,127.933981 394.642857,127.396333 395.535714,127.137845 396.428571,126.885423 398.214286,126.396571 400.000000,125.925735" style="stroke: rgb(24.720000%, 24.000000%, 60.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<circle cx="0.000000" cy="121.287860" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="7.142857" cy="119.279615" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="14.285714" cy="116.733104" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="21.428571" cy="113.009564" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="28.571429" cy="106.252921" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="35.714286" cy="87.321886" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="42.857143" cy="-4077.656466" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="50.000000" cy="160.560250" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="57.142857" cy="141.135715" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="64.285714" cy="134.288145" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="71.428571" cy="130.533386" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="78.571429" cy="127.973204" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="85.714286" cy="125.958561" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="92.857143" cy="124.187089" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="100.000000" cy="122.470889" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="107.142857" cy="120.644800" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="114.285714" cy="118.497274" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="121.428571" cy="115.653210" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="128.571429" cy="111.230750" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="135.714286" cy="102.292443" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="142.857143" cy="68.453429" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="150.000000" cy="235.976614" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="157.142857" cy="150.797682" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="164.285714" cy="138.215328" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="171.428571" cy="132.809565" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="178.571429" cy="129.575300" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="185.714286" cy="127.247636" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="192.857143" cy="125.340999" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="200.000000" cy="123.606798" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="207.142857" cy="121.872596" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="214.285714" cy="119.965959" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="221.428571" cy="117.638296" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="228.571429" cy="114.404031" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="235.714286" cy="108.998267" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="242.857143" cy="96.415913" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="250.000000" cy="11.236982" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="257.142857" cy="178.760167" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="264.285714" cy="144.921152" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="271.428571" cy="135.982845" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="278.571429" cy="131.560386" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="285.714286" cy="128.716321" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="292.857143" cy="126.568795" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="300.000000" cy="124.742707" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="307.142857" cy="123.026507" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="314.285714" cy="121.255035" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="321.428571" cy="119.240391" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="328.571429" cy="116.680210" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="335.714286" cy="112.925450" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="342.857143" cy="106.077881" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="350.000000" cy="86.653345" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="357.142857" cy="4324.870062" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="364.285714" cy="159.891709" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="371.428571" cy="140.960674" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="378.571429" cy="134.204031" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="385.714286" cy="130.480491" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="392.857143" cy="127.933981" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="400.000000" cy="125.925735" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" />
<polyline points="-16.000000,123.606798 416.000000,123.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="0.000000" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-6</mtext></math></foreignObject>
<foreignObject x="66.666667" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-4</mtext></math></foreignObject>
<foreignObject x="133.333333" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-2</mtext></math></foreignObject>
<foreignObject x="266.666667" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>2</mn></math></foreignObject>
<foreignObject x="333.333333" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>4</mn></math></foreignObject>
<foreignObject x="400.000000" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>6</mn></math></foreignObject>
<polyline points="0.000000,123.606798 0.000000,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="66.666667,123.606798 66.666667,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="133.333333,123.606798 133.333333,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="266.666667,123.606798 266.666667,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="333.333333,123.606798 333.333333,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="400.000000,123.606798 400.000000,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="16.666667,123.606798 16.666667,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="33.333333,123.606798 33.333333,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="50.000000,123.606798 50.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="83.333333,123.606798 83.333333,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="100.000000,123.606798 100.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="116.666667,123.606798 116.666667,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="150.000000,123.606798 150.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="166.666667,123.606798 166.666667,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="183.333333,123.606798 183.333333,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="216.666667,123.606798 216.666667,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="233.333333,123.606798 233.333333,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="250.000000,123.606798 250.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="283.333333,123.606798 283.333333,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="300.000000,123.606798 300.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="316.666667,123.606798 316.666667,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="350.000000,123.606798 350.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="366.666667,123.606798 366.666667,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="383.333333,123.606798 383.333333,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="200.000000,260.157867 200.000000,-12.944272" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="197.333333" y="243.137118" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-15</mtext></math></foreignObject>
<foreignObject x="197.333333" y="203.293678" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-10</mtext></math></foreignObject>
<foreignObject x="197.333333" y="163.450238" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-5</mtext></math></foreignObject>
<foreignObject x="197.333333" y="83.763358" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>5</mn></math></foreignObject>
<foreignObject x="197.333333" y="43.919918" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>10</mn></math></foreignObject>
<foreignObject x="197.333333" y="4.076478" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>15</mn></math></foreignObject>
<polyline points="200.000000,243.137118 206.666667,243.137118" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,203.293678 206.666667,203.293678" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,163.450238 206.666667,163.450238" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,83.763358 206.666667,83.763358" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,43.919918 206.666667,43.919918" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,4.076478 206.666667,4.076478" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,251.105806 204.000000,251.105806" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,235.168430 204.000000,235.168430" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,227.199742 204.000000,227.199742" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,219.231054 204.000000,219.231054" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,211.262366 204.000000,211.262366" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,195.324990 204.000000,195.324990" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,187.356302 204.000000,187.356302" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,179.387614 204.000000,179.387614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,171.418926 204.000000,171.418926" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,155.481550 204.000000,155.481550" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,147.512862 204.000000,147.512862" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,139.544174 204.000000,139.544174" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,131.575486 204.000000,131.575486" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,115.638110 204.000000,115.638110" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,107.669422 204.000000,107.669422" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,99.700734 204.000000,99.700734" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,91.732046 204.000000,91.732046" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,75.794670 204.000000,75.794670" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,67.825982 204.000000,67.825982" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,59.857294 204.000000,59.857294" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,51.888606 204.000000,51.888606" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,35.951230 204.000000,35.951230" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,27.982542 204.000000,27.982542" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,20.013854 204.000000,20.013854" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,12.045166 204.000000,12.045166" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,-3.892211 204.000000,-3.892211" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
            </svg>
        "/></mstyle></math>
p4148
sg15
I3
sass(g1709
g3876
g4127
I3
tp4149
(dp4150
g6
VPlot[x^2, {x, -1, 1}, MaxRecursion->5, Mesh->All]
p4151
sg8
(lp4152
(dp4153
g11
(lp4154
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="247px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-17.666667 -14.610939 435.333333 279.254219">
                <polyline points="0.000000,-5.718683 7.142857,11.236982 14.285714,27.576077 21.428571,43.298603 28.571429,58.404559 35.714286,72.893945 42.857143,86.766762 50.000000,100.023009 57.142857,112.662687 64.285714,124.685795 67.857143,130.466135 71.428571,136.092333 75.000000,141.564388 78.571429,146.882302 82.142857,152.046072 85.714286,157.055700 89.285714,161.911186 91.071429,164.281126 92.857143,166.612530 96.428571,171.159731 98.214286,173.375528 100.000000,175.552790 103.571429,179.791706 105.357143,181.853361 107.142857,183.876480 110.714286,187.807111 112.500000,189.714623 114.285714,191.583600 117.857143,195.205947 119.642857,196.959317 121.428571,198.674151 125.000000,201.988213 126.785714,203.587440 128.571429,205.148132 130.357143,206.670288 132.142857,208.153909 133.035714,208.881269 133.928571,209.598994 134.821429,210.307086 135.714286,211.005544 137.500000,212.373558 139.285714,213.703036 141.071429,214.993978 141.964286,215.624999 142.857143,216.246386 144.642857,217.460257 146.428571,218.635593 148.214286,219.772393 149.107143,220.326342 150.000000,220.870658 151.785714,221.930387 152.678571,222.445801 153.571429,222.951580 154.464286,223.447726 155.357143,223.934238 156.250000,224.411116 157.142857,224.878360 158.928571,225.783947 159.821429,226.222290 160.714286,226.650998 161.607143,227.070073 162.053571,227.275997 162.500000,227.479514 163.392857,227.879320 163.839286,228.075611 164.285714,228.269493 165.178571,228.650033 166.071429,229.020938 166.517857,229.202778 166.964286,229.382209 167.857143,229.733846 168.750000,230.075850 169.196429,230.243239 169.642857,230.408219 170.535714,230.730955 170.982143,230.888710 171.205357,230.966685 171.428571,231.044057 172.321429,231.347525 173.214286,231.641359 174.107143,231.925559 175.000000,232.200125 175.892857,232.465057 176.339286,232.593911 176.785714,232.720355 177.678571,232.966020 178.125000,233.085239 178.348214,233.143946 178.571429,233.202051 179.464286,233.428447 180.357143,233.645210 181.250000,233.852339 182.142857,234.049834 183.035714,234.237695 183.482143,234.328013 183.928571,234.415922 184.821429,234.584515 185.267857,234.665199 185.491071,234.704638 185.714286,234.743475 186.607143,234.892800 187.053571,234.963850 187.500000,235.032492 187.946429,235.098725 188.392857,235.162549 188.839286,235.223965 189.285714,235.282973 189.732143,235.339572 190.178571,235.393763 190.625000,235.445545 191.071429,235.494919 191.964286,235.586441 192.410714,235.628589 192.633929,235.648760 192.857143,235.668329 193.750000,235.740583 194.196429,235.773098 194.642857,235.803204 195.089286,235.830901 195.535714,235.856190 195.982143,235.879071 196.428571,235.899543 196.875000,235.917606 197.321429,235.933261 197.767857,235.946508 198.214286,235.957346 199.107143,235.971797 199.553571,235.975410 199.776786,235.976313 200.000000,235.976614 200.892857,235.971797 201.339286,235.965776 201.785714,235.957346 202.232143,235.946508 202.678571,235.933261 203.125000,235.917606 203.571429,235.899543 204.017857,235.879071 204.464286,235.856190 204.910714,235.830901 205.357143,235.803204 206.250000,235.740583 206.696429,235.705660 206.919643,235.687296 207.142857,235.668329 208.035714,235.586441 208.482143,235.541884 208.928571,235.494919 209.375000,235.445545 209.821429,235.393763 210.267857,235.339572 210.714286,235.282973 211.160714,235.223965 211.607143,235.162549 212.053571,235.098725 212.500000,235.032492 213.392857,234.892800 213.839286,234.819342 214.062500,234.781709 214.285714,234.743475 215.178571,234.584515 216.071429,234.415922 216.964286,234.237695 217.857143,234.049834 218.750000,233.852339 219.196429,233.749979 219.642857,233.645210 220.535714,233.428447 220.982143,233.316453 221.205357,233.259553 221.428571,233.202051 222.321429,232.966020 223.214286,232.720355 224.107143,232.465057 225.000000,232.200125 225.892857,231.925559 226.339286,231.784663 226.785714,231.641359 227.678571,231.347525 228.125000,231.196995 228.571429,231.044057 229.464286,230.730955 230.357143,230.408219 230.803571,230.243239 231.250000,230.075850 232.142857,229.733846 233.035714,229.382209 233.482143,229.202778 233.928571,229.020938 234.821429,228.650033 235.267857,228.460967 235.714286,228.269493 236.607143,227.879320 237.500000,227.479514 237.946429,227.275997 238.392857,227.070073 239.285714,226.650998 240.178571,226.222290 241.071429,225.783947 241.964286,225.335971 242.857143,224.878360 244.642857,223.934238 245.535714,223.447726 246.428571,222.951580 247.321429,222.445801 248.214286,221.930387 249.107143,221.405339 250.000000,220.870658 251.785714,219.772393 253.571429,218.635593 255.357143,217.460257 256.250000,216.858138 257.142857,216.246386 258.928571,214.993978 260.714286,213.703036 262.500000,212.373558 263.392857,211.694368 264.285714,211.005544 266.071429,209.598994 267.857143,208.153909 269.642857,206.670288 271.428571,205.148132 275.000000,201.988213 276.785714,200.350450 278.571429,198.674151 282.142857,195.205947 283.928571,193.414041 285.714286,191.583600 289.285714,187.807111 291.071429,185.861063 292.857143,183.876480 296.428571,179.791706 298.214286,177.691515 300.000000,175.552790 303.571429,171.159731 305.357143,168.905398 307.142857,166.612530 310.714286,161.911186 314.285714,157.055700 317.857143,152.046072 321.428571,146.882302 325.000000,141.564388 328.571429,136.092333 335.714286,124.685795 342.857143,112.662687 350.000000,100.023009 357.142857,86.766762 364.285714,72.893945 371.428571,58.404559 378.571429,43.298603 385.714286,27.576077 392.857143,11.236982 400.000000,-5.718683" style="stroke: rgb(24.720000%, 24.000000%, 60.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<circle cx="0.000000" cy="-5.718683" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="7.142857" cy="11.236982" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="14.285714" cy="27.576077" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="21.428571" cy="43.298603" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="28.571429" cy="58.404559" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="35.714286" cy="72.893945" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="42.857143" cy="86.766762" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="50.000000" cy="100.023009" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="57.142857" cy="112.662687" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="64.285714" cy="124.685795" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="67.857143" cy="130.466135" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="71.428571" cy="136.092333" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="75.000000" cy="141.564388" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="78.571429" cy="146.882302" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="82.142857" cy="152.046072" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="85.714286" cy="157.055700" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="89.285714" cy="161.911186" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="91.071429" cy="164.281126" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="92.857143" cy="166.612530" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="96.428571" cy="171.159731" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="98.214286" cy="173.375528" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="100.000000" cy="175.552790" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="103.571429" cy="179.791706" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="105.357143" cy="181.853361" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="107.142857" cy="183.876480" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="110.714286" cy="187.807111" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="112.500000" cy="189.714623" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="114.285714" cy="191.583600" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="117.857143" cy="195.205947" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="119.642857" cy="196.959317" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="121.428571" cy="198.674151" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="125.000000" cy="201.988213" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="126.785714" cy="203.587440" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="128.571429" cy="205.148132" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="130.357143" cy="206.670288" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="132.142857" cy="208.153909" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="133.035714" cy="208.881269" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="133.928571" cy="209.598994" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="134.821429" cy="210.307086" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="135.714286" cy="211.005544" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="137.500000" cy="212.373558" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="139.285714" cy="213.703036" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="141.071429" cy="214.993978" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="141.964286" cy="215.624999" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="142.857143" cy="216.246386" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="144.642857" cy="217.460257" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="146.428571" cy="218.635593" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="148.214286" cy="219.772393" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="149.107143" cy="220.326342" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="150.000000" cy="220.870658" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="151.785714" cy="221.930387" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="152.678571" cy="222.445801" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="153.571429" cy="222.951580" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="154.464286" cy="223.447726" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="155.357143" cy="223.934238" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="156.250000" cy="224.411116" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="157.142857" cy="224.878360" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="158.928571" cy="225.783947" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="159.821429" cy="226.222290" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="160.714286" cy="226.650998" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="161.607143" cy="227.070073" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="162.053571" cy="227.275997" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="162.500000" cy="227.479514" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="163.392857" cy="227.879320" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="163.839286" cy="228.075611" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="164.285714" cy="228.269493" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="165.178571" cy="228.650033" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="166.071429" cy="229.020938" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="166.517857" cy="229.202778" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="166.964286" cy="229.382209" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="167.857143" cy="229.733846" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="168.750000" cy="230.075850" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="169.196429" cy="230.243239" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="169.642857" cy="230.408219" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="170.535714" cy="230.730955" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="170.982143" cy="230.888710" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="171.205357" cy="230.966685" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="171.428571" cy="231.044057" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="172.321429" cy="231.347525" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="173.214286" cy="231.641359" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="174.107143" cy="231.925559" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="175.000000" cy="232.200125" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="175.892857" cy="232.465057" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="176.339286" cy="232.593911" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="176.785714" cy="232.720355" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="177.678571" cy="232.966020" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="178.125000" cy="233.085239" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="178.348214" cy="233.143946" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="178.571429" cy="233.202051" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="179.464286" cy="233.428447" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="180.357143" cy="233.645210" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="181.250000" cy="233.852339" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="182.142857" cy="234.049834" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="183.035714" cy="234.237695" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="183.482143" cy="234.328013" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="183.928571" cy="234.415922" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="184.821429" cy="234.584515" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="185.267857" cy="234.665199" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="185.491071" cy="234.704638" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="185.714286" cy="234.743475" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="186.607143" cy="234.892800" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="187.053571" cy="234.963850" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="187.500000" cy="235.032492" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="187.946429" cy="235.098725" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="188.392857" cy="235.162549" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="188.839286" cy="235.223965" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="189.285714" cy="235.282973" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="189.732143" cy="235.339572" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="190.178571" cy="235.393763" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="190.625000" cy="235.445545" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="191.071429" cy="235.494919" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="191.964286" cy="235.586441" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="192.410714" cy="235.628589" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="192.633929" cy="235.648760" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="192.857143" cy="235.668329" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="193.750000" cy="235.740583" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="194.196429" cy="235.773098" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="194.642857" cy="235.803204" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="195.089286" cy="235.830901" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="195.535714" cy="235.856190" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="195.982143" cy="235.879071" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="196.428571" cy="235.899543" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="196.875000" cy="235.917606" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="197.321429" cy="235.933261" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="197.767857" cy="235.946508" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="198.214286" cy="235.957346" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="199.107143" cy="235.971797" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="199.553571" cy="235.975410" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="199.776786" cy="235.976313" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="200.000000" cy="235.976614" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="200.892857" cy="235.971797" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="201.339286" cy="235.965776" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="201.785714" cy="235.957346" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="202.232143" cy="235.946508" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="202.678571" cy="235.933261" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="203.125000" cy="235.917606" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="203.571429" cy="235.899543" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="204.017857" cy="235.879071" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="204.464286" cy="235.856190" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="204.910714" cy="235.830901" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="205.357143" cy="235.803204" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="206.250000" cy="235.740583" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="206.696429" cy="235.705660" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="206.919643" cy="235.687296" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="207.142857" cy="235.668329" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="208.035714" cy="235.586441" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="208.482143" cy="235.541884" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="208.928571" cy="235.494919" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="209.375000" cy="235.445545" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="209.821429" cy="235.393763" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="210.267857" cy="235.339572" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="210.714286" cy="235.282973" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="211.160714" cy="235.223965" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="211.607143" cy="235.162549" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="212.053571" cy="235.098725" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="212.500000" cy="235.032492" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="213.392857" cy="234.892800" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="213.839286" cy="234.819342" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="214.062500" cy="234.781709" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="214.285714" cy="234.743475" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="215.178571" cy="234.584515" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="216.071429" cy="234.415922" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="216.964286" cy="234.237695" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="217.857143" cy="234.049834" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="218.750000" cy="233.852339" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="219.196429" cy="233.749979" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="219.642857" cy="233.645210" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="220.535714" cy="233.428447" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="220.982143" cy="233.316453" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="221.205357" cy="233.259553" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="221.428571" cy="233.202051" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="222.321429" cy="232.966020" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="223.214286" cy="232.720355" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="224.107143" cy="232.465057" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="225.000000" cy="232.200125" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="225.892857" cy="231.925559" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="226.339286" cy="231.784663" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="226.785714" cy="231.641359" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="227.678571" cy="231.347525" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="228.125000" cy="231.196995" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="228.571429" cy="231.044057" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="229.464286" cy="230.730955" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="230.357143" cy="230.408219" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="230.803571" cy="230.243239" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="231.250000" cy="230.075850" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="232.142857" cy="229.733846" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="233.035714" cy="229.382209" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="233.482143" cy="229.202778" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="233.928571" cy="229.020938" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="234.821429" cy="228.650033" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="235.267857" cy="228.460967" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="235.714286" cy="228.269493" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="236.607143" cy="227.879320" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="237.500000" cy="227.479514" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="237.946429" cy="227.275997" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="238.392857" cy="227.070073" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="239.285714" cy="226.650998" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="240.178571" cy="226.222290" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="241.071429" cy="225.783947" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="241.964286" cy="225.335971" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="242.857143" cy="224.878360" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="244.642857" cy="223.934238" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="245.535714" cy="223.447726" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="246.428571" cy="222.951580" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="247.321429" cy="222.445801" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="248.214286" cy="221.930387" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="249.107143" cy="221.405339" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="250.000000" cy="220.870658" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="251.785714" cy="219.772393" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="253.571429" cy="218.635593" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="255.357143" cy="217.460257" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="256.250000" cy="216.858138" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="257.142857" cy="216.246386" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="258.928571" cy="214.993978" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="260.714286" cy="213.703036" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="262.500000" cy="212.373558" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="263.392857" cy="211.694368" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="264.285714" cy="211.005544" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="266.071429" cy="209.598994" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="267.857143" cy="208.153909" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="269.642857" cy="206.670288" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="271.428571" cy="205.148132" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="275.000000" cy="201.988213" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="276.785714" cy="200.350450" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="278.571429" cy="198.674151" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="282.142857" cy="195.205947" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="283.928571" cy="193.414041" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="285.714286" cy="191.583600" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="289.285714" cy="187.807111" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="291.071429" cy="185.861063" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="292.857143" cy="183.876480" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="296.428571" cy="179.791706" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="298.214286" cy="177.691515" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="300.000000" cy="175.552790" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="303.571429" cy="171.159731" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="305.357143" cy="168.905398" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="307.142857" cy="166.612530" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="310.714286" cy="161.911186" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="314.285714" cy="157.055700" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="317.857143" cy="152.046072" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="321.428571" cy="146.882302" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="325.000000" cy="141.564388" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="328.571429" cy="136.092333" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="335.714286" cy="124.685795" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="342.857143" cy="112.662687" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="350.000000" cy="100.023009" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="357.142857" cy="86.766762" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="364.285714" cy="72.893945" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="371.428571" cy="58.404559" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="378.571429" cy="43.298603" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="385.714286" cy="27.576077" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="392.857143" cy="11.236982" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="400.000000" cy="-5.718683" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" />
<polyline points="-16.000000,235.976614 416.000000,235.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="0.000000" y="238.643281" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-1.0</mtext></math></foreignObject>
<foreignObject x="100.000000" y="238.643281" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-0.5</mtext></math></foreignObject>
<foreignObject x="300.000000" y="238.643281" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.5</mn></math></foreignObject>
<foreignObject x="400.000000" y="238.643281" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1.0</mn></math></foreignObject>
<polyline points="0.000000,235.976614 0.000000,229.309947" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="100.000000,235.976614 100.000000,229.309947" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="300.000000,235.976614 300.000000,229.309947" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="400.000000,235.976614 400.000000,229.309947" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="20.000000,235.976614 20.000000,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="40.000000,235.976614 40.000000,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="60.000000,235.976614 60.000000,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="80.000000,235.976614 80.000000,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="120.000000,235.976614 120.000000,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="140.000000,235.976614 140.000000,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="160.000000,235.976614 160.000000,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="180.000000,235.976614 180.000000,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="220.000000,235.976614 220.000000,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="240.000000,235.976614 240.000000,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="260.000000,235.976614 260.000000,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="280.000000,235.976614 280.000000,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="320.000000,235.976614 320.000000,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="340.000000,235.976614 340.000000,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="360.000000,235.976614 360.000000,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="380.000000,235.976614 380.000000,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="200.000000,260.157867 200.000000,-12.944272" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="197.333333" y="187.637554" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.2</mn></math></foreignObject>
<foreignObject x="197.333333" y="139.298495" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.4</mn></math></foreignObject>
<foreignObject x="197.333333" y="90.959436" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.6</mn></math></foreignObject>
<foreignObject x="197.333333" y="42.620376" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.8</mn></math></foreignObject>
<polyline points="200.000000,187.637554 206.666667,187.637554" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,139.298495 206.666667,139.298495" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,90.959436 206.666667,90.959436" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,42.620376 206.666667,42.620376" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,248.061379 204.000000,248.061379" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,223.891849 204.000000,223.891849" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,211.807084 204.000000,211.807084" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,199.722319 204.000000,199.722319" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,175.552790 204.000000,175.552790" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,163.468025 204.000000,163.468025" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,151.383260 204.000000,151.383260" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,127.213730 204.000000,127.213730" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,115.128965 204.000000,115.128965" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,103.044200 204.000000,103.044200" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,78.874671 204.000000,78.874671" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,66.789906 204.000000,66.789906" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,54.705141 204.000000,54.705141" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,30.535611 204.000000,30.535611" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,18.450846 204.000000,18.450846" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,6.366081 204.000000,6.366081" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
            </svg>
        "/></mstyle></math>
p4155
sg15
I4
sass(g1709
g3876
g4127
I4
tp4156
(dp4157
g6
VPlot[Log[x], {x, 0, 5}, MaxRecursion->0]
p4158
sg8
(lp4159
(dp4160
g11
(lp4161
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="247px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-31.666667 -14.610939 449.333333 276.435473">
                <polyline points="7.142857,354.032134 14.285714,295.004374 21.428571,260.475348 28.571429,235.976614 35.714286,216.973920 42.857143,201.447588 50.000000,188.320261 57.142857,176.948854 64.285714,166.918562 71.428571,157.946160 78.571429,149.829635 85.714286,142.419828 92.857143,135.603466 100.000000,129.292501 107.142857,123.417134 114.285714,117.921094 121.428571,112.758358 128.571429,107.890802 135.714286,103.286488 142.857143,98.918400 150.000000,94.763475 157.142857,90.801875 164.285714,87.016405 171.428571,83.392068 178.571429,79.915705 185.714286,76.575707 192.857143,73.361776 200.000000,70.264742 207.142857,67.276398 214.285714,64.389374 221.428571,61.597023 228.571429,58.893334 235.714286,56.272849 242.857143,53.730599 250.000000,51.262047 257.142857,48.863042 264.285714,46.529771 271.428571,44.258728 278.571429,42.046680 285.714286,39.890640 292.857143,37.787840 300.000000,35.735715 307.142857,33.731881 314.285714,31.774115 321.428571,29.860348 328.571429,27.988645 335.714286,26.157197 342.857143,24.364308 350.000000,22.608389 357.142857,20.887946 364.285714,19.201572 371.428571,17.547947 378.571429,15.925820 385.714286,14.334016 392.857143,12.771421 400.000000,11.236982" style="stroke: rgb(24.720000%, 24.000000%, 60.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="-16.000000,148.295196 416.000000,148.295196" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="80.000000" y="150.961862" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1</mn></math></foreignObject>
<foreignObject x="160.000000" y="150.961862" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>2</mn></math></foreignObject>
<foreignObject x="240.000000" y="150.961862" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>3</mn></math></foreignObject>
<foreignObject x="320.000000" y="150.961862" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>4</mn></math></foreignObject>
<foreignObject x="400.000000" y="150.961862" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>5</mn></math></foreignObject>
<polyline points="80.000000,148.295196 80.000000,141.628529" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="160.000000,148.295196 160.000000,141.628529" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="240.000000,148.295196 240.000000,141.628529" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="320.000000,148.295196 320.000000,141.628529" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="400.000000,148.295196 400.000000,141.628529" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="16.000000,148.295196 16.000000,144.295196" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="32.000000,148.295196 32.000000,144.295196" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="48.000000,148.295196 48.000000,144.295196" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="64.000000,148.295196 64.000000,144.295196" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="96.000000,148.295196 96.000000,144.295196" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="112.000000,148.295196 112.000000,144.295196" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="128.000000,148.295196 128.000000,144.295196" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="144.000000,148.295196 144.000000,144.295196" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="176.000000,148.295196 176.000000,144.295196" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="192.000000,148.295196 192.000000,144.295196" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="208.000000,148.295196 208.000000,144.295196" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="224.000000,148.295196 224.000000,144.295196" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="256.000000,148.295196 256.000000,144.295196" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="272.000000,148.295196 272.000000,144.295196" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="288.000000,148.295196 288.000000,144.295196" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="304.000000,148.295196 304.000000,144.295196" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="336.000000,148.295196 336.000000,144.295196" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="352.000000,148.295196 352.000000,144.295196" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="368.000000,148.295196 368.000000,144.295196" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="384.000000,148.295196 384.000000,144.295196" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="0.000000,260.157867 0.000000,-12.944272" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="-2.666667" y="233.454252" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-1.0</mtext></math></foreignObject>
<foreignObject x="-2.666667" y="190.874724" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-0.5</mtext></math></foreignObject>
<foreignObject x="-2.666667" y="105.715667" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.5</mn></math></foreignObject>
<foreignObject x="-2.666667" y="63.136139" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1.0</mn></math></foreignObject>
<foreignObject x="-2.666667" y="20.556611" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1.5</mn></math></foreignObject>
<polyline points="0.000000,233.454252 6.666667,233.454252" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,190.874724 6.666667,190.874724" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,105.715667 6.666667,105.715667" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,63.136139 6.666667,63.136139" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,20.556611 6.666667,20.556611" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,250.486064 4.000000,250.486064" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,241.970158 4.000000,241.970158" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,224.938347 4.000000,224.938347" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,216.422441 4.000000,216.422441" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,207.906535 4.000000,207.906535" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,199.390630 4.000000,199.390630" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,182.358818 4.000000,182.358818" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,173.842913 4.000000,173.842913" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,165.327007 4.000000,165.327007" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,156.811101 4.000000,156.811101" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,139.779290 4.000000,139.779290" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,131.263384 4.000000,131.263384" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,122.747479 4.000000,122.747479" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,114.231573 4.000000,114.231573" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,97.199762 4.000000,97.199762" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,88.683856 4.000000,88.683856" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,80.167951 4.000000,80.167951" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,71.652045 4.000000,71.652045" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,54.620234 4.000000,54.620234" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,46.104328 4.000000,46.104328" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,37.588422 4.000000,37.588422" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,29.072517 4.000000,29.072517" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,12.040705 4.000000,12.040705" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,3.524800 4.000000,3.524800" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
            </svg>
        "/></mstyle></math>
p4162
sg15
I5
sass(g1709
g3876
g4127
I5
tp4163
(dp4164
g6
VPlot[Tan[x], {x, 0, 6}, Mesh->All, PlotRange->{{-1, 5}, {0, 15}}, MaxRecursion->10]
p4165
sg8
(lp4166
(dp4167
g11
(lp4168
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="247px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-17.666667 -14.610939 435.333333 290.491201">
                <polyline points="66.666667,247.213595 73.809524,245.440996 80.952381,243.626906 88.095238,241.725856 95.238095,239.683583 98.809524,238.588519 102.380952,237.430218 105.952381,236.195753 107.738095,235.545201 109.523810,234.869491 113.095238,233.432237 114.880952,232.664732 115.773810,232.267274 116.666667,231.860041 118.452381,231.014154 120.238095,230.122509 122.023810,229.179902 122.916667,228.687654 123.809524,228.180357 125.595238,227.116983 126.488095,226.558910 127.380952,225.981782 128.273810,225.384387 128.720238,225.077685 129.166667,224.765415 130.059524,224.123439 130.505952,223.793345 130.729167,223.625933 130.952381,223.456908 131.845238,222.764135 132.738095,222.043273 133.630952,221.292304 134.077381,220.904846 134.523810,220.509015 134.970238,220.104500 135.416667,219.690974 135.863095,219.268095 136.309524,218.835501 137.202381,217.939639 137.648810,217.475552 137.872024,217.239280 138.095238,217.000112 138.988095,216.013286 139.434524,215.500889 139.880952,214.975115 140.327381,214.435383 140.550595,214.160093 140.773810,213.881080 141.220238,213.311557 141.443452,213.020874 141.666667,212.726124 142.113095,212.124051 142.559524,211.504561 143.005952,210.866830 143.229167,210.540851 143.452381,210.209979 143.898810,209.533076 144.345238,208.835122 144.791667,208.115057 145.014881,207.746380 145.126488,207.559816 145.238095,207.371743 145.684524,206.603966 146.130952,205.810428 146.577381,204.989733 147.023810,204.140386 147.470238,203.260780 147.693452,202.809094 147.916667,202.349185 148.363095,201.403737 148.586310,200.917696 148.809524,200.422426 149.255952,199.403077 149.479167,198.878412 149.702381,198.343340 149.925595,197.797537 150.148810,197.240664 150.372024,196.672367 150.595238,196.092279 151.041667,194.895175 151.264881,194.277339 151.488095,193.646070 151.711310,193.000909 151.934524,192.341379 152.157738,191.666979 152.269345,191.324040 152.380952,190.977184 152.827381,189.549187 153.050595,188.809806 153.273810,188.052669 153.497024,187.277110 153.720238,186.482430 153.943452,185.667897 154.166667,184.832736 154.389881,183.976135 154.613095,183.097238 154.836310,182.195143 155.059524,181.268896 155.505952,179.339877 155.729167,178.334921 155.952381,177.301441 156.398810,175.143809 156.622024,174.016915 156.845238,172.855999 157.068452,171.659472 157.291667,170.425639 157.514881,169.152701 157.738095,167.838738 158.184524,165.079412 158.630952,162.129555 159.077381,158.968433 159.300595,157.301331 159.412202,156.444733 159.523810,155.572191 159.970238,151.913244 160.416667,147.959515 160.863095,143.673486 161.309524,139.010987 161.755952,133.919663 161.979167,131.194112 162.202381,128.336975 162.648810,122.187605 163.095238,115.380013 163.988095,99.313534 164.434524,89.739811 164.880952,78.857194 165.773810,51.915942 166.220238,34.962746 166.666667,14.809414 168.452381,-127.020328 170.238095,-709.498959 172.023810,1970.958105 172.916667,965.094855 173.809524,700.452133 174.702381,578.285482 175.595238,507.920383 176.041667,482.849040 176.488095,462.159047 177.380952,430.007614 178.273810,406.173044 178.720238,396.425322 179.166667,387.792002 179.613095,380.091659 180.059524,373.180221 180.282738,369.983227 180.505952,366.941829 180.729167,364.044873 180.952381,361.282249 181.398810,356.124056 181.845238,351.403043 182.068452,349.189350 182.291667,347.065517 182.738095,343.066231 183.184524,339.366787 183.407738,337.619065 183.630952,335.934385 184.077381,332.740843 184.300595,331.225902 184.523810,329.761807 184.970238,326.976125 185.416667,324.365338 185.639881,323.120394 185.863095,321.913264 186.086310,320.742224 186.197917,320.169728 186.309524,319.605655 186.755952,317.429921 186.979167,316.387967 187.202381,315.374892 187.425595,314.389492 187.648810,313.430625 187.872024,312.497214 187.983631,312.039734 188.095238,311.588239 188.541667,309.839778 188.764881,308.998506 188.988095,308.178093 189.211310,307.377752 189.434524,306.596741 189.657738,305.834349 189.880952,305.089902 190.104167,304.362759 190.327381,303.652307 190.550595,302.957961 190.773810,302.279167 191.220238,300.966129 191.443452,300.330892 191.666667,299.709220 192.113095,298.504811 192.336310,297.921245 192.559524,297.349579 192.782738,296.789441 193.005952,296.240474 193.229167,295.702335 193.452381,295.174694 193.898810,294.149659 194.122024,293.651670 194.345238,293.162990 194.568452,292.683349 194.791667,292.212488 195.014881,291.750158 195.126488,291.522117 195.238095,291.296120 195.684524,290.412001 196.130952,289.558384 196.577381,288.733643 197.023810,287.936269 197.470238,287.164852 197.693452,286.788465 197.916667,286.418081 198.363095,285.694728 198.586310,285.341472 198.809524,284.993646 199.255952,284.313764 199.702381,283.654075 200.148810,283.013637 200.372024,282.700357 200.595238,282.391563 201.041667,281.787022 201.488095,281.199231 201.934524,280.627452 202.157738,280.347348 202.380952,280.070991 202.827381,279.529192 203.273810,279.001438 203.497024,278.742643 203.720238,278.487142 204.166667,277.985753 204.613095,277.496747 205.059524,277.019629 205.505952,276.553929 205.952381,276.099203 206.398810,275.655026 206.845238,275.220998 207.291667,274.796738 207.738095,274.381882 208.630952,273.579019 209.077381,273.190370 209.300595,272.999108 209.523810,272.809839 210.416667,272.072008 211.309524,271.363397 212.202381,270.682065 213.095238,270.026236 213.988095,269.394282 214.434524,269.086786 214.880952,268.784707 215.773810,268.196136 216.220238,267.909327 216.666667,267.627301 217.559524,267.077032 218.452381,266.544246 219.345238,266.027941 220.238095,265.527187 222.023810,264.568935 222.916667,264.109886 223.809524,263.663272 225.595238,262.804784 227.380952,261.988738 229.166667,261.210974 230.952381,260.467819 234.523810,259.072654 236.309524,258.415145 238.095238,257.781154 241.666667,256.575513 245.238095,255.441149 252.380952,253.339623 259.523810,251.399670 266.666667,249.562892 273.809524,247.781584 280.952381,246.013433 288.095238,244.217366 295.238095,242.349660 302.380952,240.359497 305.952381,239.299250 309.523810,238.182957 313.095238,236.999079 314.880952,236.377587 316.666667,235.733806 320.238095,234.370347 322.023810,233.645506 323.809524,232.887969 325.595238,232.094306 327.380952,231.260646 328.273810,230.827467 329.166667,230.382595 330.059524,229.925385 330.952381,229.455143 332.738095,228.472550 333.630952,227.958548 334.523810,227.428204 335.416667,226.880526 336.309524,226.314445 337.202381,225.728801 337.648810,225.428257 338.095238,225.122344 338.988095,224.493713 339.880952,223.841431 340.773810,223.163891 341.666667,222.459338 342.559524,221.725856 343.005952,221.347618 343.452381,220.961346 344.345238,220.163503 344.791667,219.751300 345.014881,219.541732 345.238095,219.329794 346.130952,218.457424 346.577381,218.005789 347.023810,217.543305 347.470238,217.069534 347.916667,216.584013 348.363095,216.086256 348.809524,215.575746 349.255952,215.051939 349.702381,214.514262 350.148810,213.962104 350.372024,213.680395 350.595238,213.394822 351.041667,212.811732 351.488095,212.212110 351.934524,211.595187 352.157738,211.279983 352.269345,211.120650 352.380952,210.960144 352.827381,210.306113 353.273810,209.632167 353.720238,208.937320 354.166667,208.220518 354.613095,207.480636 354.836310,207.101668 355.059524,206.716473 355.505952,205.926741 355.729167,205.521859 355.952381,205.110060 356.398810,204.264950 356.622024,203.831242 356.845238,203.389821 357.068452,202.940469 357.291667,202.482960 357.514881,202.017060 357.738095,201.542525 358.184524,200.566526 358.407738,200.064526 358.630952,199.552815 358.854167,199.031098 359.077381,198.499067 359.300595,197.956399 359.412202,197.680973 359.523810,197.402761 359.970238,196.261162 360.193452,195.672457 360.416667,195.071294 360.639881,194.457258 360.863095,193.829917 361.086310,193.188819 361.309524,192.533492 361.532738,191.863443 361.755952,191.178152 361.979167,190.477079 362.202381,189.759656 362.648810,188.273349 362.872024,187.503184 363.095238,186.714104 363.541667,185.076268 363.764881,184.225950 363.988095,183.353587 364.211310,182.458292 364.434524,181.539126 364.657738,180.595101 364.880952,179.625172 365.327381,177.603126 365.550595,176.548606 365.773810,175.463367 365.997024,174.346021 366.220238,173.195097 366.443452,172.009031 366.555060,171.402304 366.666667,170.786160 367.113095,168.222813 367.559524,165.489466 368.005952,162.568356 368.452381,159.439157 368.898810,156.078501 369.122024,154.303098 369.345238,152.459383 369.791667,148.550430 370.014881,146.476044 370.238095,144.314977 370.684524,139.709903 371.130952,134.684145 371.577381,129.176782 371.800595,126.220163 372.023810,123.114530 372.470238,116.408449 372.916667,108.949514 373.363095,100.602615 373.586310,96.044844 373.809524,91.198255 374.702381,68.292028 375.595238,37.591014 376.488095,-5.718019 377.380952,-71.438200 379.166667,-414.826507 380.952381,8936.300976 382.738095,821.655027 383.630952,638.682642 384.523810,544.032524 385.416667,486.170966 386.309524,447.127836 386.755952,432.006856 387.202381,418.998011 387.648810,407.686701 387.872024,402.566790 388.095238,397.760173 388.988095,381.152565 389.434524,374.134873 389.880952,367.805499 390.327381,362.067417 390.550595,359.394662 390.773810,356.841020 391.220238,352.060375 391.443452,349.819637 391.666667,347.670410 392.113095,343.624767 392.559524,339.884142 393.005952,336.414994 393.229167,334.773062 393.452381,333.188524 393.898810,330.179868 394.345238,327.367445 394.791667,324.732435 395.014881,323.476226 395.126488,322.862609 395.238095,322.258349 395.684524,319.930680 395.907738,318.817687 396.130952,317.736611 396.354167,316.686075 396.577381,315.664781 396.800595,314.671503 397.023810,313.705081 397.247024,312.764421 397.470238,311.848485 397.693452,310.956293 397.916667,310.086912 398.363095,308.413101 398.586310,307.607037 398.809524,306.820514 399.255952,305.303246 399.479167,304.571166 399.702381,303.855951 399.925595,303.157009 400.148810,302.473776 400.372024,301.805714 400.595238,301.152307 401.041667,299.887520 401.264881,299.275220 401.488095,298.675737 401.711310,298.088659 401.934524,297.513593 402.157738,296.950161 402.269345,296.672694 402.380952,296.398001 402.827381,295.326126 403.050595,294.805757 403.273810,294.295355 403.497024,293.794624 403.720238,293.303281 403.943452,292.821055 404.166667,292.347682 404.389881,291.882912 404.613095,291.426501 404.836310,290.978217 405.059524,290.537833 405.505952,289.679912 405.729167,289.261963 405.952381,288.851095 406.398810,288.049855 406.845238,287.274771 407.291667,286.524516 407.514881,286.158309 407.738095,285.797851 408.184524,285.093620 408.630952,284.410738 409.077381,283.748191 409.300595,283.424243 409.412202,283.264050 409.523810,283.105026 409.970238,282.480352 410.416667,281.873326 410.863095,281.283161 411.309524,280.709113 411.755952,280.150480 411.979167,279.876736 412.202381,279.606602 412.648810,279.076854 412.872024,278.817095 413.095238,278.560649 413.541667,278.057428 413.988095,277.566664 414.434524,277.087858 414.880952,276.620536 415.773810,275.718574 416.220238,275.283104 416.443452,275.069075 416.666667,274.857455 417.113095,274.441262 417.559524,274.034177 418.005952,273.635868 418.452381,273.246022 419.345238,272.490524 420.238095,271.765441 421.130952,271.068727 421.577381,270.730417 422.023810,270.398512 422.916667,269.753087 423.363095,269.439174 423.809524,269.130881 425.595238,267.950473 426.488095,267.389717 427.380952,266.847054 428.273810,266.321436 429.166667,265.811893 430.059524,265.317523 430.952381,264.837489 432.738095,263.917364 434.523810,263.045889 436.309524,262.218148 438.095238,261.429826 441.666667,259.956653 443.452381,259.265432 445.238095,258.600776 448.809524,257.341779 452.380952,256.163111 459.523810,253.994476 466.666667,252.009641" style="stroke: rgb(24.720000%, 24.000000%, 60.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<circle cx="66.666667" cy="247.213595" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="73.809524" cy="245.440996" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="80.952381" cy="243.626906" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="88.095238" cy="241.725856" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="95.238095" cy="239.683583" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="98.809524" cy="238.588519" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="102.380952" cy="237.430218" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="105.952381" cy="236.195753" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="107.738095" cy="235.545201" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="109.523810" cy="234.869491" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="113.095238" cy="233.432237" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="114.880952" cy="232.664732" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="115.773810" cy="232.267274" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="116.666667" cy="231.860041" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="118.452381" cy="231.014154" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="120.238095" cy="230.122509" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="122.023810" cy="229.179902" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="122.916667" cy="228.687654" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="123.809524" cy="228.180357" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="125.595238" cy="227.116983" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="126.488095" cy="226.558910" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="127.380952" cy="225.981782" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="128.273810" cy="225.384387" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="128.720238" cy="225.077685" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="129.166667" cy="224.765415" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="130.059524" cy="224.123439" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="130.505952" cy="223.793345" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="130.729167" cy="223.625933" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="130.952381" cy="223.456908" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="131.845238" cy="222.764135" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="132.738095" cy="222.043273" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="133.630952" cy="221.292304" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="134.077381" cy="220.904846" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="134.523810" cy="220.509015" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="134.970238" cy="220.104500" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="135.416667" cy="219.690974" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="135.863095" cy="219.268095" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="136.309524" cy="218.835501" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="137.202381" cy="217.939639" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="137.648810" cy="217.475552" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="137.872024" cy="217.239280" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="138.095238" cy="217.000112" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="138.988095" cy="216.013286" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="139.434524" cy="215.500889" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="139.880952" cy="214.975115" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="140.327381" cy="214.435383" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="140.550595" cy="214.160093" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="140.773810" cy="213.881080" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="141.220238" cy="213.311557" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="141.443452" cy="213.020874" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="141.666667" cy="212.726124" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="142.113095" cy="212.124051" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="142.559524" cy="211.504561" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="143.005952" cy="210.866830" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="143.229167" cy="210.540851" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="143.452381" cy="210.209979" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="143.898810" cy="209.533076" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="144.345238" cy="208.835122" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="144.791667" cy="208.115057" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="145.014881" cy="207.746380" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="145.126488" cy="207.559816" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="145.238095" cy="207.371743" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="145.684524" cy="206.603966" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="146.130952" cy="205.810428" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="146.577381" cy="204.989733" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="147.023810" cy="204.140386" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="147.470238" cy="203.260780" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="147.693452" cy="202.809094" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="147.916667" cy="202.349185" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="148.363095" cy="201.403737" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="148.586310" cy="200.917696" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="148.809524" cy="200.422426" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="149.255952" cy="199.403077" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="149.479167" cy="198.878412" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="149.702381" cy="198.343340" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="149.925595" cy="197.797537" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="150.148810" cy="197.240664" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="150.372024" cy="196.672367" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="150.595238" cy="196.092279" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="151.041667" cy="194.895175" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="151.264881" cy="194.277339" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="151.488095" cy="193.646070" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="151.711310" cy="193.000909" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="151.934524" cy="192.341379" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="152.157738" cy="191.666979" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="152.269345" cy="191.324040" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="152.380952" cy="190.977184" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="152.827381" cy="189.549187" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="153.050595" cy="188.809806" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="153.273810" cy="188.052669" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="153.497024" cy="187.277110" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="153.720238" cy="186.482430" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="153.943452" cy="185.667897" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="154.166667" cy="184.832736" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="154.389881" cy="183.976135" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="154.613095" cy="183.097238" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="154.836310" cy="182.195143" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="155.059524" cy="181.268896" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="155.505952" cy="179.339877" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="155.729167" cy="178.334921" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="155.952381" cy="177.301441" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="156.398810" cy="175.143809" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="156.622024" cy="174.016915" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="156.845238" cy="172.855999" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="157.068452" cy="171.659472" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="157.291667" cy="170.425639" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="157.514881" cy="169.152701" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="157.738095" cy="167.838738" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="158.184524" cy="165.079412" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="158.630952" cy="162.129555" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="159.077381" cy="158.968433" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="159.300595" cy="157.301331" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="159.412202" cy="156.444733" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="159.523810" cy="155.572191" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="159.970238" cy="151.913244" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="160.416667" cy="147.959515" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="160.863095" cy="143.673486" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="161.309524" cy="139.010987" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="161.755952" cy="133.919663" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="161.979167" cy="131.194112" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="162.202381" cy="128.336975" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="162.648810" cy="122.187605" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="163.095238" cy="115.380013" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="163.988095" cy="99.313534" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="164.434524" cy="89.739811" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="164.880952" cy="78.857194" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="165.773810" cy="51.915942" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="166.220238" cy="34.962746" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="166.666667" cy="14.809414" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="168.452381" cy="-127.020328" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="170.238095" cy="-709.498959" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="172.023810" cy="1970.958105" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="172.916667" cy="965.094855" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="173.809524" cy="700.452133" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="174.702381" cy="578.285482" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="175.595238" cy="507.920383" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="176.041667" cy="482.849040" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="176.488095" cy="462.159047" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="177.380952" cy="430.007614" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="178.273810" cy="406.173044" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="178.720238" cy="396.425322" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="179.166667" cy="387.792002" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="179.613095" cy="380.091659" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="180.059524" cy="373.180221" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="180.282738" cy="369.983227" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="180.505952" cy="366.941829" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="180.729167" cy="364.044873" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="180.952381" cy="361.282249" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="181.398810" cy="356.124056" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="181.845238" cy="351.403043" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="182.068452" cy="349.189350" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="182.291667" cy="347.065517" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="182.738095" cy="343.066231" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="183.184524" cy="339.366787" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="183.407738" cy="337.619065" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="183.630952" cy="335.934385" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="184.077381" cy="332.740843" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="184.300595" cy="331.225902" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="184.523810" cy="329.761807" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="184.970238" cy="326.976125" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="185.416667" cy="324.365338" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="185.639881" cy="323.120394" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="185.863095" cy="321.913264" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="186.086310" cy="320.742224" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="186.197917" cy="320.169728" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="186.309524" cy="319.605655" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="186.755952" cy="317.429921" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="186.979167" cy="316.387967" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="187.202381" cy="315.374892" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="187.425595" cy="314.389492" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="187.648810" cy="313.430625" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="187.872024" cy="312.497214" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="187.983631" cy="312.039734" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="188.095238" cy="311.588239" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="188.541667" cy="309.839778" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="188.764881" cy="308.998506" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="188.988095" cy="308.178093" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="189.211310" cy="307.377752" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="189.434524" cy="306.596741" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="189.657738" cy="305.834349" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="189.880952" cy="305.089902" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="190.104167" cy="304.362759" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="190.327381" cy="303.652307" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="190.550595" cy="302.957961" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="190.773810" cy="302.279167" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="191.220238" cy="300.966129" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="191.443452" cy="300.330892" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="191.666667" cy="299.709220" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="192.113095" cy="298.504811" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="192.336310" cy="297.921245" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="192.559524" cy="297.349579" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="192.782738" cy="296.789441" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="193.005952" cy="296.240474" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="193.229167" cy="295.702335" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="193.452381" cy="295.174694" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="193.898810" cy="294.149659" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="194.122024" cy="293.651670" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="194.345238" cy="293.162990" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="194.568452" cy="292.683349" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="194.791667" cy="292.212488" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="195.014881" cy="291.750158" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="195.126488" cy="291.522117" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="195.238095" cy="291.296120" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="195.684524" cy="290.412001" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="196.130952" cy="289.558384" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="196.577381" cy="288.733643" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="197.023810" cy="287.936269" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="197.470238" cy="287.164852" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="197.693452" cy="286.788465" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="197.916667" cy="286.418081" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="198.363095" cy="285.694728" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="198.586310" cy="285.341472" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="198.809524" cy="284.993646" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="199.255952" cy="284.313764" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="199.702381" cy="283.654075" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="200.148810" cy="283.013637" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="200.372024" cy="282.700357" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="200.595238" cy="282.391563" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="201.041667" cy="281.787022" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="201.488095" cy="281.199231" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="201.934524" cy="280.627452" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="202.157738" cy="280.347348" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="202.380952" cy="280.070991" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="202.827381" cy="279.529192" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="203.273810" cy="279.001438" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="203.497024" cy="278.742643" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="203.720238" cy="278.487142" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="204.166667" cy="277.985753" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="204.613095" cy="277.496747" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="205.059524" cy="277.019629" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="205.505952" cy="276.553929" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="205.952381" cy="276.099203" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="206.398810" cy="275.655026" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="206.845238" cy="275.220998" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="207.291667" cy="274.796738" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="207.738095" cy="274.381882" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="208.630952" cy="273.579019" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="209.077381" cy="273.190370" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="209.300595" cy="272.999108" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="209.523810" cy="272.809839" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="210.416667" cy="272.072008" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="211.309524" cy="271.363397" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="212.202381" cy="270.682065" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="213.095238" cy="270.026236" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="213.988095" cy="269.394282" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="214.434524" cy="269.086786" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="214.880952" cy="268.784707" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="215.773810" cy="268.196136" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="216.220238" cy="267.909327" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="216.666667" cy="267.627301" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="217.559524" cy="267.077032" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="218.452381" cy="266.544246" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="219.345238" cy="266.027941" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="220.238095" cy="265.527187" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="222.023810" cy="264.568935" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="222.916667" cy="264.109886" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="223.809524" cy="263.663272" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="225.595238" cy="262.804784" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="227.380952" cy="261.988738" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="229.166667" cy="261.210974" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="230.952381" cy="260.467819" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="234.523810" cy="259.072654" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="236.309524" cy="258.415145" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="238.095238" cy="257.781154" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="241.666667" cy="256.575513" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="245.238095" cy="255.441149" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="252.380952" cy="253.339623" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="259.523810" cy="251.399670" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="266.666667" cy="249.562892" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="273.809524" cy="247.781584" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="280.952381" cy="246.013433" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="288.095238" cy="244.217366" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="295.238095" cy="242.349660" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="302.380952" cy="240.359497" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="305.952381" cy="239.299250" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="309.523810" cy="238.182957" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="313.095238" cy="236.999079" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="314.880952" cy="236.377587" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="316.666667" cy="235.733806" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="320.238095" cy="234.370347" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="322.023810" cy="233.645506" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="323.809524" cy="232.887969" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="325.595238" cy="232.094306" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="327.380952" cy="231.260646" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="328.273810" cy="230.827467" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="329.166667" cy="230.382595" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="330.059524" cy="229.925385" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="330.952381" cy="229.455143" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="332.738095" cy="228.472550" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="333.630952" cy="227.958548" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="334.523810" cy="227.428204" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="335.416667" cy="226.880526" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="336.309524" cy="226.314445" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="337.202381" cy="225.728801" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="337.648810" cy="225.428257" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="338.095238" cy="225.122344" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="338.988095" cy="224.493713" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="339.880952" cy="223.841431" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="340.773810" cy="223.163891" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="341.666667" cy="222.459338" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="342.559524" cy="221.725856" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="343.005952" cy="221.347618" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="343.452381" cy="220.961346" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="344.345238" cy="220.163503" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="344.791667" cy="219.751300" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="345.014881" cy="219.541732" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="345.238095" cy="219.329794" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="346.130952" cy="218.457424" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="346.577381" cy="218.005789" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="347.023810" cy="217.543305" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="347.470238" cy="217.069534" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="347.916667" cy="216.584013" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="348.363095" cy="216.086256" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="348.809524" cy="215.575746" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="349.255952" cy="215.051939" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="349.702381" cy="214.514262" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="350.148810" cy="213.962104" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="350.372024" cy="213.680395" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="350.595238" cy="213.394822" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="351.041667" cy="212.811732" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="351.488095" cy="212.212110" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="351.934524" cy="211.595187" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="352.157738" cy="211.279983" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="352.269345" cy="211.120650" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="352.380952" cy="210.960144" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="352.827381" cy="210.306113" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="353.273810" cy="209.632167" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="353.720238" cy="208.937320" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="354.166667" cy="208.220518" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="354.613095" cy="207.480636" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="354.836310" cy="207.101668" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="355.059524" cy="206.716473" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="355.505952" cy="205.926741" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="355.729167" cy="205.521859" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="355.952381" cy="205.110060" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="356.398810" cy="204.264950" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="356.622024" cy="203.831242" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="356.845238" cy="203.389821" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="357.068452" cy="202.940469" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="357.291667" cy="202.482960" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="357.514881" cy="202.017060" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="357.738095" cy="201.542525" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="358.184524" cy="200.566526" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="358.407738" cy="200.064526" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="358.630952" cy="199.552815" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="358.854167" cy="199.031098" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="359.077381" cy="198.499067" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="359.300595" cy="197.956399" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="359.412202" cy="197.680973" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="359.523810" cy="197.402761" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="359.970238" cy="196.261162" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="360.193452" cy="195.672457" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="360.416667" cy="195.071294" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="360.639881" cy="194.457258" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="360.863095" cy="193.829917" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="361.086310" cy="193.188819" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="361.309524" cy="192.533492" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="361.532738" cy="191.863443" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="361.755952" cy="191.178152" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="361.979167" cy="190.477079" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="362.202381" cy="189.759656" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="362.648810" cy="188.273349" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="362.872024" cy="187.503184" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="363.095238" cy="186.714104" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="363.541667" cy="185.076268" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="363.764881" cy="184.225950" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="363.988095" cy="183.353587" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="364.211310" cy="182.458292" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="364.434524" cy="181.539126" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="364.657738" cy="180.595101" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="364.880952" cy="179.625172" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="365.327381" cy="177.603126" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="365.550595" cy="176.548606" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="365.773810" cy="175.463367" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="365.997024" cy="174.346021" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="366.220238" cy="173.195097" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="366.443452" cy="172.009031" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="366.555060" cy="171.402304" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="366.666667" cy="170.786160" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="367.113095" cy="168.222813" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="367.559524" cy="165.489466" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="368.005952" cy="162.568356" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="368.452381" cy="159.439157" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="368.898810" cy="156.078501" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="369.122024" cy="154.303098" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="369.345238" cy="152.459383" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="369.791667" cy="148.550430" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="370.014881" cy="146.476044" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="370.238095" cy="144.314977" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="370.684524" cy="139.709903" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="371.130952" cy="134.684145" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="371.577381" cy="129.176782" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="371.800595" cy="126.220163" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="372.023810" cy="123.114530" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="372.470238" cy="116.408449" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="372.916667" cy="108.949514" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="373.363095" cy="100.602615" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="373.586310" cy="96.044844" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="373.809524" cy="91.198255" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="374.702381" cy="68.292028" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="375.595238" cy="37.591014" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="376.488095" cy="-5.718019" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="377.380952" cy="-71.438200" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="379.166667" cy="-414.826507" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="380.952381" cy="8936.300976" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="382.738095" cy="821.655027" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="383.630952" cy="638.682642" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="384.523810" cy="544.032524" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="385.416667" cy="486.170966" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="386.309524" cy="447.127836" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="386.755952" cy="432.006856" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="387.202381" cy="418.998011" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="387.648810" cy="407.686701" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="387.872024" cy="402.566790" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="388.095238" cy="397.760173" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="388.988095" cy="381.152565" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="389.434524" cy="374.134873" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="389.880952" cy="367.805499" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="390.327381" cy="362.067417" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="390.550595" cy="359.394662" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="390.773810" cy="356.841020" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="391.220238" cy="352.060375" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="391.443452" cy="349.819637" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="391.666667" cy="347.670410" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="392.113095" cy="343.624767" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="392.559524" cy="339.884142" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="393.005952" cy="336.414994" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="393.229167" cy="334.773062" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="393.452381" cy="333.188524" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="393.898810" cy="330.179868" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="394.345238" cy="327.367445" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="394.791667" cy="324.732435" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="395.014881" cy="323.476226" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="395.126488" cy="322.862609" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="395.238095" cy="322.258349" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="395.684524" cy="319.930680" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="395.907738" cy="318.817687" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="396.130952" cy="317.736611" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="396.354167" cy="316.686075" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="396.577381" cy="315.664781" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="396.800595" cy="314.671503" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="397.023810" cy="313.705081" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="397.247024" cy="312.764421" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="397.470238" cy="311.848485" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="397.693452" cy="310.956293" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="397.916667" cy="310.086912" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="398.363095" cy="308.413101" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="398.586310" cy="307.607037" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="398.809524" cy="306.820514" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="399.255952" cy="305.303246" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="399.479167" cy="304.571166" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="399.702381" cy="303.855951" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="399.925595" cy="303.157009" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="400.148810" cy="302.473776" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="400.372024" cy="301.805714" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="400.595238" cy="301.152307" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="401.041667" cy="299.887520" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="401.264881" cy="299.275220" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="401.488095" cy="298.675737" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="401.711310" cy="298.088659" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="401.934524" cy="297.513593" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="402.157738" cy="296.950161" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="402.269345" cy="296.672694" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="402.380952" cy="296.398001" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="402.827381" cy="295.326126" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="403.050595" cy="294.805757" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="403.273810" cy="294.295355" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="403.497024" cy="293.794624" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="403.720238" cy="293.303281" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="403.943452" cy="292.821055" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="404.166667" cy="292.347682" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="404.389881" cy="291.882912" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="404.613095" cy="291.426501" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="404.836310" cy="290.978217" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="405.059524" cy="290.537833" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="405.505952" cy="289.679912" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="405.729167" cy="289.261963" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="405.952381" cy="288.851095" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="406.398810" cy="288.049855" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="406.845238" cy="287.274771" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="407.291667" cy="286.524516" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="407.514881" cy="286.158309" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="407.738095" cy="285.797851" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="408.184524" cy="285.093620" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="408.630952" cy="284.410738" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="409.077381" cy="283.748191" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="409.300595" cy="283.424243" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="409.412202" cy="283.264050" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="409.523810" cy="283.105026" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="409.970238" cy="282.480352" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="410.416667" cy="281.873326" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="410.863095" cy="281.283161" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="411.309524" cy="280.709113" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="411.755952" cy="280.150480" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="411.979167" cy="279.876736" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="412.202381" cy="279.606602" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="412.648810" cy="279.076854" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="412.872024" cy="278.817095" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="413.095238" cy="278.560649" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="413.541667" cy="278.057428" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="413.988095" cy="277.566664" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="414.434524" cy="277.087858" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="414.880952" cy="276.620536" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="415.773810" cy="275.718574" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="416.220238" cy="275.283104" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="416.443452" cy="275.069075" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="416.666667" cy="274.857455" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="417.113095" cy="274.441262" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="417.559524" cy="274.034177" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="418.005952" cy="273.635868" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="418.452381" cy="273.246022" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="419.345238" cy="272.490524" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="420.238095" cy="271.765441" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="421.130952" cy="271.068727" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="421.577381" cy="270.730417" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="422.023810" cy="270.398512" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="422.916667" cy="269.753087" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="423.363095" cy="269.439174" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="423.809524" cy="269.130881" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="425.595238" cy="267.950473" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="426.488095" cy="267.389717" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="427.380952" cy="266.847054" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="428.273810" cy="266.321436" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="429.166667" cy="265.811893" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="430.059524" cy="265.317523" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="430.952381" cy="264.837489" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="432.738095" cy="263.917364" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="434.523810" cy="263.045889" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="436.309524" cy="262.218148" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="438.095238" cy="261.429826" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="441.666667" cy="259.956653" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="443.452381" cy="259.265432" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="445.238095" cy="258.600776" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="448.809524" cy="257.341779" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="452.380952" cy="256.163111" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="459.523810" cy="253.994476" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="466.666667" cy="252.009641" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" />
<polyline points="-16.000000,247.213595 416.000000,247.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="0.000000" y="249.880262" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-1</mtext></math></foreignObject>
<foreignObject x="133.333333" y="249.880262" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1</mn></math></foreignObject>
<foreignObject x="200.000000" y="249.880262" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>2</mn></math></foreignObject>
<foreignObject x="266.666667" y="249.880262" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>3</mn></math></foreignObject>
<foreignObject x="333.333333" y="249.880262" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>4</mn></math></foreignObject>
<foreignObject x="400.000000" y="249.880262" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>5</mn></math></foreignObject>
<polyline points="0.000000,247.213595 0.000000,240.546929" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="133.333333,247.213595 133.333333,240.546929" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,247.213595 200.000000,240.546929" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="266.666667,247.213595 266.666667,240.546929" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="333.333333,247.213595 333.333333,240.546929" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="400.000000,247.213595 400.000000,240.546929" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="13.333333,247.213595 13.333333,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="26.666667,247.213595 26.666667,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="40.000000,247.213595 40.000000,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="53.333333,247.213595 53.333333,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="80.000000,247.213595 80.000000,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="93.333333,247.213595 93.333333,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="106.666667,247.213595 106.666667,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="120.000000,247.213595 120.000000,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="146.666667,247.213595 146.666667,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="160.000000,247.213595 160.000000,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="173.333333,247.213595 173.333333,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="186.666667,247.213595 186.666667,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="213.333333,247.213595 213.333333,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="226.666667,247.213595 226.666667,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="240.000000,247.213595 240.000000,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="253.333333,247.213595 253.333333,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="280.000000,247.213595 280.000000,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="293.333333,247.213595 293.333333,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="306.666667,247.213595 306.666667,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="320.000000,247.213595 320.000000,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="346.666667,247.213595 346.666667,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="360.000000,247.213595 360.000000,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="373.333333,247.213595 373.333333,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="386.666667,247.213595 386.666667,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="66.666667,260.157867 66.666667,-12.944272" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="64.000000" y="164.809064" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>5</mn></math></foreignObject>
<foreignObject x="64.000000" y="82.404532" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>10</mn></math></foreignObject>
<foreignObject x="64.000000" y="0.000000" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>15</mn></math></foreignObject>
<polyline points="66.666667,164.809064 73.333333,164.809064" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="66.666667,82.404532 73.333333,82.404532" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="66.666667,0.000000 73.333333,0.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="66.666667,230.732689 70.666667,230.732689" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="66.666667,214.251783 70.666667,214.251783" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="66.666667,197.770876 70.666667,197.770876" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="66.666667,181.289970 70.666667,181.289970" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="66.666667,148.328157 70.666667,148.328157" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="66.666667,131.847251 70.666667,131.847251" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="66.666667,115.366345 70.666667,115.366345" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="66.666667,98.885438 70.666667,98.885438" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="66.666667,65.923625 70.666667,65.923625" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="66.666667,49.442719 70.666667,49.442719" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="66.666667,32.961813 70.666667,32.961813" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="66.666667,16.480906 70.666667,16.480906" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
            </svg>
        "/></mstyle></math>
p4169
sg15
I6
sass(g1709
g3876
g4127
I6
tp4170
(dp4171
g6
VPlot[3, {x, 0, 1}]
p4172
sg8
(lp4173
(dp4174
g11
(lp4175
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="247px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-17.666667 -14.610939 435.333333 290.491201">
                <polyline points="0.000000,123.606798 7.142857,123.606798 14.285714,123.606798 21.428571,123.606798 28.571429,123.606798 35.714286,123.606798 42.857143,123.606798 50.000000,123.606798 57.142857,123.606798 64.285714,123.606798 71.428571,123.606798 78.571429,123.606798 85.714286,123.606798 92.857143,123.606798 100.000000,123.606798 107.142857,123.606798 114.285714,123.606798 121.428571,123.606798 128.571429,123.606798 135.714286,123.606798 142.857143,123.606798 150.000000,123.606798 157.142857,123.606798 164.285714,123.606798 171.428571,123.606798 178.571429,123.606798 185.714286,123.606798 192.857143,123.606798 200.000000,123.606798 207.142857,123.606798 214.285714,123.606798 221.428571,123.606798 228.571429,123.606798 235.714286,123.606798 242.857143,123.606798 250.000000,123.606798 257.142857,123.606798 264.285714,123.606798 271.428571,123.606798 278.571429,123.606798 285.714286,123.606798 292.857143,123.606798 300.000000,123.606798 307.142857,123.606798 314.285714,123.606798 321.428571,123.606798 328.571429,123.606798 335.714286,123.606798 342.857143,123.606798 350.000000,123.606798 357.142857,123.606798 364.285714,123.606798 371.428571,123.606798 378.571429,123.606798 385.714286,123.606798 392.857143,123.606798 400.000000,123.606798" style="stroke: rgb(24.720000%, 24.000000%, 60.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="-16.000000,247.213595 416.000000,247.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="80.000000" y="249.880262" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.2</mn></math></foreignObject>
<foreignObject x="160.000000" y="249.880262" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.4</mn></math></foreignObject>
<foreignObject x="240.000000" y="249.880262" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.6</mn></math></foreignObject>
<foreignObject x="320.000000" y="249.880262" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.8</mn></math></foreignObject>
<foreignObject x="400.000000" y="249.880262" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1.0</mn></math></foreignObject>
<polyline points="80.000000,247.213595 80.000000,240.546929" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="160.000000,247.213595 160.000000,240.546929" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="240.000000,247.213595 240.000000,240.546929" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="320.000000,247.213595 320.000000,240.546929" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="400.000000,247.213595 400.000000,240.546929" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="20.000000,247.213595 20.000000,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="40.000000,247.213595 40.000000,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="60.000000,247.213595 60.000000,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="100.000000,247.213595 100.000000,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="120.000000,247.213595 120.000000,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="140.000000,247.213595 140.000000,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="180.000000,247.213595 180.000000,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,247.213595 200.000000,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="220.000000,247.213595 220.000000,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="260.000000,247.213595 260.000000,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="280.000000,247.213595 280.000000,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="300.000000,247.213595 300.000000,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="340.000000,247.213595 340.000000,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="360.000000,247.213595 360.000000,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="380.000000,247.213595 380.000000,243.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="0.000000,260.157867 0.000000,-12.944272" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="-2.666667" y="206.011330" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1</mn></math></foreignObject>
<foreignObject x="-2.666667" y="164.809064" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>2</mn></math></foreignObject>
<foreignObject x="-2.666667" y="123.606798" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>3</mn></math></foreignObject>
<foreignObject x="-2.666667" y="82.404532" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>4</mn></math></foreignObject>
<foreignObject x="-2.666667" y="41.202266" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>5</mn></math></foreignObject>
<foreignObject x="-2.666667" y="0.000000" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>6</mn></math></foreignObject>
<polyline points="0.000000,206.011330 6.666667,206.011330" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,164.809064 6.666667,164.809064" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,123.606798 6.666667,123.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,82.404532 6.666667,82.404532" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,41.202266 6.666667,41.202266" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,0.000000 6.666667,0.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,238.973142 4.000000,238.973142" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,230.732689 4.000000,230.732689" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,222.492236 4.000000,222.492236" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,214.251783 4.000000,214.251783" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,197.770876 4.000000,197.770876" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,189.530423 4.000000,189.530423" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,181.289970 4.000000,181.289970" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,173.049517 4.000000,173.049517" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,156.568610 4.000000,156.568610" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,148.328157 4.000000,148.328157" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,140.087704 4.000000,140.087704" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,131.847251 4.000000,131.847251" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,115.366345 4.000000,115.366345" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,107.125891 4.000000,107.125891" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,98.885438 4.000000,98.885438" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,90.644985 4.000000,90.644985" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,74.164079 4.000000,74.164079" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,65.923625 4.000000,65.923625" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,57.683172 4.000000,57.683172" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,49.442719 4.000000,49.442719" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,32.961813 4.000000,32.961813" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,24.721360 4.000000,24.721360" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,16.480906 4.000000,16.480906" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,8.240453 4.000000,8.240453" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
            </svg>
        "/></mstyle></math>
p4176
sg15
I7
sass(g1709
g3876
VPlot3D
p4177
I0
tp4178
(dp4179
g6
VPlot3D[x ^ 2 + 1 / y, {x, -1, 1}, {y, 1, 4}]
p4180
sg8
(lp4181
(dp4182
g11
(lp4183
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtable><mtr><mtd><graphics3d data="{&quot;elements&quot;: [{&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, 0.3333333333333333, 0.4571428571428572], null], [[-0.5, 0.47619047619047616, 0.3885714285714286], null], [[-0.35714285714285715, 0.3333333333333333, 0.34518950437317786], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, 0.47619047619047616, 0.3885714285714286], null], [[-0.35714285714285715, 0.3333333333333333, 0.34518950437317786], null], [[-0.35714285714285715, 0.47619047619047616, 0.2766180758017493], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, 0.47619047619047616, 0.3885714285714286], null], [[-0.5, 0.6190476190476191, 0.3516483516483517], null], [[-0.35714285714285715, 0.47619047619047616, 0.2766180758017493], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, 0.6190476190476191, 0.3516483516483517], null], [[-0.35714285714285715, 0.47619047619047616, 0.2766180758017493], null], [[-0.35714285714285715, 0.6190476190476191, 0.23969499887867238], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, 0.6190476190476191, 0.3516483516483517], null], [[-0.5, 0.7619047619047619, 0.3285714285714286], null], [[-0.35714285714285715, 0.6190476190476191, 0.23969499887867238], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, 0.7619047619047619, 0.3285714285714286], null], [[-0.35714285714285715, 0.6190476190476191, 0.23969499887867238], null], [[-0.35714285714285715, 0.7619047619047619, 0.2166180758017493], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, 0.7619047619047619, 0.3285714285714286], null], [[-0.5, 0.9047619047619048, 0.3127819548872181], null], [[-0.35714285714285715, 0.7619047619047619, 0.2166180758017493], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, 0.9047619047619048, 0.3127819548872181], null], [[-0.35714285714285715, 0.7619047619047619, 0.2166180758017493], null], [[-0.35714285714285715, 0.9047619047619048, 0.20082860211753875], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, 0.9047619047619048, 0.3127819548872181], null], [[-0.5, 1.0476190476190474, 0.3012987012987013], null], [[-0.35714285714285715, 0.9047619047619048, 0.20082860211753875], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, 1.0476190476190474, 0.3012987012987013], null], [[-0.35714285714285715, 0.9047619047619048, 0.20082860211753875], null], [[-0.35714285714285715, 1.0476190476190474, 0.18934534852902202], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, 1.0476190476190474, 0.3012987012987013], null], [[-0.5, 1.1904761904761902, 0.2925714285714286], null], [[-0.35714285714285715, 1.0476190476190474, 0.18934534852902202], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, 1.1904761904761902, 0.2925714285714286], null], [[-0.35714285714285715, 1.0476190476190474, 0.18934534852902202], null], [[-0.35714285714285715, 1.1904761904761902, 0.1806180758017493], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, 1.1904761904761902, 0.2925714285714286], null], [[-0.5, 1.3333333333333333, 0.28571428571428575], null], [[-0.35714285714285715, 1.1904761904761902, 0.1806180758017493], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, 1.3333333333333333, 0.28571428571428575], null], [[-0.35714285714285715, 1.1904761904761902, 0.1806180758017493], null], [[-0.35714285714285715, 1.3333333333333333, 0.17376093294460643], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, 0.3333333333333333, 0.34518950437317786], null], [[-0.35714285714285715, 0.47619047619047616, 0.2766180758017493], null], [[-0.2142857142857143, 0.3333333333333333, 0.2705539358600583], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, 0.47619047619047616, 0.2766180758017493], null], [[-0.2142857142857143, 0.3333333333333333, 0.2705539358600583], null], [[-0.2142857142857143, 0.47619047619047616, 0.20198250728862974], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, 0.47619047619047616, 0.2766180758017493], null], [[-0.35714285714285715, 0.6190476190476191, 0.23969499887867238], null], [[-0.2142857142857143, 0.47619047619047616, 0.20198250728862974], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, 0.6190476190476191, 0.23969499887867238], null], [[-0.2142857142857143, 0.47619047619047616, 0.20198250728862974], null], [[-0.2142857142857143, 0.6190476190476191, 0.16505943036555284], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, 0.6190476190476191, 0.23969499887867238], null], [[-0.35714285714285715, 0.7619047619047619, 0.2166180758017493], null], [[-0.2142857142857143, 0.6190476190476191, 0.16505943036555284], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, 0.7619047619047619, 0.2166180758017493], null], [[-0.2142857142857143, 0.6190476190476191, 0.16505943036555284], null], [[-0.2142857142857143, 0.7619047619047619, 0.14198250728862974], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, 0.7619047619047619, 0.2166180758017493], null], [[-0.35714285714285715, 0.9047619047619048, 0.20082860211753875], null], [[-0.2142857142857143, 0.7619047619047619, 0.14198250728862974], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, 0.9047619047619048, 0.20082860211753875], null], [[-0.2142857142857143, 0.7619047619047619, 0.14198250728862974], null], [[-0.2142857142857143, 0.9047619047619048, 0.12619303360441922], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, 0.9047619047619048, 0.20082860211753875], null], [[-0.35714285714285715, 1.0476190476190474, 0.18934534852902202], null], [[-0.2142857142857143, 0.9047619047619048, 0.12619303360441922], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, 1.0476190476190474, 0.18934534852902202], null], [[-0.2142857142857143, 0.9047619047619048, 0.12619303360441922], null], [[-0.2142857142857143, 1.0476190476190474, 0.11470978001590248], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, 1.0476190476190474, 0.18934534852902202], null], [[-0.35714285714285715, 1.1904761904761902, 0.1806180758017493], null], [[-0.2142857142857143, 1.0476190476190474, 0.11470978001590248], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, 1.1904761904761902, 0.1806180758017493], null], [[-0.2142857142857143, 1.0476190476190474, 0.11470978001590248], null], [[-0.2142857142857143, 1.1904761904761902, 0.10598250728862976], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, 1.1904761904761902, 0.1806180758017493], null], [[-0.35714285714285715, 1.3333333333333333, 0.17376093294460643], null], [[-0.2142857142857143, 1.1904761904761902, 0.10598250728862976], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, 1.3333333333333333, 0.17376093294460643], null], [[-0.2142857142857143, 1.1904761904761902, 0.10598250728862976], null], [[-0.2142857142857143, 1.3333333333333333, 0.0991253644314869], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, 0.3333333333333333, 0.2705539358600583], null], [[0.3571428571428571, 0.3333333333333333, 0.34518950437317786], null], [[0.3571428571428571, 0.47619047619047616, 0.27661807580174924], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, 0.3333333333333333, 0.2705539358600583], null], [[0.2142857142857143, 0.47619047619047616, 0.20198250728862974], null], [[0.3571428571428571, 0.47619047619047616, 0.27661807580174924], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, 0.47619047619047616, 0.20198250728862974], null], [[0.3571428571428571, 0.47619047619047616, 0.27661807580174924], null], [[0.3571428571428571, 0.6190476190476191, 0.23969499887867232], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, 0.47619047619047616, 0.20198250728862974], null], [[0.2142857142857143, 0.6190476190476191, 0.16505943036555284], null], [[0.3571428571428571, 0.6190476190476191, 0.23969499887867232], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, 0.6190476190476191, 0.16505943036555284], null], [[0.3571428571428571, 0.6190476190476191, 0.23969499887867232], null], [[0.3571428571428571, 0.7619047619047619, 0.21661807580174927], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, 0.6190476190476191, 0.16505943036555284], null], [[0.2142857142857143, 0.7619047619047619, 0.14198250728862974], null], [[0.3571428571428571, 0.7619047619047619, 0.21661807580174927], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, 0.7619047619047619, 0.14198250728862974], null], [[0.3571428571428571, 0.7619047619047619, 0.21661807580174927], null], [[0.3571428571428571, 0.9047619047619048, 0.20082860211753875], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, 0.7619047619047619, 0.14198250728862974], null], [[0.2142857142857143, 0.9047619047619048, 0.12619303360441922], null], [[0.3571428571428571, 0.9047619047619048, 0.20082860211753875], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, 0.9047619047619048, 0.12619303360441922], null], [[0.3571428571428571, 0.9047619047619048, 0.20082860211753875], null], [[0.3571428571428571, 1.0476190476190474, 0.189345348529022], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, 0.9047619047619048, 0.12619303360441922], null], [[0.2142857142857143, 1.0476190476190474, 0.11470978001590248], null], [[0.3571428571428571, 1.0476190476190474, 0.189345348529022], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, 1.0476190476190474, 0.11470978001590248], null], [[0.3571428571428571, 1.0476190476190474, 0.189345348529022], null], [[0.3571428571428571, 1.1904761904761902, 0.18061807580174927], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, 1.0476190476190474, 0.11470978001590248], null], [[0.2142857142857143, 1.1904761904761902, 0.10598250728862976], null], [[0.3571428571428571, 1.1904761904761902, 0.18061807580174927], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, 1.1904761904761902, 0.10598250728862976], null], [[0.3571428571428571, 1.1904761904761902, 0.18061807580174927], null], [[0.3571428571428571, 1.3333333333333333, 0.1737609329446064], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, 1.1904761904761902, 0.10598250728862976], null], [[0.2142857142857143, 1.3333333333333333, 0.0991253644314869], null], [[0.3571428571428571, 1.3333333333333333, 0.1737609329446064], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, 0.3333333333333333, 0.34518950437317786], null], [[0.5, 0.3333333333333333, 0.4571428571428572], null], [[0.5, 0.47619047619047616, 0.3885714285714286], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, 0.3333333333333333, 0.34518950437317786], null], [[0.3571428571428571, 0.47619047619047616, 0.27661807580174924], null], [[0.5, 0.47619047619047616, 0.3885714285714286], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, 0.47619047619047616, 0.27661807580174924], null], [[0.5, 0.47619047619047616, 0.3885714285714286], null], [[0.5, 0.6190476190476191, 0.3516483516483517], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, 0.47619047619047616, 0.27661807580174924], null], [[0.3571428571428571, 0.6190476190476191, 0.23969499887867232], null], [[0.5, 0.6190476190476191, 0.3516483516483517], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, 0.6190476190476191, 0.23969499887867232], null], [[0.5, 0.6190476190476191, 0.3516483516483517], null], [[0.5, 0.7619047619047619, 0.3285714285714286], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, 0.6190476190476191, 0.23969499887867232], null], [[0.3571428571428571, 0.7619047619047619, 0.21661807580174927], null], [[0.5, 0.7619047619047619, 0.3285714285714286], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, 0.7619047619047619, 0.21661807580174927], null], [[0.5, 0.7619047619047619, 0.3285714285714286], null], [[0.5, 0.9047619047619048, 0.3127819548872181], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, 0.7619047619047619, 0.21661807580174927], null], [[0.3571428571428571, 0.9047619047619048, 0.20082860211753875], null], [[0.5, 0.9047619047619048, 0.3127819548872181], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, 0.9047619047619048, 0.20082860211753875], null], [[0.5, 0.9047619047619048, 0.3127819548872181], null], [[0.5, 1.0476190476190474, 0.3012987012987013], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, 0.9047619047619048, 0.20082860211753875], null], [[0.3571428571428571, 1.0476190476190474, 0.189345348529022], null], [[0.5, 1.0476190476190474, 0.3012987012987013], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, 1.0476190476190474, 0.189345348529022], null], [[0.5, 1.0476190476190474, 0.3012987012987013], null], [[0.5, 1.1904761904761902, 0.2925714285714286], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, 1.0476190476190474, 0.189345348529022], null], [[0.3571428571428571, 1.1904761904761902, 0.18061807580174927], null], [[0.5, 1.1904761904761902, 0.2925714285714286], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, 1.1904761904761902, 0.18061807580174927], null], [[0.5, 1.1904761904761902, 0.2925714285714286], null], [[0.5, 1.3333333333333333, 0.28571428571428575], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, 1.1904761904761902, 0.18061807580174927], null], [[0.3571428571428571, 1.3333333333333333, 0.1737609329446064], null], [[0.5, 1.3333333333333333, 0.28571428571428575], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.47619047619047616, 0.20198250728862974], null], [[-0.14285714285714288, 0.40476190476190477, 0.20689418624592695], null], [[-0.14285714285714288, 0.47619047619047616, 0.17865889212827987], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.40476190476190477, 0.20689418624592695], null], [[-0.07142857142857145, 0.3333333333333333, 0.23323615160349856], null], [[-0.07142857142857145, 0.40476190476190477, 0.19290001714971705], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.47619047619047616, 0.17865889212827987], null], [[-0.07142857142857145, 0.40476190476190477, 0.19290001714971705], null], [[-0.07142857142857145, 0.47619047619047616, 0.16466472303206997], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.40476190476190477, 0.20689418624592695], null], [[-0.14285714285714288, 0.47619047619047616, 0.17865889212827987], null], [[-0.07142857142857145, 0.40476190476190477, 0.19290001714971705], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.3333333333333333, 0.23323615160349856], null], [[-0.07142857142857145, 0.40476190476190477, 0.19290001714971705], null], [[-2.7755575615628914e-17, 0.3333333333333333, 0.2285714285714286], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.40476190476190477, 0.19290001714971705], null], [[-0.07142857142857145, 0.47619047619047616, 0.16466472303206997], null], [[-2.7755575615628914e-17, 0.40476190476190477, 0.18823529411764706], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 0.3333333333333333, 0.2285714285714286], null], [[-2.7755575615628914e-17, 0.40476190476190477, 0.18823529411764706], null], [[0.0714285714285714, 0.3333333333333333, 0.23323615160349856], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.40476190476190477, 0.19290001714971705], null], [[-2.7755575615628914e-17, 0.3333333333333333, 0.2285714285714286], null], [[-2.7755575615628914e-17, 0.40476190476190477, 0.18823529411764706], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.6190476190476191, 0.16505943036555284], null], [[-0.14285714285714288, 0.5476190476190476, 0.1577893269108886], null], [[-0.14285714285714288, 0.6190476190476191, 0.14173581520520295], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.5476190476190476, 0.1577893269108886], null], [[-0.07142857142857145, 0.47619047619047616, 0.16466472303206997], null], [[-0.07142857142857145, 0.5476190476190476, 0.1437951578146787], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.6190476190476191, 0.14173581520520295], null], [[-0.07142857142857145, 0.5476190476190476, 0.1437951578146787], null], [[-0.07142857142857145, 0.6190476190476191, 0.12774164610899305], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.5476190476190476, 0.1577893269108886], null], [[-0.14285714285714288, 0.6190476190476191, 0.14173581520520295], null], [[-0.07142857142857145, 0.5476190476190476, 0.1437951578146787], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.47619047619047616, 0.16466472303206997], null], [[-0.07142857142857145, 0.5476190476190476, 0.1437951578146787], null], [[-2.7755575615628914e-17, 0.47619047619047616, 0.16], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.5476190476190476, 0.1437951578146787], null], [[-0.07142857142857145, 0.6190476190476191, 0.12774164610899305], null], [[-2.7755575615628914e-17, 0.5476190476190476, 0.13913043478260873], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 0.47619047619047616, 0.16], null], [[-2.7755575615628914e-17, 0.5476190476190476, 0.13913043478260873], null], [[0.0714285714285714, 0.47619047619047616, 0.16466472303206997], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.5476190476190476, 0.1437951578146787], null], [[-2.7755575615628914e-17, 0.47619047619047616, 0.16], null], [[-2.7755575615628914e-17, 0.5476190476190476, 0.13913043478260873], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.7619047619047619, 0.14198250728862974], null], [[-0.14285714285714288, 0.6904761904761904, 0.1290037197144868], null], [[-0.14285714285714288, 0.7619047619047619, 0.11865889212827989], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.6904761904761904, 0.1290037197144868], null], [[-0.07142857142857145, 0.6190476190476191, 0.12774164610899305], null], [[-0.07142857142857145, 0.6904761904761904, 0.1150095506182769], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.7619047619047619, 0.11865889212827989], null], [[-0.07142857142857145, 0.6904761904761904, 0.1150095506182769], null], [[-0.07142857142857145, 0.7619047619047619, 0.10466472303206999], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.6904761904761904, 0.1290037197144868], null], [[-0.14285714285714288, 0.7619047619047619, 0.11865889212827989], null], [[-0.07142857142857145, 0.6904761904761904, 0.1150095506182769], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.6190476190476191, 0.12774164610899305], null], [[-0.07142857142857145, 0.6904761904761904, 0.1150095506182769], null], [[-2.7755575615628914e-17, 0.6190476190476191, 0.12307692307692308], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.6904761904761904, 0.1150095506182769], null], [[-0.07142857142857145, 0.7619047619047619, 0.10466472303206999], null], [[-2.7755575615628914e-17, 0.6904761904761904, 0.11034482758620692], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 0.6190476190476191, 0.12307692307692308], null], [[-2.7755575615628914e-17, 0.6904761904761904, 0.11034482758620692], null], [[0.0714285714285714, 0.6190476190476191, 0.12774164610899305], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.6904761904761904, 0.1150095506182769], null], [[-2.7755575615628914e-17, 0.6190476190476191, 0.12307692307692308], null], [[-2.7755575615628914e-17, 0.6904761904761904, 0.11034482758620692], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.9047619047619048, 0.12619303360441922], null], [[-0.14285714285714288, 0.8333333333333333, 0.11008746355685134], null], [[-0.14285714285714288, 0.9047619047619048, 0.10286941844406937], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.8333333333333333, 0.11008746355685134], null], [[-0.07142857142857145, 0.7619047619047619, 0.10466472303206999], null], [[-0.07142857142857145, 0.8333333333333333, 0.09609329446064142], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.9047619047619048, 0.10286941844406937], null], [[-0.07142857142857145, 0.8333333333333333, 0.09609329446064142], null], [[-0.07142857142857145, 0.9047619047619048, 0.08887524934785945], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.8333333333333333, 0.11008746355685134], null], [[-0.14285714285714288, 0.9047619047619048, 0.10286941844406937], null], [[-0.07142857142857145, 0.8333333333333333, 0.09609329446064142], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.7619047619047619, 0.10466472303206999], null], [[-0.07142857142857145, 0.8333333333333333, 0.09609329446064142], null], [[-2.7755575615628914e-17, 0.7619047619047619, 0.1], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.8333333333333333, 0.09609329446064142], null], [[-0.07142857142857145, 0.9047619047619048, 0.08887524934785945], null], [[-2.7755575615628914e-17, 0.8333333333333333, 0.09142857142857144], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 0.7619047619047619, 0.1], null], [[-2.7755575615628914e-17, 0.8333333333333333, 0.09142857142857144], null], [[0.0714285714285714, 0.7619047619047619, 0.10466472303206997], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.8333333333333333, 0.09609329446064142], null], [[-2.7755575615628914e-17, 0.7619047619047619, 0.1], null], [[-2.7755575615628914e-17, 0.8333333333333333, 0.09142857142857144], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 1.0476190476190474, 0.11470978001590248], null], [[-0.14285714285714288, 0.9761904761904763, 0.09670767261608477], null], [[-0.14285714285714288, 1.0476190476190474, 0.09138616485555262], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.9761904761904763, 0.09670767261608477], null], [[-0.07142857142857145, 0.9047619047619048, 0.08887524934785945], null], [[-0.07142857142857145, 0.9761904761904763, 0.08271350351987486], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 1.0476190476190474, 0.09138616485555262], null], [[-0.07142857142857145, 0.9761904761904763, 0.08271350351987486], null], [[-0.07142857142857145, 1.0476190476190474, 0.0773919957593427], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.9761904761904763, 0.09670767261608477], null], [[-0.14285714285714288, 1.0476190476190474, 0.09138616485555262], null], [[-0.07142857142857145, 0.9761904761904763, 0.08271350351987486], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.9047619047619048, 0.08887524934785945], null], [[-0.07142857142857145, 0.9761904761904763, 0.08271350351987486], null], [[-2.7755575615628914e-17, 0.9047619047619048, 0.08421052631578947], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.9761904761904763, 0.08271350351987486], null], [[-0.07142857142857145, 1.0476190476190474, 0.0773919957593427], null], [[-2.7755575615628914e-17, 0.9761904761904763, 0.07804878048780488], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 0.9047619047619048, 0.08421052631578947], null], [[-2.7755575615628914e-17, 0.9761904761904763, 0.07804878048780488], null], [[0.0714285714285714, 0.9047619047619048, 0.08887524934785944], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.9761904761904763, 0.08271350351987486], null], [[-2.7755575615628914e-17, 0.9047619047619048, 0.08421052631578947], null], [[-2.7755575615628914e-17, 0.9761904761904763, 0.07804878048780488], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 1.1904761904761902, 0.10598250728862976], null], [[-0.14285714285714288, 1.1190476190476188, 0.08674399851125864], null], [[-0.14285714285714288, 1.1904761904761902, 0.0826588921282799], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 1.1190476190476188, 0.08674399851125864], null], [[-0.07142857142857145, 1.0476190476190474, 0.0773919957593427], null], [[-0.07142857142857145, 1.1190476190476188, 0.07274982941504872], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 1.1904761904761902, 0.0826588921282799], null], [[-0.07142857142857145, 1.1190476190476188, 0.07274982941504872], null], [[-0.07142857142857145, 1.1904761904761902, 0.06866472303206998], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 1.1190476190476188, 0.08674399851125864], null], [[-0.14285714285714288, 1.1904761904761902, 0.0826588921282799], null], [[-0.07142857142857145, 1.1190476190476188, 0.07274982941504872], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 1.0476190476190474, 0.0773919957593427], null], [[-0.07142857142857145, 1.1190476190476188, 0.07274982941504872], null], [[-2.7755575615628914e-17, 1.0476190476190474, 0.07272727272727274], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 1.1190476190476188, 0.07274982941504872], null], [[-0.07142857142857145, 1.1904761904761902, 0.06866472303206998], null], [[-2.7755575615628914e-17, 1.1190476190476188, 0.06808510638297874], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 1.0476190476190474, 0.07272727272727274], null], [[-2.7755575615628914e-17, 1.1190476190476188, 0.06808510638297874], null], [[0.0714285714285714, 1.0476190476190474, 0.07739199575934269], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 1.1190476190476188, 0.07274982941504872], null], [[-2.7755575615628914e-17, 1.0476190476190474, 0.07272727272727274], null], [[-2.7755575615628914e-17, 1.1190476190476188, 0.06808510638297874], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 1.3333333333333333, 0.0991253644314869], null], [[-0.14285714285714288, 1.2619047619047619, 0.07903625061884594], null], [[-0.14285714285714288, 1.3333333333333333, 0.07580174927113704], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 1.2619047619047619, 0.07903625061884594], null], [[-0.07142857142857145, 1.1904761904761902, 0.06866472303206998], null], [[-0.07142857142857145, 1.2619047619047619, 0.06504208152263602], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 1.3333333333333333, 0.07580174927113704], null], [[-0.07142857142857145, 1.2619047619047619, 0.06504208152263602], null], [[-0.07142857142857145, 1.3333333333333333, 0.06180758017492712], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 1.2619047619047619, 0.07903625061884594], null], [[-0.14285714285714288, 1.3333333333333333, 0.07580174927113704], null], [[-0.07142857142857145, 1.2619047619047619, 0.06504208152263602], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 1.1904761904761902, 0.06866472303206998], null], [[-0.07142857142857145, 1.2619047619047619, 0.06504208152263602], null], [[-2.7755575615628914e-17, 1.1904761904761902, 0.06400000000000002], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 1.2619047619047619, 0.06504208152263602], null], [[-0.07142857142857145, 1.3333333333333333, 0.06180758017492712], null], [[-2.7755575615628914e-17, 1.2619047619047619, 0.060377358490566045], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 1.1904761904761902, 0.06400000000000002], null], [[-2.7755575615628914e-17, 1.2619047619047619, 0.060377358490566045], null], [[0.0714285714285714, 1.1904761904761902, 0.06866472303206998], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 1.2619047619047619, 0.06504208152263602], null], [[-2.7755575615628914e-17, 1.1904761904761902, 0.06400000000000002], null], [[-2.7755575615628914e-17, 1.2619047619047619, 0.060377358490566045], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.3333333333333333, 0.23323615160349856], null], [[-0.07142857142857145, 0.40476190476190477, 0.19290001714971705], null], [[-2.7755575615628914e-17, 0.3333333333333333, 0.2285714285714286], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.40476190476190477, 0.19290001714971705], null], [[-0.07142857142857145, 0.47619047619047616, 0.16466472303206997], null], [[-2.7755575615628914e-17, 0.40476190476190477, 0.18823529411764706], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 0.3333333333333333, 0.2285714285714286], null], [[-2.7755575615628914e-17, 0.40476190476190477, 0.18823529411764706], null], [[0.0714285714285714, 0.3333333333333333, 0.23323615160349856], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.40476190476190477, 0.19290001714971705], null], [[-2.7755575615628914e-17, 0.3333333333333333, 0.2285714285714286], null], [[-2.7755575615628914e-17, 0.40476190476190477, 0.18823529411764706], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.47619047619047616, 0.20198250728862974], null], [[-0.14285714285714288, 0.40476190476190477, 0.20689418624592695], null], [[-0.14285714285714288, 0.47619047619047616, 0.17865889212827987], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.40476190476190477, 0.20689418624592695], null], [[-0.07142857142857145, 0.3333333333333333, 0.23323615160349856], null], [[-0.07142857142857145, 0.40476190476190477, 0.19290001714971705], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.47619047619047616, 0.17865889212827987], null], [[-0.07142857142857145, 0.40476190476190477, 0.19290001714971705], null], [[-0.07142857142857145, 0.47619047619047616, 0.16466472303206997], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.40476190476190477, 0.20689418624592695], null], [[-0.14285714285714288, 0.47619047619047616, 0.17865889212827987], null], [[-0.07142857142857145, 0.40476190476190477, 0.19290001714971705], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.47619047619047616, 0.16466472303206997], null], [[-2.7755575615628914e-17, 0.40476190476190477, 0.18823529411764706], null], [[-2.7755575615628914e-17, 0.47619047619047616, 0.16], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 0.40476190476190477, 0.18823529411764706], null], [[0.0714285714285714, 0.3333333333333333, 0.23323615160349856], null], [[0.0714285714285714, 0.40476190476190477, 0.19290001714971705], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 0.47619047619047616, 0.16], null], [[0.0714285714285714, 0.40476190476190477, 0.19290001714971705], null], [[0.0714285714285714, 0.47619047619047616, 0.16466472303206997], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 0.40476190476190477, 0.18823529411764706], null], [[-2.7755575615628914e-17, 0.47619047619047616, 0.16], null], [[0.0714285714285714, 0.40476190476190477, 0.19290001714971705], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.3333333333333333, 0.23323615160349856], null], [[0.0714285714285714, 0.40476190476190477, 0.19290001714971705], null], [[0.14285714285714285, 0.40476190476190477, 0.20689418624592695], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.40476190476190477, 0.19290001714971705], null], [[0.0714285714285714, 0.47619047619047616, 0.16466472303206997], null], [[0.14285714285714285, 0.47619047619047616, 0.17865889212827987], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, 0.40476190476190477, 0.20689418624592695], null], [[0.14285714285714285, 0.47619047619047616, 0.17865889212827987], null], [[0.2142857142857143, 0.47619047619047616, 0.20198250728862974], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.40476190476190477, 0.19290001714971705], null], [[0.14285714285714285, 0.40476190476190477, 0.20689418624592695], null], [[0.14285714285714285, 0.47619047619047616, 0.17865889212827987], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.47619047619047616, 0.16466472303206997], null], [[-0.07142857142857145, 0.5476190476190476, 0.1437951578146787], null], [[-2.7755575615628914e-17, 0.47619047619047616, 0.16], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.5476190476190476, 0.1437951578146787], null], [[-0.07142857142857145, 0.6190476190476191, 0.12774164610899305], null], [[-2.7755575615628914e-17, 0.5476190476190476, 0.13913043478260873], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 0.47619047619047616, 0.16], null], [[-2.7755575615628914e-17, 0.5476190476190476, 0.13913043478260873], null], [[0.0714285714285714, 0.47619047619047616, 0.16466472303206997], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.5476190476190476, 0.1437951578146787], null], [[-2.7755575615628914e-17, 0.47619047619047616, 0.16], null], [[-2.7755575615628914e-17, 0.5476190476190476, 0.13913043478260873], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.6190476190476191, 0.16505943036555284], null], [[-0.14285714285714288, 0.5476190476190476, 0.1577893269108886], null], [[-0.14285714285714288, 0.6190476190476191, 0.14173581520520295], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.5476190476190476, 0.1577893269108886], null], [[-0.07142857142857145, 0.47619047619047616, 0.16466472303206997], null], [[-0.07142857142857145, 0.5476190476190476, 0.1437951578146787], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.6190476190476191, 0.14173581520520295], null], [[-0.07142857142857145, 0.5476190476190476, 0.1437951578146787], null], [[-0.07142857142857145, 0.6190476190476191, 0.12774164610899305], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.5476190476190476, 0.1577893269108886], null], [[-0.14285714285714288, 0.6190476190476191, 0.14173581520520295], null], [[-0.07142857142857145, 0.5476190476190476, 0.1437951578146787], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.6190476190476191, 0.12774164610899305], null], [[-2.7755575615628914e-17, 0.5476190476190476, 0.13913043478260873], null], [[-2.7755575615628914e-17, 0.6190476190476191, 0.12307692307692308], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 0.5476190476190476, 0.13913043478260873], null], [[0.0714285714285714, 0.47619047619047616, 0.16466472303206997], null], [[0.0714285714285714, 0.5476190476190476, 0.1437951578146787], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 0.6190476190476191, 0.12307692307692308], null], [[0.0714285714285714, 0.5476190476190476, 0.1437951578146787], null], [[0.0714285714285714, 0.6190476190476191, 0.12774164610899305], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 0.5476190476190476, 0.13913043478260873], null], [[-2.7755575615628914e-17, 0.6190476190476191, 0.12307692307692308], null], [[0.0714285714285714, 0.5476190476190476, 0.1437951578146787], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.47619047619047616, 0.16466472303206997], null], [[0.0714285714285714, 0.5476190476190476, 0.1437951578146787], null], [[0.14285714285714285, 0.5476190476190476, 0.1577893269108886], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.5476190476190476, 0.1437951578146787], null], [[0.0714285714285714, 0.6190476190476191, 0.12774164610899305], null], [[0.14285714285714285, 0.6190476190476191, 0.14173581520520295], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, 0.5476190476190476, 0.1577893269108886], null], [[0.14285714285714285, 0.6190476190476191, 0.14173581520520295], null], [[0.2142857142857143, 0.6190476190476191, 0.16505943036555284], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.5476190476190476, 0.1437951578146787], null], [[0.14285714285714285, 0.5476190476190476, 0.1577893269108886], null], [[0.14285714285714285, 0.6190476190476191, 0.14173581520520295], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.6190476190476191, 0.12774164610899305], null], [[-0.07142857142857145, 0.6904761904761904, 0.1150095506182769], null], [[-2.7755575615628914e-17, 0.6190476190476191, 0.12307692307692308], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.6904761904761904, 0.1150095506182769], null], [[-0.07142857142857145, 0.7619047619047619, 0.10466472303206999], null], [[-2.7755575615628914e-17, 0.6904761904761904, 0.11034482758620692], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 0.6190476190476191, 0.12307692307692308], null], [[-2.7755575615628914e-17, 0.6904761904761904, 0.11034482758620692], null], [[0.0714285714285714, 0.6190476190476191, 0.12774164610899305], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.6904761904761904, 0.1150095506182769], null], [[-2.7755575615628914e-17, 0.6190476190476191, 0.12307692307692308], null], [[-2.7755575615628914e-17, 0.6904761904761904, 0.11034482758620692], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.7619047619047619, 0.14198250728862974], null], [[-0.14285714285714288, 0.6904761904761904, 0.1290037197144868], null], [[-0.14285714285714288, 0.7619047619047619, 0.11865889212827989], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.6904761904761904, 0.1290037197144868], null], [[-0.07142857142857145, 0.6190476190476191, 0.12774164610899305], null], [[-0.07142857142857145, 0.6904761904761904, 0.1150095506182769], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.7619047619047619, 0.11865889212827989], null], [[-0.07142857142857145, 0.6904761904761904, 0.1150095506182769], null], [[-0.07142857142857145, 0.7619047619047619, 0.10466472303206999], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.6904761904761904, 0.1290037197144868], null], [[-0.14285714285714288, 0.7619047619047619, 0.11865889212827989], null], [[-0.07142857142857145, 0.6904761904761904, 0.1150095506182769], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.7619047619047619, 0.10466472303206999], null], [[-2.7755575615628914e-17, 0.6904761904761904, 0.11034482758620692], null], [[-2.7755575615628914e-17, 0.7619047619047619, 0.1], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 0.6904761904761904, 0.11034482758620692], null], [[0.0714285714285714, 0.6190476190476191, 0.12774164610899305], null], [[0.0714285714285714, 0.6904761904761904, 0.1150095506182769], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 0.7619047619047619, 0.1], null], [[0.0714285714285714, 0.6904761904761904, 0.1150095506182769], null], [[0.0714285714285714, 0.7619047619047619, 0.10466472303206997], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 0.6904761904761904, 0.11034482758620692], null], [[-2.7755575615628914e-17, 0.7619047619047619, 0.1], null], [[0.0714285714285714, 0.6904761904761904, 0.1150095506182769], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.6190476190476191, 0.12774164610899305], null], [[0.0714285714285714, 0.6904761904761904, 0.1150095506182769], null], [[0.14285714285714285, 0.6904761904761904, 0.1290037197144868], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.6904761904761904, 0.1150095506182769], null], [[0.0714285714285714, 0.7619047619047619, 0.10466472303206997], null], [[0.14285714285714285, 0.7619047619047619, 0.11865889212827989], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, 0.6904761904761904, 0.1290037197144868], null], [[0.14285714285714285, 0.7619047619047619, 0.11865889212827989], null], [[0.2142857142857143, 0.7619047619047619, 0.14198250728862974], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.6904761904761904, 0.1150095506182769], null], [[0.14285714285714285, 0.6904761904761904, 0.1290037197144868], null], [[0.14285714285714285, 0.7619047619047619, 0.11865889212827989], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.7619047619047619, 0.10466472303206999], null], [[-0.07142857142857145, 0.8333333333333333, 0.09609329446064142], null], [[-2.7755575615628914e-17, 0.7619047619047619, 0.1], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.8333333333333333, 0.09609329446064142], null], [[-0.07142857142857145, 0.9047619047619048, 0.08887524934785945], null], [[-2.7755575615628914e-17, 0.8333333333333333, 0.09142857142857144], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 0.7619047619047619, 0.1], null], [[-2.7755575615628914e-17, 0.8333333333333333, 0.09142857142857144], null], [[0.0714285714285714, 0.7619047619047619, 0.10466472303206997], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.8333333333333333, 0.09609329446064142], null], [[-2.7755575615628914e-17, 0.7619047619047619, 0.1], null], [[-2.7755575615628914e-17, 0.8333333333333333, 0.09142857142857144], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.9047619047619048, 0.12619303360441922], null], [[-0.14285714285714288, 0.8333333333333333, 0.11008746355685134], null], [[-0.14285714285714288, 0.9047619047619048, 0.10286941844406937], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.8333333333333333, 0.11008746355685134], null], [[-0.07142857142857145, 0.7619047619047619, 0.10466472303206999], null], [[-0.07142857142857145, 0.8333333333333333, 0.09609329446064142], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.9047619047619048, 0.10286941844406937], null], [[-0.07142857142857145, 0.8333333333333333, 0.09609329446064142], null], [[-0.07142857142857145, 0.9047619047619048, 0.08887524934785945], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.8333333333333333, 0.11008746355685134], null], [[-0.14285714285714288, 0.9047619047619048, 0.10286941844406937], null], [[-0.07142857142857145, 0.8333333333333333, 0.09609329446064142], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.9047619047619048, 0.08887524934785945], null], [[-2.7755575615628914e-17, 0.8333333333333333, 0.09142857142857144], null], [[-2.7755575615628914e-17, 0.9047619047619048, 0.08421052631578947], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 0.8333333333333333, 0.09142857142857144], null], [[0.0714285714285714, 0.7619047619047619, 0.10466472303206997], null], [[0.0714285714285714, 0.8333333333333333, 0.09609329446064141], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 0.9047619047619048, 0.08421052631578947], null], [[0.0714285714285714, 0.8333333333333333, 0.09609329446064141], null], [[0.0714285714285714, 0.9047619047619048, 0.08887524934785944], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 0.8333333333333333, 0.09142857142857144], null], [[-2.7755575615628914e-17, 0.9047619047619048, 0.08421052631578947], null], [[0.0714285714285714, 0.8333333333333333, 0.09609329446064141], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.7619047619047619, 0.10466472303206997], null], [[0.0714285714285714, 0.8333333333333333, 0.09609329446064141], null], [[0.14285714285714285, 0.8333333333333333, 0.11008746355685133], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.8333333333333333, 0.09609329446064141], null], [[0.0714285714285714, 0.9047619047619048, 0.08887524934785944], null], [[0.14285714285714285, 0.9047619047619048, 0.10286941844406935], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, 0.8333333333333333, 0.11008746355685133], null], [[0.14285714285714285, 0.9047619047619048, 0.10286941844406935], null], [[0.2142857142857143, 0.9047619047619048, 0.12619303360441922], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.8333333333333333, 0.09609329446064141], null], [[0.14285714285714285, 0.8333333333333333, 0.11008746355685133], null], [[0.14285714285714285, 0.9047619047619048, 0.10286941844406935], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.9047619047619048, 0.08887524934785945], null], [[-0.07142857142857145, 0.9761904761904763, 0.08271350351987486], null], [[-2.7755575615628914e-17, 0.9047619047619048, 0.08421052631578947], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.9761904761904763, 0.08271350351987486], null], [[-0.07142857142857145, 1.0476190476190474, 0.0773919957593427], null], [[-2.7755575615628914e-17, 0.9761904761904763, 0.07804878048780488], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 0.9047619047619048, 0.08421052631578947], null], [[-2.7755575615628914e-17, 0.9761904761904763, 0.07804878048780488], null], [[0.0714285714285714, 0.9047619047619048, 0.08887524934785944], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.9761904761904763, 0.08271350351987486], null], [[-2.7755575615628914e-17, 0.9047619047619048, 0.08421052631578947], null], [[-2.7755575615628914e-17, 0.9761904761904763, 0.07804878048780488], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 1.0476190476190474, 0.11470978001590248], null], [[-0.14285714285714288, 0.9761904761904763, 0.09670767261608477], null], [[-0.14285714285714288, 1.0476190476190474, 0.09138616485555262], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.9761904761904763, 0.09670767261608477], null], [[-0.07142857142857145, 0.9047619047619048, 0.08887524934785945], null], [[-0.07142857142857145, 0.9761904761904763, 0.08271350351987486], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 1.0476190476190474, 0.09138616485555262], null], [[-0.07142857142857145, 0.9761904761904763, 0.08271350351987486], null], [[-0.07142857142857145, 1.0476190476190474, 0.0773919957593427], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.9761904761904763, 0.09670767261608477], null], [[-0.14285714285714288, 1.0476190476190474, 0.09138616485555262], null], [[-0.07142857142857145, 0.9761904761904763, 0.08271350351987486], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 1.0476190476190474, 0.0773919957593427], null], [[-2.7755575615628914e-17, 0.9761904761904763, 0.07804878048780488], null], [[-2.7755575615628914e-17, 1.0476190476190474, 0.07272727272727274], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 0.9761904761904763, 0.07804878048780488], null], [[0.0714285714285714, 0.9047619047619048, 0.08887524934785944], null], [[0.0714285714285714, 0.9761904761904763, 0.08271350351987485], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 1.0476190476190474, 0.07272727272727274], null], [[0.0714285714285714, 0.9761904761904763, 0.08271350351987485], null], [[0.0714285714285714, 1.0476190476190474, 0.07739199575934269], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 0.9761904761904763, 0.07804878048780488], null], [[-2.7755575615628914e-17, 1.0476190476190474, 0.07272727272727274], null], [[0.0714285714285714, 0.9761904761904763, 0.08271350351987485], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.9047619047619048, 0.08887524934785944], null], [[0.0714285714285714, 0.9761904761904763, 0.08271350351987485], null], [[0.14285714285714285, 0.9761904761904763, 0.09670767261608476], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.9761904761904763, 0.08271350351987485], null], [[0.0714285714285714, 1.0476190476190474, 0.07739199575934269], null], [[0.14285714285714285, 1.0476190476190474, 0.0913861648555526], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, 0.9761904761904763, 0.09670767261608476], null], [[0.14285714285714285, 1.0476190476190474, 0.0913861648555526], null], [[0.2142857142857143, 1.0476190476190474, 0.11470978001590248], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.9761904761904763, 0.08271350351987485], null], [[0.14285714285714285, 0.9761904761904763, 0.09670767261608476], null], [[0.14285714285714285, 1.0476190476190474, 0.0913861648555526], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 1.0476190476190474, 0.0773919957593427], null], [[-0.07142857142857145, 1.1190476190476188, 0.07274982941504872], null], [[-2.7755575615628914e-17, 1.0476190476190474, 0.07272727272727274], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 1.1190476190476188, 0.07274982941504872], null], [[-0.07142857142857145, 1.1904761904761902, 0.06866472303206998], null], [[-2.7755575615628914e-17, 1.1190476190476188, 0.06808510638297874], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 1.0476190476190474, 0.07272727272727274], null], [[-2.7755575615628914e-17, 1.1190476190476188, 0.06808510638297874], null], [[0.0714285714285714, 1.0476190476190474, 0.07739199575934269], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 1.1190476190476188, 0.07274982941504872], null], [[-2.7755575615628914e-17, 1.0476190476190474, 0.07272727272727274], null], [[-2.7755575615628914e-17, 1.1190476190476188, 0.06808510638297874], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 1.1904761904761902, 0.10598250728862976], null], [[-0.14285714285714288, 1.1190476190476188, 0.08674399851125864], null], [[-0.14285714285714288, 1.1904761904761902, 0.0826588921282799], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 1.1190476190476188, 0.08674399851125864], null], [[-0.07142857142857145, 1.0476190476190474, 0.0773919957593427], null], [[-0.07142857142857145, 1.1190476190476188, 0.07274982941504872], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 1.1904761904761902, 0.0826588921282799], null], [[-0.07142857142857145, 1.1190476190476188, 0.07274982941504872], null], [[-0.07142857142857145, 1.1904761904761902, 0.06866472303206998], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 1.1190476190476188, 0.08674399851125864], null], [[-0.14285714285714288, 1.1904761904761902, 0.0826588921282799], null], [[-0.07142857142857145, 1.1190476190476188, 0.07274982941504872], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 1.1904761904761902, 0.06866472303206998], null], [[-2.7755575615628914e-17, 1.1190476190476188, 0.06808510638297874], null], [[-2.7755575615628914e-17, 1.1904761904761902, 0.06400000000000002], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 1.1190476190476188, 0.06808510638297874], null], [[0.0714285714285714, 1.0476190476190474, 0.07739199575934269], null], [[0.0714285714285714, 1.1190476190476188, 0.0727498294150487], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 1.1904761904761902, 0.06400000000000002], null], [[0.0714285714285714, 1.1190476190476188, 0.0727498294150487], null], [[0.0714285714285714, 1.1904761904761902, 0.06866472303206998], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 1.1190476190476188, 0.06808510638297874], null], [[-2.7755575615628914e-17, 1.1904761904761902, 0.06400000000000002], null], [[0.0714285714285714, 1.1190476190476188, 0.0727498294150487], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 1.0476190476190474, 0.07739199575934269], null], [[0.0714285714285714, 1.1190476190476188, 0.0727498294150487], null], [[0.14285714285714285, 1.1190476190476188, 0.08674399851125862], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 1.1190476190476188, 0.0727498294150487], null], [[0.0714285714285714, 1.1904761904761902, 0.06866472303206998], null], [[0.14285714285714285, 1.1904761904761902, 0.0826588921282799], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, 1.1190476190476188, 0.08674399851125862], null], [[0.14285714285714285, 1.1904761904761902, 0.0826588921282799], null], [[0.2142857142857143, 1.1904761904761902, 0.10598250728862976], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 1.1190476190476188, 0.0727498294150487], null], [[0.14285714285714285, 1.1190476190476188, 0.08674399851125862], null], [[0.14285714285714285, 1.1904761904761902, 0.0826588921282799], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 1.1904761904761902, 0.06866472303206998], null], [[-0.07142857142857145, 1.2619047619047619, 0.06504208152263602], null], [[-2.7755575615628914e-17, 1.1904761904761902, 0.06400000000000002], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 1.2619047619047619, 0.06504208152263602], null], [[-0.07142857142857145, 1.3333333333333333, 0.06180758017492712], null], [[-2.7755575615628914e-17, 1.2619047619047619, 0.060377358490566045], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 1.1904761904761902, 0.06400000000000002], null], [[-2.7755575615628914e-17, 1.2619047619047619, 0.060377358490566045], null], [[0.0714285714285714, 1.1904761904761902, 0.06866472303206998], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 1.2619047619047619, 0.06504208152263602], null], [[-2.7755575615628914e-17, 1.1904761904761902, 0.06400000000000002], null], [[-2.7755575615628914e-17, 1.2619047619047619, 0.060377358490566045], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 1.3333333333333333, 0.0991253644314869], null], [[-0.14285714285714288, 1.2619047619047619, 0.07903625061884594], null], [[-0.14285714285714288, 1.3333333333333333, 0.07580174927113704], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 1.2619047619047619, 0.07903625061884594], null], [[-0.07142857142857145, 1.1904761904761902, 0.06866472303206998], null], [[-0.07142857142857145, 1.2619047619047619, 0.06504208152263602], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 1.3333333333333333, 0.07580174927113704], null], [[-0.07142857142857145, 1.2619047619047619, 0.06504208152263602], null], [[-0.07142857142857145, 1.3333333333333333, 0.06180758017492712], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 1.2619047619047619, 0.07903625061884594], null], [[-0.14285714285714288, 1.3333333333333333, 0.07580174927113704], null], [[-0.07142857142857145, 1.2619047619047619, 0.06504208152263602], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 1.3333333333333333, 0.06180758017492712], null], [[-2.7755575615628914e-17, 1.2619047619047619, 0.060377358490566045], null], [[-2.7755575615628914e-17, 1.3333333333333333, 0.05714285714285715], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 1.2619047619047619, 0.060377358490566045], null], [[0.0714285714285714, 1.1904761904761902, 0.06866472303206998], null], [[0.0714285714285714, 1.2619047619047619, 0.065042081522636], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 1.3333333333333333, 0.05714285714285715], null], [[0.0714285714285714, 1.2619047619047619, 0.065042081522636], null], [[0.0714285714285714, 1.3333333333333333, 0.06180758017492711], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 1.2619047619047619, 0.060377358490566045], null], [[-2.7755575615628914e-17, 1.3333333333333333, 0.05714285714285715], null], [[0.0714285714285714, 1.2619047619047619, 0.065042081522636], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 1.1904761904761902, 0.06866472303206998], null], [[0.0714285714285714, 1.2619047619047619, 0.065042081522636], null], [[0.14285714285714285, 1.2619047619047619, 0.07903625061884592], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 1.2619047619047619, 0.065042081522636], null], [[0.0714285714285714, 1.3333333333333333, 0.06180758017492711], null], [[0.14285714285714285, 1.3333333333333333, 0.07580174927113703], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, 1.2619047619047619, 0.07903625061884592], null], [[0.14285714285714285, 1.3333333333333333, 0.07580174927113703], null], [[0.2142857142857143, 1.3333333333333333, 0.0991253644314869], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 1.2619047619047619, 0.065042081522636], null], [[0.14285714285714285, 1.2619047619047619, 0.07903625061884592], null], [[0.14285714285714285, 1.3333333333333333, 0.07580174927113703], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.3333333333333333, 0.23323615160349856], null], [[0.0714285714285714, 0.40476190476190477, 0.19290001714971705], null], [[0.14285714285714285, 0.40476190476190477, 0.20689418624592695], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.40476190476190477, 0.19290001714971705], null], [[0.0714285714285714, 0.47619047619047616, 0.16466472303206997], null], [[0.14285714285714285, 0.47619047619047616, 0.17865889212827987], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, 0.40476190476190477, 0.20689418624592695], null], [[0.14285714285714285, 0.47619047619047616, 0.17865889212827987], null], [[0.2142857142857143, 0.47619047619047616, 0.20198250728862974], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.40476190476190477, 0.19290001714971705], null], [[0.14285714285714285, 0.40476190476190477, 0.20689418624592695], null], [[0.14285714285714285, 0.47619047619047616, 0.17865889212827987], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.47619047619047616, 0.16466472303206997], null], [[-2.7755575615628914e-17, 0.40476190476190477, 0.18823529411764706], null], [[-2.7755575615628914e-17, 0.47619047619047616, 0.16], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 0.40476190476190477, 0.18823529411764706], null], [[0.0714285714285714, 0.3333333333333333, 0.23323615160349856], null], [[0.0714285714285714, 0.40476190476190477, 0.19290001714971705], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 0.47619047619047616, 0.16], null], [[0.0714285714285714, 0.40476190476190477, 0.19290001714971705], null], [[0.0714285714285714, 0.47619047619047616, 0.16466472303206997], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 0.40476190476190477, 0.18823529411764706], null], [[-2.7755575615628914e-17, 0.47619047619047616, 0.16], null], [[0.0714285714285714, 0.40476190476190477, 0.19290001714971705], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.47619047619047616, 0.16466472303206997], null], [[0.0714285714285714, 0.5476190476190476, 0.1437951578146787], null], [[0.14285714285714285, 0.5476190476190476, 0.1577893269108886], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.5476190476190476, 0.1437951578146787], null], [[0.0714285714285714, 0.6190476190476191, 0.12774164610899305], null], [[0.14285714285714285, 0.6190476190476191, 0.14173581520520295], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, 0.5476190476190476, 0.1577893269108886], null], [[0.14285714285714285, 0.6190476190476191, 0.14173581520520295], null], [[0.2142857142857143, 0.6190476190476191, 0.16505943036555284], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.5476190476190476, 0.1437951578146787], null], [[0.14285714285714285, 0.5476190476190476, 0.1577893269108886], null], [[0.14285714285714285, 0.6190476190476191, 0.14173581520520295], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.6190476190476191, 0.12774164610899305], null], [[-2.7755575615628914e-17, 0.5476190476190476, 0.13913043478260873], null], [[-2.7755575615628914e-17, 0.6190476190476191, 0.12307692307692308], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 0.5476190476190476, 0.13913043478260873], null], [[0.0714285714285714, 0.47619047619047616, 0.16466472303206997], null], [[0.0714285714285714, 0.5476190476190476, 0.1437951578146787], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 0.6190476190476191, 0.12307692307692308], null], [[0.0714285714285714, 0.5476190476190476, 0.1437951578146787], null], [[0.0714285714285714, 0.6190476190476191, 0.12774164610899305], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 0.5476190476190476, 0.13913043478260873], null], [[-2.7755575615628914e-17, 0.6190476190476191, 0.12307692307692308], null], [[0.0714285714285714, 0.5476190476190476, 0.1437951578146787], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.6190476190476191, 0.12774164610899305], null], [[0.0714285714285714, 0.6904761904761904, 0.1150095506182769], null], [[0.14285714285714285, 0.6904761904761904, 0.1290037197144868], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.6904761904761904, 0.1150095506182769], null], [[0.0714285714285714, 0.7619047619047619, 0.10466472303206997], null], [[0.14285714285714285, 0.7619047619047619, 0.11865889212827989], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, 0.6904761904761904, 0.1290037197144868], null], [[0.14285714285714285, 0.7619047619047619, 0.11865889212827989], null], [[0.2142857142857143, 0.7619047619047619, 0.14198250728862974], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.6904761904761904, 0.1150095506182769], null], [[0.14285714285714285, 0.6904761904761904, 0.1290037197144868], null], [[0.14285714285714285, 0.7619047619047619, 0.11865889212827989], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.7619047619047619, 0.10466472303206999], null], [[-2.7755575615628914e-17, 0.6904761904761904, 0.11034482758620692], null], [[-2.7755575615628914e-17, 0.7619047619047619, 0.1], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 0.6904761904761904, 0.11034482758620692], null], [[0.0714285714285714, 0.6190476190476191, 0.12774164610899305], null], [[0.0714285714285714, 0.6904761904761904, 0.1150095506182769], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 0.7619047619047619, 0.1], null], [[0.0714285714285714, 0.6904761904761904, 0.1150095506182769], null], [[0.0714285714285714, 0.7619047619047619, 0.10466472303206997], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 0.6904761904761904, 0.11034482758620692], null], [[-2.7755575615628914e-17, 0.7619047619047619, 0.1], null], [[0.0714285714285714, 0.6904761904761904, 0.1150095506182769], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.7619047619047619, 0.10466472303206997], null], [[0.0714285714285714, 0.8333333333333333, 0.09609329446064141], null], [[0.14285714285714285, 0.8333333333333333, 0.11008746355685133], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.8333333333333333, 0.09609329446064141], null], [[0.0714285714285714, 0.9047619047619048, 0.08887524934785944], null], [[0.14285714285714285, 0.9047619047619048, 0.10286941844406935], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, 0.8333333333333333, 0.11008746355685133], null], [[0.14285714285714285, 0.9047619047619048, 0.10286941844406935], null], [[0.2142857142857143, 0.9047619047619048, 0.12619303360441922], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.8333333333333333, 0.09609329446064141], null], [[0.14285714285714285, 0.8333333333333333, 0.11008746355685133], null], [[0.14285714285714285, 0.9047619047619048, 0.10286941844406935], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.9047619047619048, 0.08887524934785945], null], [[-2.7755575615628914e-17, 0.8333333333333333, 0.09142857142857144], null], [[-2.7755575615628914e-17, 0.9047619047619048, 0.08421052631578947], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 0.8333333333333333, 0.09142857142857144], null], [[0.0714285714285714, 0.7619047619047619, 0.10466472303206997], null], [[0.0714285714285714, 0.8333333333333333, 0.09609329446064141], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 0.9047619047619048, 0.08421052631578947], null], [[0.0714285714285714, 0.8333333333333333, 0.09609329446064141], null], [[0.0714285714285714, 0.9047619047619048, 0.08887524934785944], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 0.8333333333333333, 0.09142857142857144], null], [[-2.7755575615628914e-17, 0.9047619047619048, 0.08421052631578947], null], [[0.0714285714285714, 0.8333333333333333, 0.09609329446064141], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.9047619047619048, 0.08887524934785944], null], [[0.0714285714285714, 0.9761904761904763, 0.08271350351987485], null], [[0.14285714285714285, 0.9761904761904763, 0.09670767261608476], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.9761904761904763, 0.08271350351987485], null], [[0.0714285714285714, 1.0476190476190474, 0.07739199575934269], null], [[0.14285714285714285, 1.0476190476190474, 0.0913861648555526], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, 0.9761904761904763, 0.09670767261608476], null], [[0.14285714285714285, 1.0476190476190474, 0.0913861648555526], null], [[0.2142857142857143, 1.0476190476190474, 0.11470978001590248], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.9761904761904763, 0.08271350351987485], null], [[0.14285714285714285, 0.9761904761904763, 0.09670767261608476], null], [[0.14285714285714285, 1.0476190476190474, 0.0913861648555526], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 1.0476190476190474, 0.0773919957593427], null], [[-2.7755575615628914e-17, 0.9761904761904763, 0.07804878048780488], null], [[-2.7755575615628914e-17, 1.0476190476190474, 0.07272727272727274], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 0.9761904761904763, 0.07804878048780488], null], [[0.0714285714285714, 0.9047619047619048, 0.08887524934785944], null], [[0.0714285714285714, 0.9761904761904763, 0.08271350351987485], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 1.0476190476190474, 0.07272727272727274], null], [[0.0714285714285714, 0.9761904761904763, 0.08271350351987485], null], [[0.0714285714285714, 1.0476190476190474, 0.07739199575934269], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 0.9761904761904763, 0.07804878048780488], null], [[-2.7755575615628914e-17, 1.0476190476190474, 0.07272727272727274], null], [[0.0714285714285714, 0.9761904761904763, 0.08271350351987485], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 1.0476190476190474, 0.07739199575934269], null], [[0.0714285714285714, 1.1190476190476188, 0.0727498294150487], null], [[0.14285714285714285, 1.1190476190476188, 0.08674399851125862], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 1.1190476190476188, 0.0727498294150487], null], [[0.0714285714285714, 1.1904761904761902, 0.06866472303206998], null], [[0.14285714285714285, 1.1904761904761902, 0.0826588921282799], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, 1.1190476190476188, 0.08674399851125862], null], [[0.14285714285714285, 1.1904761904761902, 0.0826588921282799], null], [[0.2142857142857143, 1.1904761904761902, 0.10598250728862976], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 1.1190476190476188, 0.0727498294150487], null], [[0.14285714285714285, 1.1190476190476188, 0.08674399851125862], null], [[0.14285714285714285, 1.1904761904761902, 0.0826588921282799], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 1.1904761904761902, 0.06866472303206998], null], [[-2.7755575615628914e-17, 1.1190476190476188, 0.06808510638297874], null], [[-2.7755575615628914e-17, 1.1904761904761902, 0.06400000000000002], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 1.1190476190476188, 0.06808510638297874], null], [[0.0714285714285714, 1.0476190476190474, 0.07739199575934269], null], [[0.0714285714285714, 1.1190476190476188, 0.0727498294150487], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 1.1904761904761902, 0.06400000000000002], null], [[0.0714285714285714, 1.1190476190476188, 0.0727498294150487], null], [[0.0714285714285714, 1.1904761904761902, 0.06866472303206998], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 1.1190476190476188, 0.06808510638297874], null], [[-2.7755575615628914e-17, 1.1904761904761902, 0.06400000000000002], null], [[0.0714285714285714, 1.1190476190476188, 0.0727498294150487], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 1.1904761904761902, 0.06866472303206998], null], [[0.0714285714285714, 1.2619047619047619, 0.065042081522636], null], [[0.14285714285714285, 1.2619047619047619, 0.07903625061884592], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 1.2619047619047619, 0.065042081522636], null], [[0.0714285714285714, 1.3333333333333333, 0.06180758017492711], null], [[0.14285714285714285, 1.3333333333333333, 0.07580174927113703], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, 1.2619047619047619, 0.07903625061884592], null], [[0.14285714285714285, 1.3333333333333333, 0.07580174927113703], null], [[0.2142857142857143, 1.3333333333333333, 0.0991253644314869], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 1.2619047619047619, 0.065042081522636], null], [[0.14285714285714285, 1.2619047619047619, 0.07903625061884592], null], [[0.14285714285714285, 1.3333333333333333, 0.07580174927113703], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 1.3333333333333333, 0.06180758017492712], null], [[-2.7755575615628914e-17, 1.2619047619047619, 0.060377358490566045], null], [[-2.7755575615628914e-17, 1.3333333333333333, 0.05714285714285715], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 1.2619047619047619, 0.060377358490566045], null], [[0.0714285714285714, 1.1904761904761902, 0.06866472303206998], null], [[0.0714285714285714, 1.2619047619047619, 0.065042081522636], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 1.3333333333333333, 0.05714285714285715], null], [[0.0714285714285714, 1.2619047619047619, 0.065042081522636], null], [[0.0714285714285714, 1.3333333333333333, 0.06180758017492711], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 1.2619047619047619, 0.060377358490566045], null], [[-2.7755575615628914e-17, 1.3333333333333333, 0.05714285714285715], null], [[0.0714285714285714, 1.2619047619047619, 0.065042081522636], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.3333333333333333, 0.2705539358600583], null], [[-0.2142857142857143, 0.40476190476190477, 0.23626822157434407], null], [[-0.14285714285714288, 0.3333333333333333, 0.2518950437317784], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.40476190476190477, 0.23626822157434407], null], [[-0.2142857142857143, 0.47619047619047616, 0.20198250728862974], null], [[-0.14285714285714288, 0.40476190476190477, 0.20689418624592695], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.3333333333333333, 0.2518950437317784], null], [[-0.14285714285714288, 0.40476190476190477, 0.20689418624592695], null], [[-0.07142857142857145, 0.3333333333333333, 0.23323615160349856], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.40476190476190477, 0.23626822157434407], null], [[-0.14285714285714288, 0.3333333333333333, 0.2518950437317784], null], [[-0.14285714285714288, 0.40476190476190477, 0.20689418624592695], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.47619047619047616, 0.20198250728862974], null], [[-0.2142857142857143, 0.5476190476190476, 0.1835209688270913], null], [[-0.14285714285714288, 0.47619047619047616, 0.17865889212827987], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.5476190476190476, 0.1835209688270913], null], [[-0.2142857142857143, 0.6190476190476191, 0.16505943036555284], null], [[-0.14285714285714288, 0.5476190476190476, 0.1577893269108886], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.47619047619047616, 0.17865889212827987], null], [[-0.14285714285714288, 0.5476190476190476, 0.1577893269108886], null], [[-0.07142857142857145, 0.47619047619047616, 0.16466472303206997], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.5476190476190476, 0.1835209688270913], null], [[-0.14285714285714288, 0.47619047619047616, 0.17865889212827987], null], [[-0.14285714285714288, 0.5476190476190476, 0.1577893269108886], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.6190476190476191, 0.16505943036555284], null], [[-0.2142857142857143, 0.6904761904761904, 0.1535209688270913], null], [[-0.14285714285714288, 0.6190476190476191, 0.14173581520520295], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.6904761904761904, 0.1535209688270913], null], [[-0.2142857142857143, 0.7619047619047619, 0.14198250728862974], null], [[-0.14285714285714288, 0.6904761904761904, 0.1290037197144868], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.6190476190476191, 0.14173581520520295], null], [[-0.14285714285714288, 0.6904761904761904, 0.1290037197144868], null], [[-0.07142857142857145, 0.6190476190476191, 0.12774164610899305], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.6904761904761904, 0.1535209688270913], null], [[-0.14285714285714288, 0.6190476190476191, 0.14173581520520295], null], [[-0.14285714285714288, 0.6904761904761904, 0.1290037197144868], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.7619047619047619, 0.14198250728862974], null], [[-0.2142857142857143, 0.8333333333333333, 0.13408777044652448], null], [[-0.14285714285714288, 0.7619047619047619, 0.11865889212827989], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.8333333333333333, 0.13408777044652448], null], [[-0.2142857142857143, 0.9047619047619048, 0.12619303360441922], null], [[-0.14285714285714288, 0.8333333333333333, 0.11008746355685134], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.7619047619047619, 0.11865889212827989], null], [[-0.14285714285714288, 0.8333333333333333, 0.11008746355685134], null], [[-0.07142857142857145, 0.7619047619047619, 0.10466472303206999], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.8333333333333333, 0.13408777044652448], null], [[-0.14285714285714288, 0.7619047619047619, 0.11865889212827989], null], [[-0.14285714285714288, 0.8333333333333333, 0.11008746355685134], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.9047619047619048, 0.12619303360441922], null], [[-0.2142857142857143, 0.9761904761904763, 0.12045140681016084], null], [[-0.14285714285714288, 0.9047619047619048, 0.10286941844406937], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.9761904761904763, 0.12045140681016084], null], [[-0.2142857142857143, 1.0476190476190474, 0.11470978001590248], null], [[-0.14285714285714288, 0.9761904761904763, 0.09670767261608477], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.9047619047619048, 0.10286941844406937], null], [[-0.14285714285714288, 0.9761904761904763, 0.09670767261608477], null], [[-0.07142857142857145, 0.9047619047619048, 0.08887524934785945], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.9761904761904763, 0.12045140681016084], null], [[-0.14285714285714288, 0.9047619047619048, 0.10286941844406937], null], [[-0.14285714285714288, 0.9761904761904763, 0.09670767261608477], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 1.0476190476190474, 0.11470978001590248], null], [[-0.2142857142857143, 1.1190476190476188, 0.11034614365226612], null], [[-0.14285714285714288, 1.0476190476190474, 0.09138616485555262], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 1.1190476190476188, 0.11034614365226612], null], [[-0.2142857142857143, 1.1904761904761902, 0.10598250728862976], null], [[-0.14285714285714288, 1.1190476190476188, 0.08674399851125864], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 1.0476190476190474, 0.09138616485555262], null], [[-0.14285714285714288, 1.1190476190476188, 0.08674399851125864], null], [[-0.07142857142857145, 1.0476190476190474, 0.0773919957593427], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 1.1190476190476188, 0.11034614365226612], null], [[-0.14285714285714288, 1.0476190476190474, 0.09138616485555262], null], [[-0.14285714285714288, 1.1190476190476188, 0.08674399851125864], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 1.1904761904761902, 0.10598250728862976], null], [[-0.2142857142857143, 1.2619047619047619, 0.10255393586005833], null], [[-0.14285714285714288, 1.1904761904761902, 0.0826588921282799], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 1.2619047619047619, 0.10255393586005833], null], [[-0.2142857142857143, 1.3333333333333333, 0.0991253644314869], null], [[-0.14285714285714288, 1.2619047619047619, 0.07903625061884594], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 1.1904761904761902, 0.0826588921282799], null], [[-0.14285714285714288, 1.2619047619047619, 0.07903625061884594], null], [[-0.07142857142857145, 1.1904761904761902, 0.06866472303206998], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 1.2619047619047619, 0.10255393586005833], null], [[-0.14285714285714288, 1.1904761904761902, 0.0826588921282799], null], [[-0.14285714285714288, 1.2619047619047619, 0.07903625061884594], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.3333333333333333, 0.23323615160349856], null], [[0.14285714285714285, 0.3333333333333333, 0.2518950437317784], null], [[0.14285714285714285, 0.40476190476190477, 0.20689418624592695], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, 0.3333333333333333, 0.2518950437317784], null], [[0.2142857142857143, 0.3333333333333333, 0.2705539358600583], null], [[0.2142857142857143, 0.40476190476190477, 0.23626822157434407], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, 0.40476190476190477, 0.20689418624592695], null], [[0.2142857142857143, 0.40476190476190477, 0.23626822157434407], null], [[0.2142857142857143, 0.47619047619047616, 0.20198250728862974], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, 0.3333333333333333, 0.2518950437317784], null], [[0.14285714285714285, 0.40476190476190477, 0.20689418624592695], null], [[0.2142857142857143, 0.40476190476190477, 0.23626822157434407], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.47619047619047616, 0.16466472303206997], null], [[0.14285714285714285, 0.47619047619047616, 0.17865889212827987], null], [[0.14285714285714285, 0.5476190476190476, 0.1577893269108886], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, 0.47619047619047616, 0.17865889212827987], null], [[0.2142857142857143, 0.47619047619047616, 0.20198250728862974], null], [[0.2142857142857143, 0.5476190476190476, 0.1835209688270913], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, 0.5476190476190476, 0.1577893269108886], null], [[0.2142857142857143, 0.5476190476190476, 0.1835209688270913], null], [[0.2142857142857143, 0.6190476190476191, 0.16505943036555284], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, 0.47619047619047616, 0.17865889212827987], null], [[0.14285714285714285, 0.5476190476190476, 0.1577893269108886], null], [[0.2142857142857143, 0.5476190476190476, 0.1835209688270913], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.6190476190476191, 0.12774164610899305], null], [[0.14285714285714285, 0.6190476190476191, 0.14173581520520295], null], [[0.14285714285714285, 0.6904761904761904, 0.1290037197144868], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, 0.6190476190476191, 0.14173581520520295], null], [[0.2142857142857143, 0.6190476190476191, 0.16505943036555284], null], [[0.2142857142857143, 0.6904761904761904, 0.1535209688270913], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, 0.6904761904761904, 0.1290037197144868], null], [[0.2142857142857143, 0.6904761904761904, 0.1535209688270913], null], [[0.2142857142857143, 0.7619047619047619, 0.14198250728862974], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, 0.6190476190476191, 0.14173581520520295], null], [[0.14285714285714285, 0.6904761904761904, 0.1290037197144868], null], [[0.2142857142857143, 0.6904761904761904, 0.1535209688270913], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.7619047619047619, 0.10466472303206997], null], [[0.14285714285714285, 0.7619047619047619, 0.11865889212827989], null], [[0.14285714285714285, 0.8333333333333333, 0.11008746355685133], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, 0.7619047619047619, 0.11865889212827989], null], [[0.2142857142857143, 0.7619047619047619, 0.14198250728862974], null], [[0.2142857142857143, 0.8333333333333333, 0.13408777044652448], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, 0.8333333333333333, 0.11008746355685133], null], [[0.2142857142857143, 0.8333333333333333, 0.13408777044652448], null], [[0.2142857142857143, 0.9047619047619048, 0.12619303360441922], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, 0.7619047619047619, 0.11865889212827989], null], [[0.14285714285714285, 0.8333333333333333, 0.11008746355685133], null], [[0.2142857142857143, 0.8333333333333333, 0.13408777044652448], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.9047619047619048, 0.08887524934785944], null], [[0.14285714285714285, 0.9047619047619048, 0.10286941844406935], null], [[0.14285714285714285, 0.9761904761904763, 0.09670767261608476], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, 0.9047619047619048, 0.10286941844406935], null], [[0.2142857142857143, 0.9047619047619048, 0.12619303360441922], null], [[0.2142857142857143, 0.9761904761904763, 0.12045140681016084], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, 0.9761904761904763, 0.09670767261608476], null], [[0.2142857142857143, 0.9761904761904763, 0.12045140681016084], null], [[0.2142857142857143, 1.0476190476190474, 0.11470978001590248], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, 0.9047619047619048, 0.10286941844406935], null], [[0.14285714285714285, 0.9761904761904763, 0.09670767261608476], null], [[0.2142857142857143, 0.9761904761904763, 0.12045140681016084], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 1.0476190476190474, 0.07739199575934269], null], [[0.14285714285714285, 1.0476190476190474, 0.0913861648555526], null], [[0.14285714285714285, 1.1190476190476188, 0.08674399851125862], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, 1.0476190476190474, 0.0913861648555526], null], [[0.2142857142857143, 1.0476190476190474, 0.11470978001590248], null], [[0.2142857142857143, 1.1190476190476188, 0.11034614365226612], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, 1.1190476190476188, 0.08674399851125862], null], [[0.2142857142857143, 1.1190476190476188, 0.11034614365226612], null], [[0.2142857142857143, 1.1904761904761902, 0.10598250728862976], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, 1.0476190476190474, 0.0913861648555526], null], [[0.14285714285714285, 1.1190476190476188, 0.08674399851125862], null], [[0.2142857142857143, 1.1190476190476188, 0.11034614365226612], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 1.1904761904761902, 0.06866472303206998], null], [[0.14285714285714285, 1.1904761904761902, 0.0826588921282799], null], [[0.14285714285714285, 1.2619047619047619, 0.07903625061884592], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, 1.1904761904761902, 0.0826588921282799], null], [[0.2142857142857143, 1.1904761904761902, 0.10598250728862976], null], [[0.2142857142857143, 1.2619047619047619, 0.10255393586005833], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, 1.2619047619047619, 0.07903625061884592], null], [[0.2142857142857143, 1.2619047619047619, 0.10255393586005833], null], [[0.2142857142857143, 1.3333333333333333, 0.0991253644314869], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, 1.1904761904761902, 0.0826588921282799], null], [[0.14285714285714285, 1.2619047619047619, 0.07903625061884592], null], [[0.2142857142857143, 1.2619047619047619, 0.10255393586005833], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.5, 0.3333333333333333, 0.4571428571428572], null], [[-0.5, 0.47619047619047616, 0.3885714285714286], null], [[-0.5, 0.6190476190476191, 0.3516483516483517], null], [[-0.5, 0.7619047619047619, 0.3285714285714286], null], [[-0.5, 0.9047619047619048, 0.3127819548872181], null], [[-0.5, 1.0476190476190474, 0.3012987012987013], null], [[-0.5, 1.1904761904761902, 0.2925714285714286], null], [[-0.5, 1.3333333333333333, 0.28571428571428575], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.35714285714285715, 0.3333333333333333, 0.34518950437317786], null], [[-0.35714285714285715, 0.47619047619047616, 0.2766180758017493], null], [[-0.35714285714285715, 0.6190476190476191, 0.23969499887867238], null], [[-0.35714285714285715, 0.7619047619047619, 0.2166180758017493], null], [[-0.35714285714285715, 0.9047619047619048, 0.20082860211753875], null], [[-0.35714285714285715, 1.0476190476190474, 0.18934534852902202], null], [[-0.35714285714285715, 1.1904761904761902, 0.1806180758017493], null], [[-0.35714285714285715, 1.3333333333333333, 0.17376093294460643], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.3333333333333333, 0.2705539358600583], null], [[-0.2142857142857143, 0.47619047619047616, 0.20198250728862974], null], [[-0.2142857142857143, 0.6190476190476191, 0.16505943036555284], null], [[-0.2142857142857143, 0.7619047619047619, 0.14198250728862974], null], [[-0.2142857142857143, 0.9047619047619048, 0.12619303360441922], null], [[-0.2142857142857143, 1.0476190476190474, 0.11470978001590248], null], [[-0.2142857142857143, 1.1904761904761902, 0.10598250728862976], null], [[-0.2142857142857143, 1.3333333333333333, 0.0991253644314869], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.3333333333333333, 0.23323615160349856], null], [[-0.07142857142857145, 0.40476190476190477, 0.19290001714971705], null], [[-0.07142857142857145, 0.47619047619047616, 0.16466472303206997], null], [[-0.07142857142857145, 0.5476190476190476, 0.1437951578146787], null], [[-0.07142857142857145, 0.6190476190476191, 0.12774164610899305], null], [[-0.07142857142857145, 0.6904761904761904, 0.1150095506182769], null], [[-0.07142857142857145, 0.7619047619047619, 0.10466472303206999], null], [[-0.07142857142857145, 0.8333333333333333, 0.09609329446064142], null], [[-0.07142857142857145, 0.9047619047619048, 0.08887524934785945], null], [[-0.07142857142857145, 0.9761904761904763, 0.08271350351987486], null], [[-0.07142857142857145, 1.0476190476190474, 0.0773919957593427], null], [[-0.07142857142857145, 1.1190476190476188, 0.07274982941504872], null], [[-0.07142857142857145, 1.1904761904761902, 0.06866472303206998], null], [[-0.07142857142857145, 1.2619047619047619, 0.06504208152263602], null], [[-0.07142857142857145, 1.3333333333333333, 0.06180758017492712], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.3333333333333333, 0.23323615160349856], null], [[0.0714285714285714, 0.40476190476190477, 0.19290001714971705], null], [[0.0714285714285714, 0.47619047619047616, 0.16466472303206997], null], [[0.0714285714285714, 0.5476190476190476, 0.1437951578146787], null], [[0.0714285714285714, 0.6190476190476191, 0.12774164610899305], null], [[0.0714285714285714, 0.6904761904761904, 0.1150095506182769], null], [[0.0714285714285714, 0.7619047619047619, 0.10466472303206997], null], [[0.0714285714285714, 0.8333333333333333, 0.09609329446064141], null], [[0.0714285714285714, 0.9047619047619048, 0.08887524934785944], null], [[0.0714285714285714, 0.9761904761904763, 0.08271350351987485], null], [[0.0714285714285714, 1.0476190476190474, 0.07739199575934269], null], [[0.0714285714285714, 1.1190476190476188, 0.0727498294150487], null], [[0.0714285714285714, 1.1904761904761902, 0.06866472303206998], null], [[0.0714285714285714, 1.2619047619047619, 0.065042081522636], null], [[0.0714285714285714, 1.3333333333333333, 0.06180758017492711], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.2142857142857143, 0.3333333333333333, 0.2705539358600583], null], [[0.2142857142857143, 0.47619047619047616, 0.20198250728862974], null], [[0.2142857142857143, 0.6190476190476191, 0.16505943036555284], null], [[0.2142857142857143, 0.7619047619047619, 0.14198250728862974], null], [[0.2142857142857143, 0.9047619047619048, 0.12619303360441922], null], [[0.2142857142857143, 1.0476190476190474, 0.11470978001590248], null], [[0.2142857142857143, 1.1904761904761902, 0.10598250728862976], null], [[0.2142857142857143, 1.3333333333333333, 0.0991253644314869], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.3571428571428571, 0.3333333333333333, 0.34518950437317786], null], [[0.3571428571428571, 0.47619047619047616, 0.27661807580174924], null], [[0.3571428571428571, 0.6190476190476191, 0.23969499887867232], null], [[0.3571428571428571, 0.7619047619047619, 0.21661807580174927], null], [[0.3571428571428571, 0.9047619047619048, 0.20082860211753875], null], [[0.3571428571428571, 1.0476190476190474, 0.189345348529022], null], [[0.3571428571428571, 1.1904761904761902, 0.18061807580174927], null], [[0.3571428571428571, 1.3333333333333333, 0.1737609329446064], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.5, 0.3333333333333333, 0.4571428571428572], null], [[0.5, 0.47619047619047616, 0.3885714285714286], null], [[0.5, 0.6190476190476191, 0.3516483516483517], null], [[0.5, 0.7619047619047619, 0.3285714285714286], null], [[0.5, 0.9047619047619048, 0.3127819548872181], null], [[0.5, 1.0476190476190474, 0.3012987012987013], null], [[0.5, 1.1904761904761902, 0.2925714285714286], null], [[0.5, 1.3333333333333333, 0.28571428571428575], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.5, 0.3333333333333333, 0.4571428571428572], null], [[-0.35714285714285715, 0.3333333333333333, 0.34518950437317786], null], [[-0.2142857142857143, 0.3333333333333333, 0.2705539358600583], null], [[-0.07142857142857145, 0.3333333333333333, 0.23323615160349856], null], [[-2.7755575615628914e-17, 0.3333333333333333, 0.2285714285714286], null], [[0.0714285714285714, 0.3333333333333333, 0.23323615160349856], null], [[0.2142857142857143, 0.3333333333333333, 0.2705539358600583], null], [[0.3571428571428571, 0.3333333333333333, 0.34518950437317786], null], [[0.5, 0.3333333333333333, 0.4571428571428572], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.5, 0.47619047619047616, 0.3885714285714286], null], [[-0.35714285714285715, 0.47619047619047616, 0.2766180758017493], null], [[-0.2142857142857143, 0.47619047619047616, 0.20198250728862974], null], [[-0.14285714285714288, 0.47619047619047616, 0.17865889212827987], null], [[-0.07142857142857145, 0.47619047619047616, 0.16466472303206997], null], [[-2.7755575615628914e-17, 0.47619047619047616, 0.16], null], [[0.0714285714285714, 0.47619047619047616, 0.16466472303206997], null], [[0.14285714285714285, 0.47619047619047616, 0.17865889212827987], null], [[0.2142857142857143, 0.47619047619047616, 0.20198250728862974], null], [[0.3571428571428571, 0.47619047619047616, 0.27661807580174924], null], [[0.5, 0.47619047619047616, 0.3885714285714286], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.5, 0.6190476190476191, 0.3516483516483517], null], [[-0.35714285714285715, 0.6190476190476191, 0.23969499887867238], null], [[-0.2142857142857143, 0.6190476190476191, 0.16505943036555284], null], [[-0.14285714285714288, 0.6190476190476191, 0.14173581520520295], null], [[-0.07142857142857145, 0.6190476190476191, 0.12774164610899305], null], [[-2.7755575615628914e-17, 0.6190476190476191, 0.12307692307692308], null], [[0.0714285714285714, 0.6190476190476191, 0.12774164610899305], null], [[0.14285714285714285, 0.6190476190476191, 0.14173581520520295], null], [[0.2142857142857143, 0.6190476190476191, 0.16505943036555284], null], [[0.3571428571428571, 0.6190476190476191, 0.23969499887867232], null], [[0.5, 0.6190476190476191, 0.3516483516483517], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.5, 0.7619047619047619, 0.3285714285714286], null], [[-0.35714285714285715, 0.7619047619047619, 0.2166180758017493], null], [[-0.2142857142857143, 0.7619047619047619, 0.14198250728862974], null], [[-0.14285714285714288, 0.7619047619047619, 0.11865889212827989], null], [[-0.07142857142857145, 0.7619047619047619, 0.10466472303206999], null], [[-2.7755575615628914e-17, 0.7619047619047619, 0.1], null], [[0.0714285714285714, 0.7619047619047619, 0.10466472303206997], null], [[0.14285714285714285, 0.7619047619047619, 0.11865889212827989], null], [[0.2142857142857143, 0.7619047619047619, 0.14198250728862974], null], [[0.3571428571428571, 0.7619047619047619, 0.21661807580174927], null], [[0.5, 0.7619047619047619, 0.3285714285714286], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.5, 0.9047619047619048, 0.3127819548872181], null], [[-0.35714285714285715, 0.9047619047619048, 0.20082860211753875], null], [[-0.2142857142857143, 0.9047619047619048, 0.12619303360441922], null], [[-0.14285714285714288, 0.9047619047619048, 0.10286941844406937], null], [[-0.07142857142857145, 0.9047619047619048, 0.08887524934785945], null], [[-2.7755575615628914e-17, 0.9047619047619048, 0.08421052631578947], null], [[0.0714285714285714, 0.9047619047619048, 0.08887524934785944], null], [[0.14285714285714285, 0.9047619047619048, 0.10286941844406935], null], [[0.2142857142857143, 0.9047619047619048, 0.12619303360441922], null], [[0.3571428571428571, 0.9047619047619048, 0.20082860211753875], null], [[0.5, 0.9047619047619048, 0.3127819548872181], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.5, 1.0476190476190474, 0.3012987012987013], null], [[-0.35714285714285715, 1.0476190476190474, 0.18934534852902202], null], [[-0.2142857142857143, 1.0476190476190474, 0.11470978001590248], null], [[-0.14285714285714288, 1.0476190476190474, 0.09138616485555262], null], [[-0.07142857142857145, 1.0476190476190474, 0.0773919957593427], null], [[-2.7755575615628914e-17, 1.0476190476190474, 0.07272727272727274], null], [[0.0714285714285714, 1.0476190476190474, 0.07739199575934269], null], [[0.14285714285714285, 1.0476190476190474, 0.0913861648555526], null], [[0.2142857142857143, 1.0476190476190474, 0.11470978001590248], null], [[0.3571428571428571, 1.0476190476190474, 0.189345348529022], null], [[0.5, 1.0476190476190474, 0.3012987012987013], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.5, 1.1904761904761902, 0.2925714285714286], null], [[-0.35714285714285715, 1.1904761904761902, 0.1806180758017493], null], [[-0.2142857142857143, 1.1904761904761902, 0.10598250728862976], null], [[-0.14285714285714288, 1.1904761904761902, 0.0826588921282799], null], [[-0.07142857142857145, 1.1904761904761902, 0.06866472303206998], null], [[-2.7755575615628914e-17, 1.1904761904761902, 0.06400000000000002], null], [[0.0714285714285714, 1.1904761904761902, 0.06866472303206998], null], [[0.14285714285714285, 1.1904761904761902, 0.0826588921282799], null], [[0.2142857142857143, 1.1904761904761902, 0.10598250728862976], null], [[0.3571428571428571, 1.1904761904761902, 0.18061807580174927], null], [[0.5, 1.1904761904761902, 0.2925714285714286], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.5, 1.3333333333333333, 0.28571428571428575], null], [[-0.35714285714285715, 1.3333333333333333, 0.17376093294460643], null], [[-0.2142857142857143, 1.3333333333333333, 0.0991253644314869], null], [[-0.14285714285714288, 1.3333333333333333, 0.07580174927113704], null], [[-0.07142857142857145, 1.3333333333333333, 0.06180758017492712], null], [[-2.7755575615628914e-17, 1.3333333333333333, 0.05714285714285715], null], [[0.0714285714285714, 1.3333333333333333, 0.06180758017492711], null], [[0.14285714285714285, 1.3333333333333333, 0.07580174927113703], null], [[0.2142857142857143, 1.3333333333333333, 0.0991253644314869], null], [[0.3571428571428571, 1.3333333333333333, 0.1737609329446064], null], [[0.5, 1.3333333333333333, 0.28571428571428575], null]], &quot;color&quot;: [0, 0, 0, 1]}], &quot;axes&quot;: {&quot;hasaxes&quot;: [true, true, true], &quot;ticks&quot;: [[[-0.5, -0.25, 0.0, 0.25, 0.5], [-0.45, -0.4, -0.35000000000000003, -0.30000000000000004, -0.2, -0.15000000000000002, -0.1, -0.05, 0.05, 0.1, 0.15000000000000002, 0.2, 0.30000000000000004, 0.35000000000000003, 0.4, 0.45], [&quot;-1&quot;, &quot;-0.5&quot;, &quot;0&quot;, &quot;0.5&quot;, &quot;1&quot;]], [[0.5, 0.6666666666666666, 0.8333333333333333, 1.0, 1.1666666666666665, 1.3333333333333333], [0.3666666666666667, 0.4, 0.43333333333333335, 0.4666666666666667, 0.5333333333333333, 0.5666666666666667, 0.6, 0.6333333333333333, 0.7, 0.7333333333333334, 0.7666666666666667, 0.8, 0.8666666666666667, 0.9, 0.9333333333333333, 0.9666666666666668, 1.0333333333333332, 1.0666666666666667, 1.1, 1.1333333333333333, 1.2, 1.2333333333333334, 1.2666666666666666, 1.3], [&quot;1.5&quot;, &quot;2&quot;, &quot;2.5&quot;, &quot;3&quot;, &quot;3.5&quot;, &quot;4&quot;]], [[0.2285714285714286, 0.34285714285714286, 0.4571428571428572], [0.06857142857142859, 0.09142857142857144, 0.13714285714285718, 0.16000000000000003, 0.18285714285714288, 0.20571428571428574, 0.25142857142857145, 0.27428571428571435, 0.29714285714285715, 0.32000000000000006, 0.36571428571428577, 0.3885714285714286, 0.4114285714285715, 0.43428571428571433], [&quot;1&quot;, &quot;1.5&quot;, &quot;2&quot;]]]}, &quot;extent&quot;: {&quot;xmin&quot;: -0.5, &quot;xmax&quot;: 0.5, &quot;ymin&quot;: 0.3333333333333333, &quot;ymax&quot;: 1.3333333333333333, &quot;zmin&quot;: 0.05714285714285715, &quot;zmax&quot;: 0.4571428571428572}, &quot;lighting&quot;: [{&quot;type&quot;: &quot;Ambient&quot;, &quot;color&quot;: [0.3, 0.2, 0.4]}, {&quot;type&quot;: &quot;Directional&quot;, &quot;color&quot;: [0.8, 0.0, 0.0], &quot;position&quot;: [2.0, 0.0, 2.0]}, {&quot;type&quot;: &quot;Directional&quot;, &quot;color&quot;: [0.0, 0.8, 0.0], &quot;position&quot;: [2.0, 2.0, 2.0]}, {&quot;type&quot;: &quot;Directional&quot;, &quot;color&quot;: [0.0, 0.0, 0.8], &quot;position&quot;: [0.0, 2.0, 2.0]}], &quot;viewpoint&quot;: [1.3, -2.4, 2.0]}" /></mtd></mtr></mtable></mstyle></math>
p4184
sg15
I1
sass(g1709
g3876
g4177
I1
tp4185
(dp4186
g6
VPlot3D[x y / (x ^ 2 + y ^ 2 + 1), {x, -2, 2}, {y, -2, 2}]
p4187
sg8
(lp4188
(dp4189
g11
(lp4190
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtable><mtr><mtd><graphics3d data="{&quot;elements&quot;: [{&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, -0.5, 0.2], null], [[-0.5, -0.35714285714285715, 0.18260869565217394], null], [[-0.35714285714285715, -0.5, 0.18260869565217394], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, -0.35714285714285715, 0.18260869565217394], null], [[-0.35714285714285715, -0.5, 0.18260869565217394], null], [[-0.35714285714285715, -0.35714285714285715, 0.1807228915662651], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, -0.35714285714285715, 0.18260869565217394], null], [[-0.35714285714285715, -0.35714285714285715, 0.1807228915662651], null], [[-0.35714285714285715, -0.2142857142857143, 0.14594594594594595], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, -0.35714285714285715, 0.18260869565217394], null], [[-0.5, -0.2142857142857143, 0.1345195729537367], null], [[-0.35714285714285715, -0.2142857142857143, 0.14594594594594595], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, -0.2142857142857143, 0.1345195729537367], null], [[-0.35714285714285715, -0.2142857142857143, 0.14594594594594595], null], [[-0.35714285714285715, -0.07142857142857145, 0.05882352941176473], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, -0.2142857142857143, 0.1345195729537367], null], [[-0.5, -0.07142857142857145, 0.05060240963855424], null], [[-0.35714285714285715, -0.07142857142857145, 0.05882352941176473], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, -0.07142857142857145, 0.05060240963855424], null], [[-0.5, 0.0714285714285714, -0.050602409638554204], null], [[-0.35714285714285715, -0.07142857142857145, 0.05882352941176473], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, 0.0714285714285714, -0.050602409638554204], null], [[-0.35714285714285715, -0.07142857142857145, 0.05882352941176473], null], [[-0.35714285714285715, 0.0714285714285714, -0.05882352941176469], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, 0.0714285714285714, -0.050602409638554204], null], [[-0.5, 0.2142857142857143, -0.1345195729537367], null], [[-0.35714285714285715, 0.0714285714285714, -0.05882352941176469], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, 0.2142857142857143, -0.1345195729537367], null], [[-0.35714285714285715, 0.0714285714285714, -0.05882352941176469], null], [[-0.35714285714285715, 0.2142857142857143, -0.14594594594594595], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, 0.2142857142857143, -0.1345195729537367], null], [[-0.5, 0.3571428571428571, -0.1826086956521739], null], [[-0.35714285714285715, 0.2142857142857143, -0.14594594594594595], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, 0.3571428571428571, -0.1826086956521739], null], [[-0.35714285714285715, 0.2142857142857143, -0.14594594594594595], null], [[-0.35714285714285715, 0.3571428571428571, -0.1807228915662651], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, 0.3571428571428571, -0.1826086956521739], null], [[-0.35714285714285715, 0.3571428571428571, -0.1807228915662651], null], [[-0.35714285714285715, 0.5, -0.18260869565217394], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, 0.3571428571428571, -0.1826086956521739], null], [[-0.5, 0.5, -0.2], null], [[-0.35714285714285715, 0.5, -0.18260869565217394], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, -0.5, 0.18260869565217394], null], [[-0.2142857142857143, -0.5, 0.1345195729537367], null], [[-0.2142857142857143, -0.35714285714285715, 0.14594594594594595], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, -0.5, 0.18260869565217394], null], [[-0.35714285714285715, -0.35714285714285715, 0.1807228915662651], null], [[-0.2142857142857143, -0.35714285714285715, 0.14594594594594595], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, -0.35714285714285715, 0.1807228915662651], null], [[-0.35714285714285715, -0.2142857142857143, 0.14594594594594595], null], [[-0.2142857142857143, -0.35714285714285715, 0.14594594594594595], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, -0.2142857142857143, 0.14594594594594595], null], [[-0.2142857142857143, -0.35714285714285715, 0.14594594594594595], null], [[-0.2142857142857143, -0.2142857142857143, 0.1338842975206612], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, -0.2142857142857143, 0.14594594594594595], null], [[-0.35714285714285715, -0.07142857142857145, 0.05882352941176473], null], [[-0.2142857142857143, -0.2142857142857143, 0.1338842975206612], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, -0.07142857142857145, 0.05882352941176473], null], [[-0.2142857142857143, -0.2142857142857143, 0.1338842975206612], null], [[-0.2142857142857143, -0.07142857142857145, 0.06067415730337081], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, -0.07142857142857145, 0.05882352941176473], null], [[-0.35714285714285715, 0.0714285714285714, -0.05882352941176469], null], [[-0.2142857142857143, -0.07142857142857145, 0.06067415730337081], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, 0.0714285714285714, -0.05882352941176469], null], [[-0.2142857142857143, -0.07142857142857145, 0.06067415730337081], null], [[-0.2142857142857143, 0.0714285714285714, -0.060674157303370765], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, 0.0714285714285714, -0.05882352941176469], null], [[-0.2142857142857143, 0.0714285714285714, -0.060674157303370765], null], [[-0.2142857142857143, 0.2142857142857143, -0.1338842975206612], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, 0.0714285714285714, -0.05882352941176469], null], [[-0.35714285714285715, 0.2142857142857143, -0.14594594594594595], null], [[-0.2142857142857143, 0.2142857142857143, -0.1338842975206612], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, 0.2142857142857143, -0.14594594594594595], null], [[-0.2142857142857143, 0.2142857142857143, -0.1338842975206612], null], [[-0.2142857142857143, 0.3571428571428571, -0.14594594594594598], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, 0.2142857142857143, -0.14594594594594595], null], [[-0.35714285714285715, 0.3571428571428571, -0.1807228915662651], null], [[-0.2142857142857143, 0.3571428571428571, -0.14594594594594598], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, 0.3571428571428571, -0.1807228915662651], null], [[-0.35714285714285715, 0.5, -0.18260869565217394], null], [[-0.2142857142857143, 0.3571428571428571, -0.14594594594594598], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, 0.5, -0.18260869565217394], null], [[-0.2142857142857143, 0.3571428571428571, -0.14594594594594598], null], [[-0.2142857142857143, 0.5, -0.1345195729537367], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.5, 0.1345195729537367], null], [[-0.07142857142857145, -0.5, 0.05060240963855424], null], [[-0.07142857142857145, -0.35714285714285715, 0.05882352941176473], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.5, 0.1345195729537367], null], [[-0.2142857142857143, -0.35714285714285715, 0.14594594594594595], null], [[-0.07142857142857145, -0.35714285714285715, 0.05882352941176473], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.35714285714285715, 0.14594594594594595], null], [[-0.2142857142857143, -0.2142857142857143, 0.1338842975206612], null], [[-0.07142857142857145, -0.35714285714285715, 0.05882352941176473], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.2142857142857143, 0.1338842975206612], null], [[-0.07142857142857145, -0.35714285714285715, 0.05882352941176473], null], [[-0.07142857142857145, -0.2142857142857143, 0.06067415730337081], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.2142857142857143, 0.1338842975206612], null], [[-0.2142857142857143, -0.07142857142857145, 0.06067415730337081], null], [[-0.07142857142857145, -0.2142857142857143, 0.06067415730337081], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.07142857142857145, 0.06067415730337081], null], [[-0.07142857142857145, -0.2142857142857143, 0.06067415730337081], null], [[-0.07142857142857145, -0.07142857142857145, 0.031578947368421074], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.07142857142857145, 0.06067415730337081], null], [[-0.2142857142857143, 0.0714285714285714, -0.060674157303370765], null], [[-0.07142857142857145, -0.07142857142857145, 0.031578947368421074], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.0714285714285714, -0.060674157303370765], null], [[-0.07142857142857145, 0.0714285714285714, -0.031578947368421054], null], [[-0.07142857142857145, 0.2142857142857143, -0.06067415730337081], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.0714285714285714, -0.060674157303370765], null], [[-0.2142857142857143, 0.2142857142857143, -0.1338842975206612], null], [[-0.07142857142857145, 0.2142857142857143, -0.06067415730337081], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.2142857142857143, -0.1338842975206612], null], [[-0.07142857142857145, 0.2142857142857143, -0.06067415730337081], null], [[-0.07142857142857145, 0.3571428571428571, -0.05882352941176473], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.2142857142857143, -0.1338842975206612], null], [[-0.2142857142857143, 0.3571428571428571, -0.14594594594594598], null], [[-0.07142857142857145, 0.3571428571428571, -0.05882352941176473], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.3571428571428571, -0.14594594594594598], null], [[-0.2142857142857143, 0.5, -0.1345195729537367], null], [[-0.07142857142857145, 0.3571428571428571, -0.05882352941176473], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.5, -0.1345195729537367], null], [[-0.07142857142857145, 0.3571428571428571, -0.05882352941176473], null], [[-0.07142857142857145, 0.5, -0.05060240963855424], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -0.5, 0.05060240963855424], null], [[-0.07142857142857145, -0.35714285714285715, 0.05882352941176473], null], [[0.0714285714285714, -0.5, -0.050602409638554204], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -0.35714285714285715, 0.05882352941176473], null], [[0.0714285714285714, -0.5, -0.050602409638554204], null], [[0.0714285714285714, -0.35714285714285715, -0.05882352941176469], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -0.35714285714285715, 0.05882352941176473], null], [[-0.07142857142857145, -0.2142857142857143, 0.06067415730337081], null], [[0.0714285714285714, -0.35714285714285715, -0.05882352941176469], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -0.2142857142857143, 0.06067415730337081], null], [[0.0714285714285714, -0.35714285714285715, -0.05882352941176469], null], [[0.0714285714285714, -0.2142857142857143, -0.060674157303370765], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -0.2142857142857143, 0.06067415730337081], null], [[-0.07142857142857145, -0.07142857142857145, 0.031578947368421074], null], [[0.0714285714285714, -0.2142857142857143, -0.060674157303370765], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.0714285714285714, -0.031578947368421054], null], [[-0.07142857142857145, 0.2142857142857143, -0.06067415730337081], null], [[0.0714285714285714, 0.2142857142857143, 0.060674157303370765], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.2142857142857143, -0.06067415730337081], null], [[-0.07142857142857145, 0.3571428571428571, -0.05882352941176473], null], [[0.0714285714285714, 0.2142857142857143, 0.060674157303370765], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.3571428571428571, -0.05882352941176473], null], [[0.0714285714285714, 0.2142857142857143, 0.060674157303370765], null], [[0.0714285714285714, 0.3571428571428571, 0.05882352941176469], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.3571428571428571, -0.05882352941176473], null], [[-0.07142857142857145, 0.5, -0.05060240963855424], null], [[0.0714285714285714, 0.3571428571428571, 0.05882352941176469], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.5, -0.05060240963855424], null], [[0.0714285714285714, 0.3571428571428571, 0.05882352941176469], null], [[0.0714285714285714, 0.5, 0.050602409638554204], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.5, -0.050602409638554204], null], [[0.0714285714285714, -0.35714285714285715, -0.05882352941176469], null], [[0.2142857142857143, -0.5, -0.1345195729537367], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.35714285714285715, -0.05882352941176469], null], [[0.2142857142857143, -0.5, -0.1345195729537367], null], [[0.2142857142857143, -0.35714285714285715, -0.14594594594594595], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.35714285714285715, -0.05882352941176469], null], [[0.2142857142857143, -0.35714285714285715, -0.14594594594594595], null], [[0.2142857142857143, -0.2142857142857143, -0.1338842975206612], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.35714285714285715, -0.05882352941176469], null], [[0.0714285714285714, -0.2142857142857143, -0.060674157303370765], null], [[0.2142857142857143, -0.2142857142857143, -0.1338842975206612], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.2142857142857143, -0.060674157303370765], null], [[0.2142857142857143, -0.2142857142857143, -0.1338842975206612], null], [[0.2142857142857143, -0.07142857142857145, -0.06067415730337081], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.2142857142857143, -0.060674157303370765], null], [[0.0714285714285714, -0.07142857142857145, -0.031578947368421054], null], [[0.2142857142857143, -0.07142857142857145, -0.06067415730337081], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.07142857142857145, -0.031578947368421054], null], [[0.2142857142857143, -0.07142857142857145, -0.06067415730337081], null], [[0.2142857142857143, 0.0714285714285714, 0.060674157303370765], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.0714285714285714, 0.03157894736842104], null], [[0.0714285714285714, 0.2142857142857143, 0.060674157303370765], null], [[0.2142857142857143, 0.0714285714285714, 0.060674157303370765], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.2142857142857143, 0.060674157303370765], null], [[0.2142857142857143, 0.0714285714285714, 0.060674157303370765], null], [[0.2142857142857143, 0.2142857142857143, 0.1338842975206612], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.2142857142857143, 0.060674157303370765], null], [[0.0714285714285714, 0.3571428571428571, 0.05882352941176469], null], [[0.2142857142857143, 0.2142857142857143, 0.1338842975206612], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.3571428571428571, 0.05882352941176469], null], [[0.2142857142857143, 0.2142857142857143, 0.1338842975206612], null], [[0.2142857142857143, 0.3571428571428571, 0.14594594594594598], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.3571428571428571, 0.05882352941176469], null], [[0.2142857142857143, 0.3571428571428571, 0.14594594594594598], null], [[0.2142857142857143, 0.5, 0.1345195729537367], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.3571428571428571, 0.05882352941176469], null], [[0.0714285714285714, 0.5, 0.050602409638554204], null], [[0.2142857142857143, 0.5, 0.1345195729537367], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, -0.5, -0.1345195729537367], null], [[0.2142857142857143, -0.35714285714285715, -0.14594594594594595], null], [[0.3571428571428571, -0.5, -0.1826086956521739], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, -0.35714285714285715, -0.14594594594594595], null], [[0.3571428571428571, -0.5, -0.1826086956521739], null], [[0.3571428571428571, -0.35714285714285715, -0.1807228915662651], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, -0.35714285714285715, -0.14594594594594595], null], [[0.3571428571428571, -0.35714285714285715, -0.1807228915662651], null], [[0.3571428571428571, -0.2142857142857143, -0.14594594594594598], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, -0.35714285714285715, -0.14594594594594595], null], [[0.2142857142857143, -0.2142857142857143, -0.1338842975206612], null], [[0.3571428571428571, -0.2142857142857143, -0.14594594594594598], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, -0.2142857142857143, -0.1338842975206612], null], [[0.3571428571428571, -0.2142857142857143, -0.14594594594594598], null], [[0.3571428571428571, -0.07142857142857145, -0.05882352941176473], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, -0.2142857142857143, -0.1338842975206612], null], [[0.2142857142857143, -0.07142857142857145, -0.06067415730337081], null], [[0.3571428571428571, -0.07142857142857145, -0.05882352941176473], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, -0.07142857142857145, -0.06067415730337081], null], [[0.2142857142857143, 0.0714285714285714, 0.060674157303370765], null], [[0.3571428571428571, -0.07142857142857145, -0.05882352941176473], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, 0.0714285714285714, 0.060674157303370765], null], [[0.3571428571428571, -0.07142857142857145, -0.05882352941176473], null], [[0.3571428571428571, 0.0714285714285714, 0.05882352941176469], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, 0.0714285714285714, 0.060674157303370765], null], [[0.2142857142857143, 0.2142857142857143, 0.1338842975206612], null], [[0.3571428571428571, 0.0714285714285714, 0.05882352941176469], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, 0.2142857142857143, 0.1338842975206612], null], [[0.3571428571428571, 0.0714285714285714, 0.05882352941176469], null], [[0.3571428571428571, 0.2142857142857143, 0.14594594594594598], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, 0.2142857142857143, 0.1338842975206612], null], [[0.2142857142857143, 0.3571428571428571, 0.14594594594594598], null], [[0.3571428571428571, 0.2142857142857143, 0.14594594594594598], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, 0.3571428571428571, 0.14594594594594598], null], [[0.3571428571428571, 0.2142857142857143, 0.14594594594594598], null], [[0.3571428571428571, 0.3571428571428571, 0.1807228915662651], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, 0.3571428571428571, 0.14594594594594598], null], [[0.3571428571428571, 0.3571428571428571, 0.1807228915662651], null], [[0.3571428571428571, 0.5, 0.1826086956521739], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, 0.3571428571428571, 0.14594594594594598], null], [[0.2142857142857143, 0.5, 0.1345195729537367], null], [[0.3571428571428571, 0.5, 0.1826086956521739], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, -0.5, -0.1826086956521739], null], [[0.5, -0.5, -0.2], null], [[0.5, -0.35714285714285715, -0.18260869565217394], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, -0.5, -0.1826086956521739], null], [[0.3571428571428571, -0.35714285714285715, -0.1807228915662651], null], [[0.5, -0.35714285714285715, -0.18260869565217394], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, -0.35714285714285715, -0.1807228915662651], null], [[0.3571428571428571, -0.2142857142857143, -0.14594594594594598], null], [[0.5, -0.35714285714285715, -0.18260869565217394], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, -0.2142857142857143, -0.14594594594594598], null], [[0.5, -0.35714285714285715, -0.18260869565217394], null], [[0.5, -0.2142857142857143, -0.1345195729537367], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, -0.2142857142857143, -0.14594594594594598], null], [[0.3571428571428571, -0.07142857142857145, -0.05882352941176473], null], [[0.5, -0.2142857142857143, -0.1345195729537367], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, -0.07142857142857145, -0.05882352941176473], null], [[0.5, -0.2142857142857143, -0.1345195729537367], null], [[0.5, -0.07142857142857145, -0.05060240963855424], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, -0.07142857142857145, -0.05882352941176473], null], [[0.3571428571428571, 0.0714285714285714, 0.05882352941176469], null], [[0.5, -0.07142857142857145, -0.05060240963855424], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, 0.0714285714285714, 0.05882352941176469], null], [[0.5, -0.07142857142857145, -0.05060240963855424], null], [[0.5, 0.0714285714285714, 0.050602409638554204], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, 0.0714285714285714, 0.05882352941176469], null], [[0.5, 0.0714285714285714, 0.050602409638554204], null], [[0.5, 0.2142857142857143, 0.1345195729537367], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, 0.0714285714285714, 0.05882352941176469], null], [[0.3571428571428571, 0.2142857142857143, 0.14594594594594598], null], [[0.5, 0.2142857142857143, 0.1345195729537367], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, 0.2142857142857143, 0.14594594594594598], null], [[0.5, 0.2142857142857143, 0.1345195729537367], null], [[0.5, 0.3571428571428571, 0.1826086956521739], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, 0.2142857142857143, 0.14594594594594598], null], [[0.3571428571428571, 0.3571428571428571, 0.1807228915662651], null], [[0.5, 0.3571428571428571, 0.1826086956521739], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, 0.3571428571428571, 0.1807228915662651], null], [[0.3571428571428571, 0.5, 0.1826086956521739], null], [[0.5, 0.3571428571428571, 0.1826086956521739], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, 0.5, 0.1826086956521739], null], [[0.5, 0.3571428571428571, 0.1826086956521739], null], [[0.5, 0.5, 0.2], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -0.07142857142857145, 0.031578947368421074], null], [[-0.07142857142857145, -2.7755575615628914e-17, 1.319699067007262e-17], null], [[-2.7755575615628914e-17, -0.07142857142857145, 1.319699067007262e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -2.7755575615628914e-17, 1.319699067007262e-17], null], [[-0.07142857142857145, 0.0714285714285714, -0.031578947368421054], null], [[-2.7755575615628914e-17, -2.7755575615628914e-17, 5.54667823983524e-33], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, -0.07142857142857145, 1.319699067007262e-17], null], [[-2.7755575615628914e-17, -2.7755575615628914e-17, 5.54667823983524e-33], null], [[0.0714285714285714, -0.07142857142857145, -0.031578947368421054], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -2.7755575615628914e-17, 1.319699067007262e-17], null], [[-2.7755575615628914e-17, -0.07142857142857145, 1.319699067007262e-17], null], [[-2.7755575615628914e-17, -2.7755575615628914e-17, 5.54667823983524e-33], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.0714285714285714, -0.031578947368421054], null], [[-2.7755575615628914e-17, -2.7755575615628914e-17, 5.54667823983524e-33], null], [[-2.7755575615628914e-17, 0.0714285714285714, -1.3196990670072614e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, -2.7755575615628914e-17, 5.54667823983524e-33], null], [[0.0714285714285714, -0.07142857142857145, -0.031578947368421054], null], [[0.0714285714285714, -2.7755575615628914e-17, -1.3196990670072614e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 0.0714285714285714, -1.3196990670072614e-17], null], [[0.0714285714285714, -2.7755575615628914e-17, -1.3196990670072614e-17], null], [[0.0714285714285714, 0.0714285714285714, 0.03157894736842104], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, -2.7755575615628914e-17, 5.54667823983524e-33], null], [[-2.7755575615628914e-17, 0.0714285714285714, -1.3196990670072614e-17], null], [[0.0714285714285714, -2.7755575615628914e-17, -1.3196990670072614e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.0714285714285714, -0.031578947368421054], null], [[-2.7755575615628914e-17, -2.7755575615628914e-17, 5.54667823983524e-33], null], [[-2.7755575615628914e-17, 0.0714285714285714, -1.3196990670072614e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, -2.7755575615628914e-17, 5.54667823983524e-33], null], [[0.0714285714285714, -0.07142857142857145, -0.031578947368421054], null], [[0.0714285714285714, -2.7755575615628914e-17, -1.3196990670072614e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 0.0714285714285714, -1.3196990670072614e-17], null], [[0.0714285714285714, -2.7755575615628914e-17, -1.3196990670072614e-17], null], [[0.0714285714285714, 0.0714285714285714, 0.03157894736842104], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, -2.7755575615628914e-17, 5.54667823983524e-33], null], [[-2.7755575615628914e-17, 0.0714285714285714, -1.3196990670072614e-17], null], [[0.0714285714285714, -2.7755575615628914e-17, -1.3196990670072614e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -0.07142857142857145, 0.031578947368421074], null], [[-0.07142857142857145, -2.7755575615628914e-17, 1.319699067007262e-17], null], [[-2.7755575615628914e-17, -0.07142857142857145, 1.319699067007262e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -2.7755575615628914e-17, 1.319699067007262e-17], null], [[-0.07142857142857145, 0.0714285714285714, -0.031578947368421054], null], [[-2.7755575615628914e-17, -2.7755575615628914e-17, 5.54667823983524e-33], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, -0.07142857142857145, 1.319699067007262e-17], null], [[-2.7755575615628914e-17, -2.7755575615628914e-17, 5.54667823983524e-33], null], [[0.0714285714285714, -0.07142857142857145, -0.031578947368421054], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -2.7755575615628914e-17, 1.319699067007262e-17], null], [[-2.7755575615628914e-17, -0.07142857142857145, 1.319699067007262e-17], null], [[-2.7755575615628914e-17, -2.7755575615628914e-17, 5.54667823983524e-33], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.0714285714285714, -0.060674157303370765], null], [[-0.14285714285714288, -2.7755575615628914e-17, -0.014547604967474847], null], [[-0.14285714285714288, 0.0714285714285714, -0.04612655233589591], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -2.7755575615628914e-17, -0.014547604967474847], null], [[-0.07142857142857145, -0.07142857142857145, 0.031578947368421074], null], [[-0.07142857142857145, -2.7755575615628914e-17, 1.319699067007262e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.0714285714285714, -0.04612655233589591], null], [[-0.07142857142857145, -2.7755575615628914e-17, 1.319699067007262e-17], null], [[-0.07142857142857145, 0.0714285714285714, -0.031578947368421054], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -2.7755575615628914e-17, -0.014547604967474847], null], [[-0.14285714285714288, 0.0714285714285714, -0.04612655233589591], null], [[-0.07142857142857145, -2.7755575615628914e-17, 1.319699067007262e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -0.07142857142857145, 0.031578947368421074], null], [[-2.7755575615628914e-17, -0.14285714285714288, -0.014547604967474847], null], [[-2.7755575615628914e-17, -0.07142857142857145, 1.319699067007262e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, -0.14285714285714288, -0.014547604967474847], null], [[0.0714285714285714, -0.2142857142857143, -0.060674157303370765], null], [[0.0714285714285714, -0.14285714285714288, -0.04612655233589591], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, -0.07142857142857145, 1.319699067007262e-17], null], [[0.0714285714285714, -0.14285714285714288, -0.04612655233589591], null], [[0.0714285714285714, -0.07142857142857145, -0.031578947368421054], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, -0.14285714285714288, -0.014547604967474847], null], [[-2.7755575615628914e-17, -0.07142857142857145, 1.319699067007262e-17], null], [[0.0714285714285714, -0.14285714285714288, -0.04612655233589591], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.0714285714285714, -0.031578947368421054], null], [[-2.7755575615628914e-17, 0.0714285714285714, -1.3196990670072614e-17], null], [[-2.7755575615628914e-17, 0.14285714285714285, 0.014547604967474856], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 0.0714285714285714, -1.3196990670072614e-17], null], [[0.0714285714285714, 0.0714285714285714, 0.03157894736842104], null], [[0.0714285714285714, 0.14285714285714285, 0.0461265523358959], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 0.14285714285714285, 0.014547604967474856], null], [[0.0714285714285714, 0.14285714285714285, 0.0461265523358959], null], [[0.0714285714285714, 0.2142857142857143, 0.060674157303370765], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 0.0714285714285714, -1.3196990670072614e-17], null], [[-2.7755575615628914e-17, 0.14285714285714285, 0.014547604967474856], null], [[0.0714285714285714, 0.14285714285714285, 0.0461265523358959], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.07142857142857145, -0.031578947368421054], null], [[0.0714285714285714, -2.7755575615628914e-17, -1.3196990670072614e-17], null], [[0.14285714285714285, -2.7755575615628914e-17, 0.014547604967474856], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -2.7755575615628914e-17, -1.3196990670072614e-17], null], [[0.0714285714285714, 0.0714285714285714, 0.03157894736842104], null], [[0.14285714285714285, 0.0714285714285714, 0.0461265523358959], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, -2.7755575615628914e-17, 0.014547604967474856], null], [[0.14285714285714285, 0.0714285714285714, 0.0461265523358959], null], [[0.2142857142857143, 0.0714285714285714, 0.060674157303370765], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -2.7755575615628914e-17, -1.3196990670072614e-17], null], [[0.14285714285714285, -2.7755575615628914e-17, 0.014547604967474856], null], [[0.14285714285714285, 0.0714285714285714, 0.0461265523358959], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.5, -0.5, 0.2], null], [[-0.5, -0.35714285714285715, 0.18260869565217394], null], [[-0.5, -0.2142857142857143, 0.1345195729537367], null], [[-0.5, -0.07142857142857145, 0.05060240963855424], null], [[-0.5, 0.0714285714285714, -0.050602409638554204], null], [[-0.5, 0.2142857142857143, -0.1345195729537367], null], [[-0.5, 0.3571428571428571, -0.1826086956521739], null], [[-0.5, 0.5, -0.2], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.35714285714285715, -0.5, 0.18260869565217394], null], [[-0.35714285714285715, -0.35714285714285715, 0.1807228915662651], null], [[-0.35714285714285715, -0.2142857142857143, 0.14594594594594595], null], [[-0.35714285714285715, -0.07142857142857145, 0.05882352941176473], null], [[-0.35714285714285715, 0.0714285714285714, -0.05882352941176469], null], [[-0.35714285714285715, 0.2142857142857143, -0.14594594594594595], null], [[-0.35714285714285715, 0.3571428571428571, -0.1807228915662651], null], [[-0.35714285714285715, 0.5, -0.18260869565217394], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.5, 0.1345195729537367], null], [[-0.2142857142857143, -0.35714285714285715, 0.14594594594594595], null], [[-0.2142857142857143, -0.2142857142857143, 0.1338842975206612], null], [[-0.2142857142857143, -0.07142857142857145, 0.06067415730337081], null], [[-0.2142857142857143, 0.0714285714285714, -0.060674157303370765], null], [[-0.2142857142857143, 0.2142857142857143, -0.1338842975206612], null], [[-0.2142857142857143, 0.3571428571428571, -0.14594594594594598], null], [[-0.2142857142857143, 0.5, -0.1345195729537367], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -0.5, 0.05060240963855424], null], [[-0.07142857142857145, -0.35714285714285715, 0.05882352941176473], null], [[-0.07142857142857145, -0.2142857142857143, 0.06067415730337081], null], [[-0.07142857142857145, -0.07142857142857145, 0.031578947368421074], null], [[-0.07142857142857145, -2.7755575615628914e-17, 1.319699067007262e-17], null], [[-0.07142857142857145, 0.0714285714285714, -0.031578947368421054], null], [[-0.07142857142857145, 0.2142857142857143, -0.06067415730337081], null], [[-0.07142857142857145, 0.3571428571428571, -0.05882352941176473], null], [[-0.07142857142857145, 0.5, -0.05060240963855424], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.5, -0.050602409638554204], null], [[0.0714285714285714, -0.35714285714285715, -0.05882352941176469], null], [[0.0714285714285714, -0.2142857142857143, -0.060674157303370765], null], [[0.0714285714285714, -0.07142857142857145, -0.031578947368421054], null], [[0.0714285714285714, -2.7755575615628914e-17, -1.3196990670072614e-17], null], [[0.0714285714285714, 0.0714285714285714, 0.03157894736842104], null], [[0.0714285714285714, 0.2142857142857143, 0.060674157303370765], null], [[0.0714285714285714, 0.3571428571428571, 0.05882352941176469], null], [[0.0714285714285714, 0.5, 0.050602409638554204], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.2142857142857143, -0.5, -0.1345195729537367], null], [[0.2142857142857143, -0.35714285714285715, -0.14594594594594595], null], [[0.2142857142857143, -0.2142857142857143, -0.1338842975206612], null], [[0.2142857142857143, -0.07142857142857145, -0.06067415730337081], null], [[0.2142857142857143, 0.0714285714285714, 0.060674157303370765], null], [[0.2142857142857143, 0.2142857142857143, 0.1338842975206612], null], [[0.2142857142857143, 0.3571428571428571, 0.14594594594594598], null], [[0.2142857142857143, 0.5, 0.1345195729537367], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.3571428571428571, -0.5, -0.1826086956521739], null], [[0.3571428571428571, -0.35714285714285715, -0.1807228915662651], null], [[0.3571428571428571, -0.2142857142857143, -0.14594594594594598], null], [[0.3571428571428571, -0.07142857142857145, -0.05882352941176473], null], [[0.3571428571428571, 0.0714285714285714, 0.05882352941176469], null], [[0.3571428571428571, 0.2142857142857143, 0.14594594594594598], null], [[0.3571428571428571, 0.3571428571428571, 0.1807228915662651], null], [[0.3571428571428571, 0.5, 0.1826086956521739], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.5, -0.5, -0.2], null], [[0.5, -0.35714285714285715, -0.18260869565217394], null], [[0.5, -0.2142857142857143, -0.1345195729537367], null], [[0.5, -0.07142857142857145, -0.05060240963855424], null], [[0.5, 0.0714285714285714, 0.050602409638554204], null], [[0.5, 0.2142857142857143, 0.1345195729537367], null], [[0.5, 0.3571428571428571, 0.1826086956521739], null], [[0.5, 0.5, 0.2], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.5, -0.5, 0.2], null], [[-0.35714285714285715, -0.5, 0.18260869565217394], null], [[-0.2142857142857143, -0.5, 0.1345195729537367], null], [[-0.07142857142857145, -0.5, 0.05060240963855424], null], [[0.0714285714285714, -0.5, -0.050602409638554204], null], [[0.2142857142857143, -0.5, -0.1345195729537367], null], [[0.3571428571428571, -0.5, -0.1826086956521739], null], [[0.5, -0.5, -0.2], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.5, -0.35714285714285715, 0.18260869565217394], null], [[-0.35714285714285715, -0.35714285714285715, 0.1807228915662651], null], [[-0.2142857142857143, -0.35714285714285715, 0.14594594594594595], null], [[-0.07142857142857145, -0.35714285714285715, 0.05882352941176473], null], [[0.0714285714285714, -0.35714285714285715, -0.05882352941176469], null], [[0.2142857142857143, -0.35714285714285715, -0.14594594594594595], null], [[0.3571428571428571, -0.35714285714285715, -0.1807228915662651], null], [[0.5, -0.35714285714285715, -0.18260869565217394], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.5, -0.2142857142857143, 0.1345195729537367], null], [[-0.35714285714285715, -0.2142857142857143, 0.14594594594594595], null], [[-0.2142857142857143, -0.2142857142857143, 0.1338842975206612], null], [[-0.07142857142857145, -0.2142857142857143, 0.06067415730337081], null], [[0.0714285714285714, -0.2142857142857143, -0.060674157303370765], null], [[0.2142857142857143, -0.2142857142857143, -0.1338842975206612], null], [[0.3571428571428571, -0.2142857142857143, -0.14594594594594598], null], [[0.5, -0.2142857142857143, -0.1345195729537367], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.5, -0.07142857142857145, 0.05060240963855424], null], [[-0.35714285714285715, -0.07142857142857145, 0.05882352941176473], null], [[-0.2142857142857143, -0.07142857142857145, 0.06067415730337081], null], [[-0.07142857142857145, -0.07142857142857145, 0.031578947368421074], null], [[-2.7755575615628914e-17, -0.07142857142857145, 1.319699067007262e-17], null], [[0.0714285714285714, -0.07142857142857145, -0.031578947368421054], null], [[0.2142857142857143, -0.07142857142857145, -0.06067415730337081], null], [[0.3571428571428571, -0.07142857142857145, -0.05882352941176473], null], [[0.5, -0.07142857142857145, -0.05060240963855424], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.5, 0.0714285714285714, -0.050602409638554204], null], [[-0.35714285714285715, 0.0714285714285714, -0.05882352941176469], null], [[-0.2142857142857143, 0.0714285714285714, -0.060674157303370765], null], [[-0.07142857142857145, 0.0714285714285714, -0.031578947368421054], null], [[-2.7755575615628914e-17, 0.0714285714285714, -1.3196990670072614e-17], null], [[0.0714285714285714, 0.0714285714285714, 0.03157894736842104], null], [[0.2142857142857143, 0.0714285714285714, 0.060674157303370765], null], [[0.3571428571428571, 0.0714285714285714, 0.05882352941176469], null], [[0.5, 0.0714285714285714, 0.050602409638554204], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.5, 0.2142857142857143, -0.1345195729537367], null], [[-0.35714285714285715, 0.2142857142857143, -0.14594594594594595], null], [[-0.2142857142857143, 0.2142857142857143, -0.1338842975206612], null], [[-0.07142857142857145, 0.2142857142857143, -0.06067415730337081], null], [[0.0714285714285714, 0.2142857142857143, 0.060674157303370765], null], [[0.2142857142857143, 0.2142857142857143, 0.1338842975206612], null], [[0.3571428571428571, 0.2142857142857143, 0.14594594594594598], null], [[0.5, 0.2142857142857143, 0.1345195729537367], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.5, 0.3571428571428571, -0.1826086956521739], null], [[-0.35714285714285715, 0.3571428571428571, -0.1807228915662651], null], [[-0.2142857142857143, 0.3571428571428571, -0.14594594594594598], null], [[-0.07142857142857145, 0.3571428571428571, -0.05882352941176473], null], [[0.0714285714285714, 0.3571428571428571, 0.05882352941176469], null], [[0.2142857142857143, 0.3571428571428571, 0.14594594594594598], null], [[0.3571428571428571, 0.3571428571428571, 0.1807228915662651], null], [[0.5, 0.3571428571428571, 0.1826086956521739], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.5, 0.5, -0.2], null], [[-0.35714285714285715, 0.5, -0.18260869565217394], null], [[-0.2142857142857143, 0.5, -0.1345195729537367], null], [[-0.07142857142857145, 0.5, -0.05060240963855424], null], [[0.0714285714285714, 0.5, 0.050602409638554204], null], [[0.2142857142857143, 0.5, 0.1345195729537367], null], [[0.3571428571428571, 0.5, 0.1826086956521739], null], [[0.5, 0.5, 0.2], null]], &quot;color&quot;: [0, 0, 0, 1]}], &quot;axes&quot;: {&quot;hasaxes&quot;: [true, true, true], &quot;ticks&quot;: [[[-0.5, -0.25, 0.0, 0.25, 0.5], [-0.45, -0.4, -0.35000000000000003, -0.30000000000000004, -0.2, -0.15000000000000002, -0.1, -0.05, 0.05, 0.1, 0.15000000000000002, 0.2, 0.30000000000000004, 0.35000000000000003, 0.4, 0.45], [&quot;-2&quot;, &quot;-1&quot;, &quot;0&quot;, &quot;1&quot;, &quot;2&quot;]], [[-0.5, -0.25, 0.0, 0.25, 0.5], [-0.45, -0.4, -0.35000000000000003, -0.30000000000000004, -0.2, -0.15000000000000002, -0.1, -0.05, 0.05, 0.1, 0.15000000000000002, 0.2, 0.30000000000000004, 0.35000000000000003, 0.4, 0.45], [&quot;-2&quot;, &quot;-1&quot;, &quot;0&quot;, &quot;1&quot;, &quot;2&quot;]], [[-0.18000000000000005, -0.09000000000000002, 0.0, 0.09000000000000002, 0.18000000000000005], [-0.15750000000000003, -0.13500000000000004, -0.11250000000000002, -0.06750000000000002, -0.04500000000000001, -0.022500000000000006, 0.022500000000000006, 0.04500000000000001, 0.06750000000000002, 0.11250000000000002, 0.13500000000000004, 0.15750000000000003], [&quot;-0.4&quot;, &quot;-0.2&quot;, &quot;0&quot;, &quot;0.2&quot;, &quot;0.4&quot;]]]}, &quot;extent&quot;: {&quot;xmin&quot;: -0.5, &quot;xmax&quot;: 0.5, &quot;ymin&quot;: -0.5, &quot;ymax&quot;: 0.5, &quot;zmin&quot;: -0.2, &quot;zmax&quot;: 0.2}, &quot;lighting&quot;: [{&quot;type&quot;: &quot;Ambient&quot;, &quot;color&quot;: [0.3, 0.2, 0.4]}, {&quot;type&quot;: &quot;Directional&quot;, &quot;color&quot;: [0.8, 0.0, 0.0], &quot;position&quot;: [2.0, 0.0, 2.0]}, {&quot;type&quot;: &quot;Directional&quot;, &quot;color&quot;: [0.0, 0.8, 0.0], &quot;position&quot;: [2.0, 2.0, 2.0]}, {&quot;type&quot;: &quot;Directional&quot;, &quot;color&quot;: [0.0, 0.0, 0.8], &quot;position&quot;: [0.0, 2.0, 2.0]}], &quot;viewpoint&quot;: [1.3, -2.4, 2.0]}" /></mtd></mtr></mtable></mstyle></math>
p4191
sg15
I2
sass(g1709
g3876
g4177
I2
tp4192
(dp4193
g6
VPlot3D[x / (x ^ 2 + y ^ 2 + 1), {x, -2, 2}, {y, -2, 2}, Mesh->None]
p4194
sg8
(lp4195
(dp4196
g11
(lp4197
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtable><mtr><mtd><graphics3d data="{&quot;elements&quot;: [{&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, -0.5, -0.08968253968253968], null], [[-0.35714285714285715, -0.5, -0.0818840579710145], null], [[-0.35714285714285715, -0.35714285714285715, -0.11345381526104417], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, -0.5, -0.08968253968253968], null], [[-0.5, -0.35714285714285715, -0.1146376811594203], null], [[-0.35714285714285715, -0.35714285714285715, -0.11345381526104417], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, -0.35714285714285715, -0.1146376811594203], null], [[-0.5, -0.2142857142857143, -0.1407473309608541], null], [[-0.35714285714285715, -0.35714285714285715, -0.11345381526104417], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, -0.2142857142857143, -0.1407473309608541], null], [[-0.35714285714285715, -0.35714285714285715, -0.11345381526104417], null], [[-0.35714285714285715, -0.2142857142857143, -0.1527027027027027], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, -0.2142857142857143, -0.1407473309608541], null], [[-0.5, -0.07142857142857145, -0.15883534136546185], null], [[-0.35714285714285715, -0.2142857142857143, -0.1527027027027027], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, -0.07142857142857145, -0.15883534136546185], null], [[-0.35714285714285715, -0.2142857142857143, -0.1527027027027027], null], [[-0.35714285714285715, -0.07142857142857145, -0.184640522875817], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, -0.07142857142857145, -0.15883534136546185], null], [[-0.5, 0.0714285714285714, -0.15883534136546185], null], [[-0.35714285714285715, -0.07142857142857145, -0.184640522875817], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, 0.0714285714285714, -0.15883534136546185], null], [[-0.35714285714285715, -0.07142857142857145, -0.184640522875817], null], [[-0.35714285714285715, 0.0714285714285714, -0.184640522875817], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, 0.0714285714285714, -0.15883534136546185], null], [[-0.35714285714285715, 0.0714285714285714, -0.184640522875817], null], [[-0.35714285714285715, 0.2142857142857143, -0.1527027027027027], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, 0.0714285714285714, -0.15883534136546185], null], [[-0.5, 0.2142857142857143, -0.1407473309608541], null], [[-0.35714285714285715, 0.2142857142857143, -0.1527027027027027], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, 0.2142857142857143, -0.1407473309608541], null], [[-0.35714285714285715, 0.2142857142857143, -0.1527027027027027], null], [[-0.35714285714285715, 0.3571428571428571, -0.1134538152610442], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, 0.2142857142857143, -0.1407473309608541], null], [[-0.5, 0.3571428571428571, -0.1146376811594203], null], [[-0.35714285714285715, 0.3571428571428571, -0.1134538152610442], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, 0.3571428571428571, -0.1146376811594203], null], [[-0.5, 0.5, -0.08968253968253968], null], [[-0.35714285714285715, 0.3571428571428571, -0.1134538152610442], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, 0.5, -0.08968253968253968], null], [[-0.35714285714285715, 0.3571428571428571, -0.1134538152610442], null], [[-0.35714285714285715, 0.5, -0.0818840579710145], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, -0.5, -0.0818840579710145], null], [[-0.2142857142857143, -0.5, -0.06032028469750891], null], [[-0.2142857142857143, -0.35714285714285715, -0.09162162162162162], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, -0.5, -0.0818840579710145], null], [[-0.35714285714285715, -0.35714285714285715, -0.11345381526104417], null], [[-0.2142857142857143, -0.35714285714285715, -0.09162162162162162], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, -0.35714285714285715, -0.11345381526104417], null], [[-0.2142857142857143, -0.35714285714285715, -0.09162162162162162], null], [[-0.2142857142857143, -0.2142857142857143, -0.14008264462809916], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, -0.35714285714285715, -0.11345381526104417], null], [[-0.35714285714285715, -0.2142857142857143, -0.1527027027027027], null], [[-0.2142857142857143, -0.2142857142857143, -0.14008264462809916], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, -0.2142857142857143, -0.1527027027027027], null], [[-0.2142857142857143, -0.2142857142857143, -0.14008264462809916], null], [[-0.2142857142857143, -0.07142857142857145, -0.19044943820224716], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, -0.2142857142857143, -0.1527027027027027], null], [[-0.35714285714285715, -0.07142857142857145, -0.184640522875817], null], [[-0.2142857142857143, -0.07142857142857145, -0.19044943820224716], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, 0.2142857142857143, -0.1527027027027027], null], [[-0.2142857142857143, 0.0714285714285714, -0.19044943820224722], null], [[-0.2142857142857143, 0.2142857142857143, -0.14008264462809916], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, 0.2142857142857143, -0.1527027027027027], null], [[-0.35714285714285715, 0.3571428571428571, -0.1134538152610442], null], [[-0.2142857142857143, 0.2142857142857143, -0.14008264462809916], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, 0.3571428571428571, -0.1134538152610442], null], [[-0.2142857142857143, 0.2142857142857143, -0.14008264462809916], null], [[-0.2142857142857143, 0.3571428571428571, -0.09162162162162164], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, 0.3571428571428571, -0.1134538152610442], null], [[-0.35714285714285715, 0.5, -0.0818840579710145], null], [[-0.2142857142857143, 0.3571428571428571, -0.09162162162162164], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, 0.5, -0.0818840579710145], null], [[-0.2142857142857143, 0.3571428571428571, -0.09162162162162164], null], [[-0.2142857142857143, 0.5, -0.06032028469750891], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.5, -0.06032028469750891], null], [[-0.07142857142857145, -0.5, -0.022690763052208844], null], [[-0.07142857142857145, -0.35714285714285715, -0.036928104575163406], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.5, -0.06032028469750891], null], [[-0.2142857142857143, -0.35714285714285715, -0.09162162162162162], null], [[-0.07142857142857145, -0.35714285714285715, -0.036928104575163406], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.35714285714285715, -0.09162162162162162], null], [[-0.07142857142857145, -0.35714285714285715, -0.036928104575163406], null], [[-0.07142857142857145, -0.2142857142857143, -0.06348314606741574], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.3571428571428571, -0.09162162162162164], null], [[-0.07142857142857145, 0.2142857142857143, -0.06348314606741574], null], [[-0.07142857142857145, 0.3571428571428571, -0.03692810457516341], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.3571428571428571, -0.09162162162162164], null], [[-0.2142857142857143, 0.5, -0.06032028469750891], null], [[-0.07142857142857145, 0.3571428571428571, -0.03692810457516341], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.5, -0.06032028469750891], null], [[-0.07142857142857145, 0.3571428571428571, -0.03692810457516341], null], [[-0.07142857142857145, 0.5, -0.022690763052208844], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -0.5, -0.022690763052208844], null], [[-0.07142857142857145, -0.35714285714285715, -0.036928104575163406], null], [[0.0714285714285714, -0.5, 0.022690763052208827], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -0.35714285714285715, -0.036928104575163406], null], [[0.0714285714285714, -0.5, 0.022690763052208827], null], [[0.0714285714285714, -0.35714285714285715, 0.03692810457516338], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -0.35714285714285715, -0.036928104575163406], null], [[0.0714285714285714, -0.35714285714285715, 0.03692810457516338], null], [[0.0714285714285714, -0.2142857142857143, 0.0634831460674157], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -0.35714285714285715, -0.036928104575163406], null], [[-0.07142857142857145, -0.2142857142857143, -0.06348314606741574], null], [[0.0714285714285714, -0.2142857142857143, 0.0634831460674157], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.2142857142857143, -0.06348314606741574], null], [[-0.07142857142857145, 0.3571428571428571, -0.03692810457516341], null], [[0.0714285714285714, 0.2142857142857143, 0.0634831460674157], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.3571428571428571, -0.03692810457516341], null], [[0.0714285714285714, 0.2142857142857143, 0.0634831460674157], null], [[0.0714285714285714, 0.3571428571428571, 0.036928104575163385], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.3571428571428571, -0.03692810457516341], null], [[-0.07142857142857145, 0.5, -0.022690763052208844], null], [[0.0714285714285714, 0.3571428571428571, 0.036928104575163385], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.5, -0.022690763052208844], null], [[0.0714285714285714, 0.3571428571428571, 0.036928104575163385], null], [[0.0714285714285714, 0.5, 0.022690763052208827], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.5, 0.022690763052208827], null], [[0.0714285714285714, -0.35714285714285715, 0.03692810457516338], null], [[0.2142857142857143, -0.5, 0.06032028469750891], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.35714285714285715, 0.03692810457516338], null], [[0.2142857142857143, -0.5, 0.06032028469750891], null], [[0.2142857142857143, -0.35714285714285715, 0.09162162162162162], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.35714285714285715, 0.03692810457516338], null], [[0.0714285714285714, -0.2142857142857143, 0.0634831460674157], null], [[0.2142857142857143, -0.35714285714285715, 0.09162162162162162], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.2142857142857143, 0.0634831460674157], null], [[0.2142857142857143, -0.35714285714285715, 0.09162162162162162], null], [[0.2142857142857143, -0.2142857142857143, 0.14008264462809916], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.2142857142857143, 0.0634831460674157], null], [[0.0714285714285714, -0.07142857142857145, 0.09912280701754382], null], [[0.2142857142857143, -0.2142857142857143, 0.14008264462809916], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.07142857142857145, 0.09912280701754382], null], [[0.2142857142857143, -0.2142857142857143, 0.14008264462809916], null], [[0.2142857142857143, -0.07142857142857145, 0.19044943820224716], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.0714285714285714, 0.09912280701754385], null], [[0.0714285714285714, 0.2142857142857143, 0.0634831460674157], null], [[0.2142857142857143, 0.2142857142857143, 0.14008264462809916], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.2142857142857143, 0.0634831460674157], null], [[0.2142857142857143, 0.2142857142857143, 0.14008264462809916], null], [[0.2142857142857143, 0.3571428571428571, 0.09162162162162164], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.2142857142857143, 0.0634831460674157], null], [[0.0714285714285714, 0.3571428571428571, 0.036928104575163385], null], [[0.2142857142857143, 0.3571428571428571, 0.09162162162162164], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.3571428571428571, 0.036928104575163385], null], [[0.2142857142857143, 0.3571428571428571, 0.09162162162162164], null], [[0.2142857142857143, 0.5, 0.06032028469750891], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.3571428571428571, 0.036928104575163385], null], [[0.0714285714285714, 0.5, 0.022690763052208827], null], [[0.2142857142857143, 0.5, 0.06032028469750891], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, -0.5, 0.06032028469750891], null], [[0.2142857142857143, -0.35714285714285715, 0.09162162162162162], null], [[0.3571428571428571, -0.5, 0.08188405797101449], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, -0.35714285714285715, 0.09162162162162162], null], [[0.3571428571428571, -0.5, 0.08188405797101449], null], [[0.3571428571428571, -0.35714285714285715, 0.11345381526104417], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, -0.35714285714285715, 0.09162162162162162], null], [[0.2142857142857143, -0.2142857142857143, 0.14008264462809916], null], [[0.3571428571428571, -0.35714285714285715, 0.11345381526104417], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, -0.2142857142857143, 0.14008264462809916], null], [[0.3571428571428571, -0.35714285714285715, 0.11345381526104417], null], [[0.3571428571428571, -0.2142857142857143, 0.1527027027027027], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, -0.2142857142857143, 0.14008264462809916], null], [[0.2142857142857143, -0.07142857142857145, 0.19044943820224716], null], [[0.3571428571428571, -0.2142857142857143, 0.1527027027027027], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, -0.07142857142857145, 0.19044943820224716], null], [[0.3571428571428571, -0.2142857142857143, 0.1527027027027027], null], [[0.3571428571428571, -0.07142857142857145, 0.184640522875817], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, 0.0714285714285714, 0.19044943820224722], null], [[0.2142857142857143, 0.2142857142857143, 0.14008264462809916], null], [[0.3571428571428571, 0.2142857142857143, 0.1527027027027027], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, 0.2142857142857143, 0.14008264462809916], null], [[0.3571428571428571, 0.2142857142857143, 0.1527027027027027], null], [[0.3571428571428571, 0.3571428571428571, 0.11345381526104417], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, 0.2142857142857143, 0.14008264462809916], null], [[0.2142857142857143, 0.3571428571428571, 0.09162162162162164], null], [[0.3571428571428571, 0.3571428571428571, 0.11345381526104417], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, 0.3571428571428571, 0.09162162162162164], null], [[0.3571428571428571, 0.3571428571428571, 0.11345381526104417], null], [[0.3571428571428571, 0.5, 0.08188405797101449], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, 0.3571428571428571, 0.09162162162162164], null], [[0.2142857142857143, 0.5, 0.06032028469750891], null], [[0.3571428571428571, 0.5, 0.08188405797101449], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, -0.5, 0.08188405797101449], null], [[0.3571428571428571, -0.35714285714285715, 0.11345381526104417], null], [[0.5, -0.5, 0.08968253968253968], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, -0.35714285714285715, 0.11345381526104417], null], [[0.5, -0.5, 0.08968253968253968], null], [[0.5, -0.35714285714285715, 0.1146376811594203], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, -0.35714285714285715, 0.11345381526104417], null], [[0.5, -0.35714285714285715, 0.1146376811594203], null], [[0.5, -0.2142857142857143, 0.1407473309608541], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, -0.35714285714285715, 0.11345381526104417], null], [[0.3571428571428571, -0.2142857142857143, 0.1527027027027027], null], [[0.5, -0.2142857142857143, 0.1407473309608541], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, -0.2142857142857143, 0.1527027027027027], null], [[0.5, -0.2142857142857143, 0.1407473309608541], null], [[0.5, -0.07142857142857145, 0.15883534136546185], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, -0.2142857142857143, 0.1527027027027027], null], [[0.3571428571428571, -0.07142857142857145, 0.184640522875817], null], [[0.5, -0.07142857142857145, 0.15883534136546185], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, -0.07142857142857145, 0.184640522875817], null], [[0.3571428571428571, 0.0714285714285714, 0.184640522875817], null], [[0.5, -0.07142857142857145, 0.15883534136546185], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, 0.0714285714285714, 0.184640522875817], null], [[0.5, -0.07142857142857145, 0.15883534136546185], null], [[0.5, 0.0714285714285714, 0.15883534136546185], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, 0.0714285714285714, 0.184640522875817], null], [[0.3571428571428571, 0.2142857142857143, 0.1527027027027027], null], [[0.5, 0.0714285714285714, 0.15883534136546185], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, 0.2142857142857143, 0.1527027027027027], null], [[0.5, 0.0714285714285714, 0.15883534136546185], null], [[0.5, 0.2142857142857143, 0.1407473309608541], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, 0.2142857142857143, 0.1527027027027027], null], [[0.3571428571428571, 0.3571428571428571, 0.11345381526104417], null], [[0.5, 0.2142857142857143, 0.1407473309608541], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, 0.3571428571428571, 0.11345381526104417], null], [[0.5, 0.2142857142857143, 0.1407473309608541], null], [[0.5, 0.3571428571428571, 0.1146376811594203], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, 0.3571428571428571, 0.11345381526104417], null], [[0.5, 0.3571428571428571, 0.1146376811594203], null], [[0.5, 0.5, 0.08968253968253968], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3571428571428571, 0.3571428571428571, 0.11345381526104417], null], [[0.3571428571428571, 0.5, 0.08188405797101449], null], [[0.5, 0.5, 0.08968253968253968], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, 0.0714285714285714, -0.184640522875817], null], [[-0.2857142857142857, -2.7755575615628914e-17, -0.2], null], [[-0.2857142857142857, 0.0714285714285714, -0.1931623931623932], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -2.7755575615628914e-17, -0.2], null], [[-0.2142857142857143, -0.07142857142857145, -0.19044943820224716], null], [[-0.2142857142857143, -2.7755575615628914e-17, -0.19941176470588237], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.0714285714285714, -0.1931623931623932], null], [[-0.2142857142857143, -2.7755575615628914e-17, -0.19941176470588237], null], [[-0.2142857142857143, 0.0714285714285714, -0.19044943820224722], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -2.7755575615628914e-17, -0.2], null], [[-0.2857142857142857, 0.0714285714285714, -0.1931623931623932], null], [[-0.2142857142857143, -2.7755575615628914e-17, -0.19941176470588237], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.07142857142857145, -0.19044943820224716], null], [[-0.2142857142857143, -2.7755575615628914e-17, -0.19941176470588237], null], [[-0.14285714285714288, -2.7755575615628914e-17, -0.17384615384615384], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -2.7755575615628914e-17, -0.19941176470588237], null], [[-0.2142857142857143, 0.0714285714285714, -0.19044943820224722], null], [[-0.14285714285714288, 0.0714285714285714, -0.16376811594202903], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -2.7755575615628914e-17, -0.17384615384615384], null], [[-0.14285714285714288, 0.0714285714285714, -0.16376811594202903], null], [[-0.07142857142857145, 0.0714285714285714, -0.0991228070175439], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -2.7755575615628914e-17, -0.19941176470588237], null], [[-0.14285714285714288, -2.7755575615628914e-17, -0.17384615384615384], null], [[-0.14285714285714288, 0.0714285714285714, -0.16376811594202903], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.2142857142857143, -0.14008264462809916], null], [[-0.14285714285714288, -0.2142857142857143, -0.1118811881188119], null], [[-0.14285714285714288, -0.14285714285714288, -0.13950617283950617], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.2142857142857143, -0.1118811881188119], null], [[-0.07142857142857145, -0.2142857142857143, -0.06348314606741574], null], [[-0.07142857142857145, -0.14285714285714288, -0.08188405797101453], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.14285714285714288, -0.13950617283950617], null], [[-0.07142857142857145, -0.14285714285714288, -0.08188405797101453], null], [[-0.07142857142857145, -0.07142857142857145, -0.09912280701754388], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.2142857142857143, -0.1118811881188119], null], [[-0.14285714285714288, -0.14285714285714288, -0.13950617283950617], null], [[-0.07142857142857145, -0.14285714285714288, -0.08188405797101453], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -0.2142857142857143, -0.06348314606741574], null], [[-0.07142857142857145, -0.14285714285714288, -0.08188405797101453], null], [[-2.7755575615628914e-17, -0.14285714285714288, -3.377640047994226e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -0.14285714285714288, -0.08188405797101453], null], [[-0.07142857142857145, -0.07142857142857145, -0.09912280701754388], null], [[-2.7755575615628914e-17, -0.07142857142857145, -4.142388738106126e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, -0.14285714285714288, -3.377640047994226e-17], null], [[-2.7755575615628914e-17, -0.07142857142857145, -4.142388738106126e-17], null], [[0.0714285714285714, -0.07142857142857145, 0.09912280701754382], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -0.14285714285714288, -0.08188405797101453], null], [[-2.7755575615628914e-17, -0.14285714285714288, -3.377640047994226e-17], null], [[-2.7755575615628914e-17, -0.07142857142857145, -4.142388738106126e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.07142857142857145, -0.19044943820224716], null], [[-0.2142857142857143, -2.7755575615628914e-17, -0.19941176470588237], null], [[-0.14285714285714288, -2.7755575615628914e-17, -0.17384615384615384], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -2.7755575615628914e-17, -0.19941176470588237], null], [[-0.2142857142857143, 0.0714285714285714, -0.19044943820224722], null], [[-0.14285714285714288, 0.0714285714285714, -0.16376811594202903], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -2.7755575615628914e-17, -0.17384615384615384], null], [[-0.14285714285714288, 0.0714285714285714, -0.16376811594202903], null], [[-0.07142857142857145, 0.0714285714285714, -0.0991228070175439], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -2.7755575615628914e-17, -0.19941176470588237], null], [[-0.14285714285714288, -2.7755575615628914e-17, -0.17384615384615384], null], [[-0.14285714285714288, 0.0714285714285714, -0.16376811594202903], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, 0.0714285714285714, -0.184640522875817], null], [[-0.2857142857142857, -2.7755575615628914e-17, -0.2], null], [[-0.2857142857142857, 0.0714285714285714, -0.1931623931623932], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -2.7755575615628914e-17, -0.2], null], [[-0.2142857142857143, -0.07142857142857145, -0.19044943820224716], null], [[-0.2142857142857143, -2.7755575615628914e-17, -0.19941176470588237], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.0714285714285714, -0.1931623931623932], null], [[-0.2142857142857143, -2.7755575615628914e-17, -0.19941176470588237], null], [[-0.2142857142857143, 0.0714285714285714, -0.19044943820224722], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -2.7755575615628914e-17, -0.2], null], [[-0.2857142857142857, 0.0714285714285714, -0.1931623931623932], null], [[-0.2142857142857143, -2.7755575615628914e-17, -0.19941176470588237], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.2142857142857143, -0.14008264462809916], null], [[-0.14285714285714288, 0.14285714285714285, -0.1395061728395062], null], [[-0.14285714285714288, 0.2142857142857143, -0.1118811881188119], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.14285714285714285, -0.1395061728395062], null], [[-0.07142857142857145, 0.0714285714285714, -0.0991228070175439], null], [[-0.07142857142857145, 0.14285714285714285, -0.08188405797101453], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.2142857142857143, -0.1118811881188119], null], [[-0.07142857142857145, 0.14285714285714285, -0.08188405797101453], null], [[-0.07142857142857145, 0.2142857142857143, -0.06348314606741574], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.14285714285714285, -0.1395061728395062], null], [[-0.14285714285714288, 0.2142857142857143, -0.1118811881188119], null], [[-0.07142857142857145, 0.14285714285714285, -0.08188405797101453], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.0714285714285714, -0.0991228070175439], null], [[-0.07142857142857145, 0.14285714285714285, -0.08188405797101453], null], [[-2.7755575615628914e-17, 0.0714285714285714, -4.142388738106127e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.14285714285714285, -0.08188405797101453], null], [[-0.07142857142857145, 0.2142857142857143, -0.06348314606741574], null], [[-2.7755575615628914e-17, 0.14285714285714285, -3.377640047994227e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 0.0714285714285714, -4.142388738106127e-17], null], [[-2.7755575615628914e-17, 0.14285714285714285, -3.377640047994227e-17], null], [[0.0714285714285714, 0.0714285714285714, 0.09912280701754385], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.14285714285714285, -0.08188405797101453], null], [[-2.7755575615628914e-17, 0.0714285714285714, -4.142388738106127e-17], null], [[-2.7755575615628914e-17, 0.14285714285714285, -3.377640047994227e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -0.2142857142857143, -0.06348314606741574], null], [[-0.07142857142857145, -0.14285714285714288, -0.08188405797101453], null], [[-2.7755575615628914e-17, -0.14285714285714288, -3.377640047994226e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -0.14285714285714288, -0.08188405797101453], null], [[-0.07142857142857145, -0.07142857142857145, -0.09912280701754388], null], [[-2.7755575615628914e-17, -0.07142857142857145, -4.142388738106126e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, -0.14285714285714288, -3.377640047994226e-17], null], [[-2.7755575615628914e-17, -0.07142857142857145, -4.142388738106126e-17], null], [[0.0714285714285714, -0.07142857142857145, 0.09912280701754382], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -0.14285714285714288, -0.08188405797101453], null], [[-2.7755575615628914e-17, -0.14285714285714288, -3.377640047994226e-17], null], [[-2.7755575615628914e-17, -0.07142857142857145, -4.142388738106126e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.2142857142857143, -0.14008264462809916], null], [[-0.14285714285714288, -0.2142857142857143, -0.1118811881188119], null], [[-0.14285714285714288, -0.14285714285714288, -0.13950617283950617], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.2142857142857143, -0.1118811881188119], null], [[-0.07142857142857145, -0.2142857142857143, -0.06348314606741574], null], [[-0.07142857142857145, -0.14285714285714288, -0.08188405797101453], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.14285714285714288, -0.13950617283950617], null], [[-0.07142857142857145, -0.14285714285714288, -0.08188405797101453], null], [[-0.07142857142857145, -0.07142857142857145, -0.09912280701754388], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.2142857142857143, -0.1118811881188119], null], [[-0.14285714285714288, -0.14285714285714288, -0.13950617283950617], null], [[-0.07142857142857145, -0.14285714285714288, -0.08188405797101453], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.0714285714285714, -0.0991228070175439], null], [[-0.07142857142857145, 0.14285714285714285, -0.08188405797101453], null], [[-2.7755575615628914e-17, 0.0714285714285714, -4.142388738106127e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.14285714285714285, -0.08188405797101453], null], [[-0.07142857142857145, 0.2142857142857143, -0.06348314606741574], null], [[-2.7755575615628914e-17, 0.14285714285714285, -3.377640047994227e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 0.0714285714285714, -4.142388738106127e-17], null], [[-2.7755575615628914e-17, 0.14285714285714285, -3.377640047994227e-17], null], [[0.0714285714285714, 0.0714285714285714, 0.09912280701754385], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.14285714285714285, -0.08188405797101453], null], [[-2.7755575615628914e-17, 0.0714285714285714, -4.142388738106127e-17], null], [[-2.7755575615628914e-17, 0.14285714285714285, -3.377640047994227e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.2142857142857143, -0.14008264462809916], null], [[-0.14285714285714288, 0.14285714285714285, -0.1395061728395062], null], [[-0.14285714285714288, 0.2142857142857143, -0.1118811881188119], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.14285714285714285, -0.1395061728395062], null], [[-0.07142857142857145, 0.0714285714285714, -0.0991228070175439], null], [[-0.07142857142857145, 0.14285714285714285, -0.08188405797101453], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.2142857142857143, -0.1118811881188119], null], [[-0.07142857142857145, 0.14285714285714285, -0.08188405797101453], null], [[-0.07142857142857145, 0.2142857142857143, -0.06348314606741574], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.14285714285714285, -0.1395061728395062], null], [[-0.14285714285714288, 0.2142857142857143, -0.1118811881188119], null], [[-0.07142857142857145, 0.14285714285714285, -0.08188405797101453], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.0714285714285714, 0.09912280701754385], null], [[0.14285714285714285, -2.7755575615628914e-17, 0.17384615384615387], null], [[0.14285714285714285, 0.0714285714285714, 0.163768115942029], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, -2.7755575615628914e-17, 0.17384615384615387], null], [[0.2142857142857143, -0.07142857142857145, 0.19044943820224716], null], [[0.2142857142857143, -2.7755575615628914e-17, 0.19941176470588237], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, 0.0714285714285714, 0.163768115942029], null], [[0.2142857142857143, -2.7755575615628914e-17, 0.19941176470588237], null], [[0.2142857142857143, 0.0714285714285714, 0.19044943820224722], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, -2.7755575615628914e-17, 0.17384615384615387], null], [[0.14285714285714285, 0.0714285714285714, 0.163768115942029], null], [[0.2142857142857143, -2.7755575615628914e-17, 0.19941176470588237], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, -0.07142857142857145, 0.19044943820224716], null], [[0.2142857142857143, -2.7755575615628914e-17, 0.19941176470588237], null], [[0.2857142857142857, -2.7755575615628914e-17, 0.2], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, -2.7755575615628914e-17, 0.19941176470588237], null], [[0.2142857142857143, 0.0714285714285714, 0.19044943820224722], null], [[0.2857142857142857, 0.0714285714285714, 0.1931623931623932], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2857142857142857, -2.7755575615628914e-17, 0.2], null], [[0.2857142857142857, 0.0714285714285714, 0.1931623931623932], null], [[0.3571428571428571, 0.0714285714285714, 0.184640522875817], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, -2.7755575615628914e-17, 0.19941176470588237], null], [[0.2857142857142857, -2.7755575615628914e-17, 0.2], null], [[0.2857142857142857, 0.0714285714285714, 0.1931623931623932], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, -0.07142857142857145, 0.19044943820224716], null], [[0.2142857142857143, -2.7755575615628914e-17, 0.19941176470588237], null], [[0.2857142857142857, -2.7755575615628914e-17, 0.2], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, -2.7755575615628914e-17, 0.19941176470588237], null], [[0.2142857142857143, 0.0714285714285714, 0.19044943820224722], null], [[0.2857142857142857, 0.0714285714285714, 0.1931623931623932], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2857142857142857, -2.7755575615628914e-17, 0.2], null], [[0.2857142857142857, 0.0714285714285714, 0.1931623931623932], null], [[0.3571428571428571, 0.0714285714285714, 0.184640522875817], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, -2.7755575615628914e-17, 0.19941176470588237], null], [[0.2857142857142857, -2.7755575615628914e-17, 0.2], null], [[0.2857142857142857, 0.0714285714285714, 0.1931623931623932], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.0714285714285714, 0.09912280701754385], null], [[0.14285714285714285, -2.7755575615628914e-17, 0.17384615384615387], null], [[0.14285714285714285, 0.0714285714285714, 0.163768115942029], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, -2.7755575615628914e-17, 0.17384615384615387], null], [[0.2142857142857143, -0.07142857142857145, 0.19044943820224716], null], [[0.2142857142857143, -2.7755575615628914e-17, 0.19941176470588237], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, 0.0714285714285714, 0.163768115942029], null], [[0.2142857142857143, -2.7755575615628914e-17, 0.19941176470588237], null], [[0.2142857142857143, 0.0714285714285714, 0.19044943820224722], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, -2.7755575615628914e-17, 0.17384615384615387], null], [[0.14285714285714285, 0.0714285714285714, 0.163768115942029], null], [[0.2142857142857143, -2.7755575615628914e-17, 0.19941176470588237], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, -0.07142857142857145, -0.184640522875817], null], [[-0.35714285714285715, -2.7755575615628914e-17, -0.184640522875817], null], [[-0.2857142857142857, -0.07142857142857145, -0.1875449805390321], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, -2.7755575615628914e-17, -0.184640522875817], null], [[-0.35714285714285715, 0.0714285714285714, -0.184640522875817], null], [[-0.2857142857142857, -2.7755575615628914e-17, -0.2], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.07142857142857145, -0.1875449805390321], null], [[-0.2857142857142857, -2.7755575615628914e-17, -0.2], null], [[-0.2142857142857143, -0.07142857142857145, -0.19044943820224716], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, -2.7755575615628914e-17, -0.184640522875817], null], [[-0.2857142857142857, -0.07142857142857145, -0.1875449805390321], null], [[-0.2857142857142857, -2.7755575615628914e-17, -0.2], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, 0.0714285714285714, -0.184640522875817], null], [[-0.35714285714285715, 0.14285714285714285, -0.16867161278925985], null], [[-0.2857142857142857, 0.0714285714285714, -0.1931623931623932], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, 0.14285714285714285, -0.16867161278925985], null], [[-0.35714285714285715, 0.2142857142857143, -0.1527027027027027], null], [[-0.2857142857142857, 0.14285714285714285, -0.17157607045247494], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.0714285714285714, -0.1931623931623932], null], [[-0.2857142857142857, 0.14285714285714285, -0.17157607045247494], null], [[-0.2142857142857143, 0.0714285714285714, -0.19044943820224722], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35714285714285715, 0.14285714285714285, -0.16867161278925985], null], [[-0.2857142857142857, 0.0714285714285714, -0.1931623931623932], null], [[-0.2857142857142857, 0.14285714285714285, -0.17157607045247494], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.35714285714285715, -0.09162162162162162], null], [[-0.2142857142857143, -0.2857142857142857, -0.1158521331248604], null], [[-0.14285714285714288, -0.2857142857142857, -0.07755238384451868], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.2857142857142857, -0.1158521331248604], null], [[-0.2142857142857143, -0.2142857142857143, -0.14008264462809916], null], [[-0.14285714285714288, -0.2142857142857143, -0.1118811881188119], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.2857142857142857, -0.07755238384451868], null], [[-0.14285714285714288, -0.2142857142857143, -0.1118811881188119], null], [[-0.07142857142857145, -0.2142857142857143, -0.06348314606741574], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.2857142857142857, -0.1158521331248604], null], [[-0.14285714285714288, -0.2857142857142857, -0.07755238384451868], null], [[-0.14285714285714288, -0.2142857142857143, -0.1118811881188119], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.2142857142857143, -0.14008264462809916], null], [[-0.2142857142857143, -0.14285714285714288, -0.16526604141517318], null], [[-0.14285714285714288, -0.14285714285714288, -0.13950617283950617], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.14285714285714288, -0.16526604141517318], null], [[-0.2142857142857143, -0.07142857142857145, -0.19044943820224716], null], [[-0.14285714285714288, -0.07142857142857145, -0.1447861226098955], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.14285714285714288, -0.13950617283950617], null], [[-0.14285714285714288, -0.07142857142857145, -0.1447861226098955], null], [[-0.07142857142857145, -0.07142857142857145, -0.09912280701754388], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.14285714285714288, -0.16526604141517318], null], [[-0.14285714285714288, -0.14285714285714288, -0.13950617283950617], null], [[-0.14285714285714288, -0.07142857142857145, -0.1447861226098955], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.07142857142857145, -0.19044943820224716], null], [[-0.14285714285714288, -0.07142857142857145, -0.1447861226098955], null], [[-0.14285714285714288, -2.7755575615628914e-17, -0.17384615384615384], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.07142857142857145, -0.1447861226098955], null], [[-0.07142857142857145, -0.07142857142857145, -0.09912280701754388], null], [[-0.07142857142857145, -2.7755575615628914e-17, -0.09912280701754389], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -2.7755575615628914e-17, -0.17384615384615384], null], [[-0.07142857142857145, -2.7755575615628914e-17, -0.09912280701754389], null], [[-0.07142857142857145, 0.0714285714285714, -0.0991228070175439], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.07142857142857145, -0.1447861226098955], null], [[-0.14285714285714288, -2.7755575615628914e-17, -0.17384615384615384], null], [[-0.07142857142857145, -2.7755575615628914e-17, -0.09912280701754389], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.0714285714285714, -0.19044943820224722], null], [[-0.2142857142857143, 0.14285714285714285, -0.16526604141517318], null], [[-0.14285714285714288, 0.0714285714285714, -0.16376811594202903], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.14285714285714285, -0.16526604141517318], null], [[-0.2142857142857143, 0.2142857142857143, -0.14008264462809916], null], [[-0.14285714285714288, 0.14285714285714285, -0.1395061728395062], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.0714285714285714, -0.16376811594202903], null], [[-0.14285714285714288, 0.14285714285714285, -0.1395061728395062], null], [[-0.07142857142857145, 0.0714285714285714, -0.0991228070175439], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.14285714285714285, -0.16526604141517318], null], [[-0.14285714285714288, 0.0714285714285714, -0.16376811594202903], null], [[-0.14285714285714288, 0.14285714285714285, -0.1395061728395062], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.2142857142857143, -0.14008264462809916], null], [[-0.2142857142857143, 0.2857142857142857, -0.1158521331248604], null], [[-0.14285714285714288, 0.2142857142857143, -0.1118811881188119], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.2857142857142857, -0.1158521331248604], null], [[-0.2142857142857143, 0.3571428571428571, -0.09162162162162164], null], [[-0.14285714285714288, 0.2857142857142857, -0.0775523838445187], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.2142857142857143, -0.1118811881188119], null], [[-0.14285714285714288, 0.2857142857142857, -0.0775523838445187], null], [[-0.07142857142857145, 0.2142857142857143, -0.06348314606741574], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.2857142857142857, -0.1158521331248604], null], [[-0.14285714285714288, 0.2142857142857143, -0.1118811881188119], null], [[-0.14285714285714288, 0.2857142857142857, -0.0775523838445187], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -0.2142857142857143, -0.06348314606741574], null], [[-2.7755575615628914e-17, -0.2142857142857143, -1.6802035953032505e-17], null], [[-2.7755575615628914e-17, -0.14285714285714288, -3.377640047994226e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, -0.2142857142857143, -1.6802035953032505e-17], null], [[0.0714285714285714, -0.2142857142857143, 0.0634831460674157], null], [[0.0714285714285714, -0.14285714285714288, 0.08130297654247975], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, -0.14285714285714288, -3.377640047994226e-17], null], [[0.0714285714285714, -0.14285714285714288, 0.08130297654247975], null], [[0.0714285714285714, -0.07142857142857145, 0.09912280701754382], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, -0.2142857142857143, -1.6802035953032505e-17], null], [[-2.7755575615628914e-17, -0.14285714285714288, -3.377640047994226e-17], null], [[0.0714285714285714, -0.14285714285714288, 0.08130297654247975], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -0.07142857142857145, -0.09912280701754388], null], [[-0.07142857142857145, -2.7755575615628914e-17, -0.09912280701754389], null], [[-2.7755575615628914e-17, -0.07142857142857145, -4.142388738106126e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -2.7755575615628914e-17, -0.09912280701754389], null], [[-0.07142857142857145, 0.0714285714285714, -0.0991228070175439], null], [[-2.7755575615628914e-17, -2.7755575615628914e-17, -3.920475055707584e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, -0.07142857142857145, -4.142388738106126e-17], null], [[-2.7755575615628914e-17, -2.7755575615628914e-17, -3.920475055707584e-17], null], [[0.0714285714285714, -0.07142857142857145, 0.09912280701754382], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, -2.7755575615628914e-17, -0.09912280701754389], null], [[-2.7755575615628914e-17, -0.07142857142857145, -4.142388738106126e-17], null], [[-2.7755575615628914e-17, -2.7755575615628914e-17, -3.920475055707584e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.0714285714285714, -0.0991228070175439], null], [[-2.7755575615628914e-17, -2.7755575615628914e-17, -3.920475055707584e-17], null], [[-2.7755575615628914e-17, 0.0714285714285714, -4.142388738106127e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, -2.7755575615628914e-17, -3.920475055707584e-17], null], [[0.0714285714285714, -0.07142857142857145, 0.09912280701754382], null], [[0.0714285714285714, -2.7755575615628914e-17, 0.09912280701754383], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 0.0714285714285714, -4.142388738106127e-17], null], [[0.0714285714285714, -2.7755575615628914e-17, 0.09912280701754383], null], [[0.0714285714285714, 0.0714285714285714, 0.09912280701754385], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, -2.7755575615628914e-17, -3.920475055707584e-17], null], [[-2.7755575615628914e-17, 0.0714285714285714, -4.142388738106127e-17], null], [[0.0714285714285714, -2.7755575615628914e-17, 0.09912280701754383], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857145, 0.2142857142857143, -0.06348314606741574], null], [[-2.7755575615628914e-17, 0.14285714285714285, -3.377640047994227e-17], null], [[-2.7755575615628914e-17, 0.2142857142857143, -1.6802035953032505e-17], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 0.14285714285714285, -3.377640047994227e-17], null], [[0.0714285714285714, 0.0714285714285714, 0.09912280701754385], null], [[0.0714285714285714, 0.14285714285714285, 0.08130297654247978], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 0.2142857142857143, -1.6802035953032505e-17], null], [[0.0714285714285714, 0.14285714285714285, 0.08130297654247978], null], [[0.0714285714285714, 0.2142857142857143, 0.0634831460674157], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.7755575615628914e-17, 0.14285714285714285, -3.377640047994227e-17], null], [[-2.7755575615628914e-17, 0.2142857142857143, -1.6802035953032505e-17], null], [[0.0714285714285714, 0.14285714285714285, 0.08130297654247978], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.07142857142857145, 0.09912280701754382], null], [[0.0714285714285714, -2.7755575615628914e-17, 0.09912280701754383], null], [[0.14285714285714285, -0.07142857142857145, 0.14478612260989548], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -2.7755575615628914e-17, 0.09912280701754383], null], [[0.0714285714285714, 0.0714285714285714, 0.09912280701754385], null], [[0.14285714285714285, -2.7755575615628914e-17, 0.17384615384615387], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, -0.07142857142857145, 0.14478612260989548], null], [[0.14285714285714285, -2.7755575615628914e-17, 0.17384615384615387], null], [[0.2142857142857143, -0.07142857142857145, 0.19044943820224716], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -2.7755575615628914e-17, 0.09912280701754383], null], [[0.14285714285714285, -0.07142857142857145, 0.14478612260989548], null], [[0.14285714285714285, -2.7755575615628914e-17, 0.17384615384615387], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.0714285714285714, 0.09912280701754385], null], [[0.14285714285714285, 0.0714285714285714, 0.163768115942029], null], [[0.14285714285714285, 0.14285714285714285, 0.11960272582282151], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, 0.0714285714285714, 0.163768115942029], null], [[0.2142857142857143, 0.0714285714285714, 0.19044943820224722], null], [[0.2142857142857143, 0.14285714285714285, 0.16526604141517318], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, 0.14285714285714285, 0.11960272582282151], null], [[0.2142857142857143, 0.14285714285714285, 0.16526604141517318], null], [[0.2142857142857143, 0.2142857142857143, 0.14008264462809916], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714285, 0.0714285714285714, 0.163768115942029], null], [[0.14285714285714285, 0.14285714285714285, 0.11960272582282151], null], [[0.2142857142857143, 0.14285714285714285, 0.16526604141517318], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, -0.07142857142857145, 0.19044943820224716], null], [[0.2857142857142857, -0.07142857142857145, 0.1875449805390321], null], [[0.2857142857142857, -2.7755575615628914e-17, 0.2], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2857142857142857, -0.07142857142857145, 0.1875449805390321], null], [[0.3571428571428571, -0.07142857142857145, 0.184640522875817], null], [[0.3571428571428571, -2.7755575615628914e-17, 0.184640522875817], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2857142857142857, -2.7755575615628914e-17, 0.2], null], [[0.3571428571428571, -2.7755575615628914e-17, 0.184640522875817], null], [[0.3571428571428571, 0.0714285714285714, 0.184640522875817], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2857142857142857, -0.07142857142857145, 0.1875449805390321], null], [[0.2857142857142857, -2.7755575615628914e-17, 0.2], null], [[0.3571428571428571, -2.7755575615628914e-17, 0.184640522875817], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2142857142857143, 0.0714285714285714, 0.19044943820224722], null], [[0.2857142857142857, 0.0714285714285714, 0.1931623931623932], null], [[0.2857142857142857, 0.14285714285714285, 0.17157607045247494], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2857142857142857, 0.0714285714285714, 0.1931623931623932], null], [[0.3571428571428571, 0.0714285714285714, 0.184640522875817], null], [[0.3571428571428571, 0.14285714285714285, 0.16867161278925985], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2857142857142857, 0.14285714285714285, 0.17157607045247494], null], [[0.3571428571428571, 0.14285714285714285, 0.16867161278925985], null], [[0.3571428571428571, 0.2142857142857143, 0.1527027027027027], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2857142857142857, 0.0714285714285714, 0.1931623931623932], null], [[0.2857142857142857, 0.14285714285714285, 0.17157607045247494], null], [[0.3571428571428571, 0.14285714285714285, 0.16867161278925985], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}], &quot;axes&quot;: {&quot;hasaxes&quot;: [true, true, true], &quot;ticks&quot;: [[[-0.5, -0.25, 0.0, 0.25, 0.5], [-0.45, -0.4, -0.35000000000000003, -0.30000000000000004, -0.2, -0.15000000000000002, -0.1, -0.05, 0.05, 0.1, 0.15000000000000002, 0.2, 0.30000000000000004, 0.35000000000000003, 0.4, 0.45], [&quot;-2&quot;, &quot;-1&quot;, &quot;0&quot;, &quot;1&quot;, &quot;2&quot;]], [[-0.5, -0.25, 0.0, 0.25, 0.5], [-0.45, -0.4, -0.35000000000000003, -0.30000000000000004, -0.2, -0.15000000000000002, -0.1, -0.05, 0.05, 0.1, 0.15000000000000002, 0.2, 0.30000000000000004, 0.35000000000000003, 0.4, 0.45], [&quot;-2&quot;, &quot;-1&quot;, &quot;0&quot;, &quot;1&quot;, &quot;2&quot;]], [[-0.16142857142857145, -0.08071428571428572, 0.0, 0.08071428571428572, 0.16142857142857145], [-0.18160714285714286, -0.14125000000000001, -0.1210714285714286, -0.10089285714285715, -0.0605357142857143, -0.04035714285714286, -0.02017857142857143, 0.02017857142857143, 0.04035714285714286, 0.0605357142857143, 0.10089285714285715, 0.1210714285714286, 0.14125000000000001, 0.18160714285714286], [&quot;-0.4&quot;, &quot;-0.2&quot;, &quot;0&quot;, &quot;0.2&quot;, &quot;0.4&quot;]]]}, &quot;extent&quot;: {&quot;xmin&quot;: -0.5, &quot;xmax&quot;: 0.5, &quot;ymin&quot;: -0.5, &quot;ymax&quot;: 0.5, &quot;zmin&quot;: -0.2, &quot;zmax&quot;: 0.2}, &quot;lighting&quot;: [{&quot;type&quot;: &quot;Ambient&quot;, &quot;color&quot;: [0.3, 0.2, 0.4]}, {&quot;type&quot;: &quot;Directional&quot;, &quot;color&quot;: [0.8, 0.0, 0.0], &quot;position&quot;: [2.0, 0.0, 2.0]}, {&quot;type&quot;: &quot;Directional&quot;, &quot;color&quot;: [0.0, 0.8, 0.0], &quot;position&quot;: [2.0, 2.0, 2.0]}, {&quot;type&quot;: &quot;Directional&quot;, &quot;color&quot;: [0.0, 0.0, 0.8], &quot;position&quot;: [0.0, 2.0, 2.0]}], &quot;viewpoint&quot;: [1.3, -2.4, 2.0]}" /></mtd></mtr></mtable></mstyle></math>
p4198
sg15
I3
sass(g1709
g3876
g4177
I3
tp4199
(dp4200
g6
VPlot3D[Sin[x y] /(x y), {x, -3, 3}, {y, -3, 3}, Mesh->All]
p4201
sg8
(lp4202
(dp4203
g11
(lp4204
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtable><mtr><mtd><graphics3d data="{&quot;elements&quot;: [{&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, -0.5, 0.015057428234397287], null], [[-0.5, -0.3571428571428571, 0.007410519558686748], null], [[-0.3571428571428571, -0.5, 0.007410519558686748], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, 0.35714285714285704, 0.007410519558686659], null], [[-0.5, 0.5, 0.015057428234397287], null], [[-0.3571428571428571, 0.5, 0.007410519558686748], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857147, -0.07142857142857147, 0.3269840552279475], null], [[-0.07142857142857147, 0.0714285714285714, 0.3269840552279475], null], [[0.0714285714285714, -0.07142857142857147, 0.3269840552279475], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857147, 0.0714285714285714, 0.3269840552279475], null], [[0.0714285714285714, -0.07142857142857147, 0.3269840552279475], null], [[0.0714285714285714, 0.0714285714285714, 0.3269840552279475], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.35714285714285704, -0.5, 0.007410519558686659], null], [[0.5, -0.5, 0.015057428234397287], null], [[0.5, -0.3571428571428571, 0.007410519558686748], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.35714285714285704, 0.5, 0.007410519558686659], null], [[0.5, 0.35714285714285704, 0.007410519558686659], null], [[0.5, 0.5, 0.015057428234397287], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, -0.3571428571428571, 0.007410519558686748], null], [[-0.5, -0.2857142857142857, -0.05810599872146448], null], [[-0.4285714285714285, -0.3571428571428571, -0.04167047068416295], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, -0.2857142857142857, -0.05810599872146448], null], [[-0.5, -0.2142857142857143, -0.055928223886742484], null], [[-0.4285714285714285, -0.2857142857142857, -0.07117016352693135], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714285, -0.3571428571428571, -0.04167047068416295], null], [[-0.4285714285714285, -0.2857142857142857, -0.07117016352693135], null], [[-0.3571428571428571, -0.3571428571428571, -0.07109209916112198], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, -0.2857142857142857, -0.05810599872146448], null], [[-0.4285714285714285, -0.3571428571428571, -0.04167047068416295], null], [[-0.4285714285714285, -0.2857142857142857, -0.07117016352693135], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, -0.2142857142857143, -0.055928223886742484], null], [[-0.4285714285714285, -0.2857142857142857, -0.07117016352693135], null], [[-0.4285714285714285, -0.2142857142857143, -0.0162905472069431], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714285, -0.2857142857142857, -0.07117016352693135], null], [[-0.3571428571428571, -0.3571428571428571, -0.07109209916112198], null], [[-0.3571428571428571, -0.2857142857142857, -0.04539757817302597], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714285, -0.2142857142857143, -0.0162905472069431], null], [[-0.3571428571428571, -0.2857142857142857, -0.04539757817302597], null], [[-0.3571428571428571, -0.2142857142857143, 0.044988965179414656], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714285, -0.2857142857142857, -0.07117016352693135], null], [[-0.4285714285714285, -0.2142857142857143, -0.0162905472069431], null], [[-0.3571428571428571, -0.2857142857142857, -0.04539757817302597], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, -0.2142857142857143, -0.055928223886742484], null], [[-0.4285714285714285, -0.2857142857142857, -0.07117016352693135], null], [[-0.4285714285714285, -0.2142857142857143, -0.0162905472069431], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714285, -0.2857142857142857, -0.07117016352693135], null], [[-0.3571428571428571, -0.3571428571428571, -0.07109209916112198], null], [[-0.3571428571428571, -0.2857142857142857, -0.04539757817302597], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714285, -0.2142857142857143, -0.0162905472069431], null], [[-0.3571428571428571, -0.2857142857142857, -0.04539757817302597], null], [[-0.3571428571428571, -0.2142857142857143, 0.044988965179414656], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714285, -0.2857142857142857, -0.07117016352693135], null], [[-0.4285714285714285, -0.2142857142857143, -0.0162905472069431], null], [[-0.3571428571428571, -0.2857142857142857, -0.04539757817302597], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, -0.3571428571428571, 0.007410519558686748], null], [[-0.5, -0.2857142857142857, -0.05810599872146448], null], [[-0.4285714285714285, -0.3571428571428571, -0.04167047068416295], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, -0.2857142857142857, -0.05810599872146448], null], [[-0.5, -0.2142857142857143, -0.055928223886742484], null], [[-0.4285714285714285, -0.2857142857142857, -0.07117016352693135], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714285, -0.3571428571428571, -0.04167047068416295], null], [[-0.4285714285714285, -0.2857142857142857, -0.07117016352693135], null], [[-0.3571428571428571, -0.3571428571428571, -0.07109209916112198], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, -0.2857142857142857, -0.05810599872146448], null], [[-0.4285714285714285, -0.3571428571428571, -0.04167047068416295], null], [[-0.4285714285714285, -0.2857142857142857, -0.07117016352693135], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, -0.2142857142857143, -0.055928223886742484], null], [[-0.4285714285714285, -0.2857142857142857, -0.07117016352693135], null], [[-0.4285714285714285, -0.2142857142857143, -0.0162905472069431], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714285, -0.2857142857142857, -0.07117016352693135], null], [[-0.3571428571428571, -0.3571428571428571, -0.07109209916112198], null], [[-0.3571428571428571, -0.2857142857142857, -0.04539757817302597], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714285, -0.2142857142857143, -0.0162905472069431], null], [[-0.3571428571428571, -0.2857142857142857, -0.04539757817302597], null], [[-0.3571428571428571, -0.2142857142857143, 0.044988965179414656], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714285, -0.2857142857142857, -0.07117016352693135], null], [[-0.4285714285714285, -0.2142857142857143, -0.0162905472069431], null], [[-0.3571428571428571, -0.2857142857142857, -0.04539757817302597], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, -0.2142857142857143, -0.055928223886742484], null], [[-0.5, -0.14285714285714288, 0.06902487698238298], null], [[-0.4285714285714285, -0.2142857142857143, -0.0162905472069431], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, -0.14285714285714288, 0.06902487698238298], null], [[-0.5, -0.07142857142857147, 0.24543384313014174], null], [[-0.4285714285714285, -0.14285714285714288, 0.12026127334830909], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714285, -0.2142857142857143, -0.0162905472069431], null], [[-0.4285714285714285, -0.14285714285714288, 0.12026127334830909], null], [[-0.3571428571428571, -0.2142857142857143, 0.044988965179414656], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, -0.14285714285714288, 0.06902487698238298], null], [[-0.4285714285714285, -0.2142857142857143, -0.0162905472069431], null], [[-0.4285714285714285, -0.14285714285714288, 0.12026127334830909], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, -0.2142857142857143, -0.055928223886742484], null], [[-0.5, -0.14285714285714288, 0.06902487698238298], null], [[-0.4285714285714285, -0.2142857142857143, -0.0162905472069431], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, -0.14285714285714288, 0.06902487698238298], null], [[-0.5, -0.07142857142857147, 0.24543384313014174], null], [[-0.4285714285714285, -0.14285714285714288, 0.12026127334830909], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714285, -0.2142857142857143, -0.0162905472069431], null], [[-0.4285714285714285, -0.14285714285714288, 0.12026127334830909], null], [[-0.3571428571428571, -0.2142857142857143, 0.044988965179414656], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, -0.14285714285714288, 0.06902487698238298], null], [[-0.4285714285714285, -0.2142857142857143, -0.0162905472069431], null], [[-0.4285714285714285, -0.14285714285714288, 0.12026127334830909], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, -0.2142857142857143, -0.055928223886742484], null], [[-0.4285714285714285, -0.2857142857142857, -0.07117016352693135], null], [[-0.4285714285714285, -0.2142857142857143, -0.0162905472069431], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714285, -0.2857142857142857, -0.07117016352693135], null], [[-0.3571428571428571, -0.3571428571428571, -0.07109209916112198], null], [[-0.3571428571428571, -0.2857142857142857, -0.04539757817302597], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714285, -0.2142857142857143, -0.0162905472069431], null], [[-0.3571428571428571, -0.2857142857142857, -0.04539757817302597], null], [[-0.3571428571428571, -0.2142857142857143, 0.044988965179414656], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714285, -0.2857142857142857, -0.07117016352693135], null], [[-0.4285714285714285, -0.2142857142857143, -0.0162905472069431], null], [[-0.3571428571428571, -0.2857142857142857, -0.04539757817302597], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, -0.07142857142857147, 0.24543384313014174], null], [[-0.4285714285714285, -0.14285714285714288, 0.12026127334830909], null], [[-0.4285714285714285, -0.07142857142857147, 0.2661964561671773], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714285, -0.14285714285714288, 0.12026127334830909], null], [[-0.3571428571428571, -0.2142857142857143, 0.044988965179414656], null], [[-0.3571428571428571, -0.14285714285714288, 0.17273602718037734], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714285, -0.07142857142857147, 0.2661964561671773], null], [[-0.3571428571428571, -0.14285714285714288, 0.17273602718037734], null], [[-0.3571428571428571, -0.07142857142857147, 0.28451791027804246], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714285, -0.14285714285714288, 0.12026127334830909], null], [[-0.4285714285714285, -0.07142857142857147, 0.2661964561671773], null], [[-0.3571428571428571, -0.14285714285714288, 0.17273602718037734], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, -0.07142857142857147, 0.24543384313014174], null], [[-0.5, -3.700743415417188e-17, 0.3288298364730687], null], [[-0.4285714285714285, -0.07142857142857147, 0.2661964561671773], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, -3.700743415417188e-17, 0.3288298364730687], null], [[-0.5, 0.0714285714285714, 0.24543384313014188], null], [[-0.4285714285714285, -3.700743415417188e-17, 0.3288298364730687], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714285, -0.07142857142857147, 0.2661964561671773], null], [[-0.4285714285714285, -3.700743415417188e-17, 0.3288298364730687], null], [[-0.3571428571428571, -0.07142857142857147, 0.28451791027804246], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, -3.700743415417188e-17, 0.3288298364730687], null], [[-0.4285714285714285, -0.07142857142857147, 0.2661964561671773], null], [[-0.4285714285714285, -3.700743415417188e-17, 0.3288298364730687], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, -0.07142857142857147, 0.24543384313014174], null], [[-0.5, -3.700743415417188e-17, 0.3288298364730687], null], [[-0.4285714285714285, -0.07142857142857147, 0.2661964561671773], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, -3.700743415417188e-17, 0.3288298364730687], null], [[-0.5, 0.0714285714285714, 0.24543384313014188], null], [[-0.4285714285714285, -3.700743415417188e-17, 0.3288298364730687], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714285, -0.07142857142857147, 0.2661964561671773], null], [[-0.4285714285714285, -3.700743415417188e-17, 0.3288298364730687], null], [[-0.3571428571428571, -0.07142857142857147, 0.28451791027804246], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, -3.700743415417188e-17, 0.3288298364730687], null], [[-0.4285714285714285, -0.07142857142857147, 0.2661964561671773], null], [[-0.4285714285714285, -3.700743415417188e-17, 0.3288298364730687], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, -0.07142857142857147, 0.24543384313014174], null], [[-0.4285714285714285, -0.14285714285714288, 0.12026127334830909], null], [[-0.4285714285714285, -0.07142857142857147, 0.2661964561671773], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714285, -0.14285714285714288, 0.12026127334830909], null], [[-0.3571428571428571, -0.2142857142857143, 0.044988965179414656], null], [[-0.3571428571428571, -0.14285714285714288, 0.17273602718037734], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714285, -0.07142857142857147, 0.2661964561671773], null], [[-0.3571428571428571, -0.14285714285714288, 0.17273602718037734], null], [[-0.3571428571428571, -0.07142857142857147, 0.28451791027804246], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714285, -0.14285714285714288, 0.12026127334830909], null], [[-0.4285714285714285, -0.07142857142857147, 0.2661964561671773], null], [[-0.3571428571428571, -0.14285714285714288, 0.17273602718037734], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, 0.0714285714285714, 0.24543384313014188], null], [[-0.4285714285714285, -3.700743415417188e-17, 0.3288298364730687], null], [[-0.4285714285714285, 0.0714285714285714, 0.2661964561671774], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714285, -3.700743415417188e-17, 0.3288298364730687], null], [[-0.3571428571428571, -0.07142857142857147, 0.28451791027804246], null], [[-0.3571428571428571, -3.700743415417188e-17, 0.3288298364730687], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714285, 0.0714285714285714, 0.2661964561671774], null], [[-0.3571428571428571, -3.700743415417188e-17, 0.3288298364730687], null], [[-0.3571428571428571, 0.0714285714285714, 0.2845179102780425], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714285, -3.700743415417188e-17, 0.3288298364730687], null], [[-0.4285714285714285, 0.0714285714285714, 0.2661964561671774], null], [[-0.3571428571428571, -3.700743415417188e-17, 0.3288298364730687], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, 0.0714285714285714, 0.24543384313014188], null], [[-0.4285714285714285, 0.0714285714285714, 0.2661964561671774], null], [[-0.4285714285714285, 0.14285714285714282, 0.1202612733483092], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714285, 0.0714285714285714, 0.2661964561671774], null], [[-0.3571428571428571, 0.0714285714285714, 0.2845179102780425], null], [[-0.3571428571428571, 0.14285714285714282, 0.17273602718037742], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714285, 0.14285714285714282, 0.1202612733483092], null], [[-0.3571428571428571, 0.14285714285714282, 0.17273602718037742], null], [[-0.3571428571428571, 0.21428571428571425, 0.04498896517941472], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714285, 0.0714285714285714, 0.2661964561671774], null], [[-0.4285714285714285, 0.14285714285714282, 0.1202612733483092], null], [[-0.3571428571428571, 0.14285714285714282, 0.17273602718037742], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, 0.0714285714285714, 0.24543384313014188], null], [[-0.4285714285714285, 0.0714285714285714, 0.2661964561671774], null], [[-0.4285714285714285, 0.14285714285714282, 0.1202612733483092], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714285, 0.0714285714285714, 0.2661964561671774], null], [[-0.3571428571428571, 0.0714285714285714, 0.2845179102780425], null], [[-0.3571428571428571, 0.14285714285714282, 0.17273602718037742], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714285, 0.14285714285714282, 0.1202612733483092], null], [[-0.3571428571428571, 0.14285714285714282, 0.17273602718037742], null], [[-0.3571428571428571, 0.21428571428571425, 0.04498896517941472], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714285, 0.0714285714285714, 0.2661964561671774], null], [[-0.4285714285714285, 0.14285714285714282, 0.1202612733483092], null], [[-0.3571428571428571, 0.14285714285714282, 0.17273602718037742], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, 0.0714285714285714, 0.24543384313014188], null], [[-0.4285714285714285, -3.700743415417188e-17, 0.3288298364730687], null], [[-0.4285714285714285, 0.0714285714285714, 0.2661964561671774], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714285, -3.700743415417188e-17, 0.3288298364730687], null], [[-0.3571428571428571, -0.07142857142857147, 0.28451791027804246], null], [[-0.3571428571428571, -3.700743415417188e-17, 0.3288298364730687], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714285, 0.0714285714285714, 0.2661964561671774], null], [[-0.3571428571428571, -3.700743415417188e-17, 0.3288298364730687], null], [[-0.3571428571428571, 0.0714285714285714, 0.2845179102780425], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714285, -3.700743415417188e-17, 0.3288298364730687], null], [[-0.4285714285714285, 0.0714285714285714, 0.2661964561671774], null], [[-0.3571428571428571, -3.700743415417188e-17, 0.3288298364730687], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, 0.0714285714285714, 0.24543384313014188], null], [[-0.5, 0.14285714285714282, 0.06902487698238312], null], [[-0.4285714285714285, 0.14285714285714282, 0.1202612733483092], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, 0.14285714285714282, 0.06902487698238312], null], [[-0.5, 0.21428571428571425, -0.055928223886742436], null], [[-0.4285714285714285, 0.21428571428571425, -0.016290547206943017], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714285, 0.14285714285714282, 0.1202612733483092], null], [[-0.4285714285714285, 0.21428571428571425, -0.016290547206943017], null], [[-0.3571428571428571, 0.21428571428571425, 0.04498896517941472], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, 0.14285714285714282, 0.06902487698238312], null], [[-0.4285714285714285, 0.14285714285714282, 0.1202612733483092], null], [[-0.4285714285714285, 0.21428571428571425, -0.016290547206943017], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, 0.21428571428571425, -0.055928223886742436], null], [[-0.4285714285714285, 0.21428571428571425, -0.016290547206943017], null], [[-0.4285714285714285, 0.28571428571428564, -0.07117016352693134], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714285, 0.21428571428571425, -0.016290547206943017], null], [[-0.3571428571428571, 0.21428571428571425, 0.04498896517941472], null], [[-0.3571428571428571, 0.28571428571428564, -0.04539757817302591], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714285, 0.28571428571428564, -0.07117016352693134], null], [[-0.3571428571428571, 0.28571428571428564, -0.04539757817302591], null], [[-0.3571428571428571, 0.35714285714285704, -0.07109209916112198], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714285, 0.21428571428571425, -0.016290547206943017], null], [[-0.4285714285714285, 0.28571428571428564, -0.07117016352693134], null], [[-0.3571428571428571, 0.28571428571428564, -0.04539757817302591], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, 0.21428571428571425, -0.055928223886742436], null], [[-0.4285714285714285, 0.21428571428571425, -0.016290547206943017], null], [[-0.4285714285714285, 0.28571428571428564, -0.07117016352693134], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714285, 0.21428571428571425, -0.016290547206943017], null], [[-0.3571428571428571, 0.21428571428571425, 0.04498896517941472], null], [[-0.3571428571428571, 0.28571428571428564, -0.04539757817302591], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714285, 0.28571428571428564, -0.07117016352693134], null], [[-0.3571428571428571, 0.28571428571428564, -0.04539757817302591], null], [[-0.3571428571428571, 0.35714285714285704, -0.07109209916112198], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714285, 0.21428571428571425, -0.016290547206943017], null], [[-0.4285714285714285, 0.28571428571428564, -0.07117016352693134], null], [[-0.3571428571428571, 0.28571428571428564, -0.04539757817302591], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, 0.0714285714285714, 0.24543384313014188], null], [[-0.5, 0.14285714285714282, 0.06902487698238312], null], [[-0.4285714285714285, 0.14285714285714282, 0.1202612733483092], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, 0.14285714285714282, 0.06902487698238312], null], [[-0.5, 0.21428571428571425, -0.055928223886742436], null], [[-0.4285714285714285, 0.21428571428571425, -0.016290547206943017], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714285, 0.14285714285714282, 0.1202612733483092], null], [[-0.4285714285714285, 0.21428571428571425, -0.016290547206943017], null], [[-0.3571428571428571, 0.21428571428571425, 0.04498896517941472], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, 0.14285714285714282, 0.06902487698238312], null], [[-0.4285714285714285, 0.14285714285714282, 0.1202612733483092], null], [[-0.4285714285714285, 0.21428571428571425, -0.016290547206943017], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, 0.21428571428571425, -0.055928223886742436], null], [[-0.4285714285714285, 0.21428571428571425, -0.016290547206943017], null], [[-0.4285714285714285, 0.28571428571428564, -0.07117016352693134], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714285, 0.21428571428571425, -0.016290547206943017], null], [[-0.3571428571428571, 0.21428571428571425, 0.04498896517941472], null], [[-0.3571428571428571, 0.28571428571428564, -0.04539757817302591], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714285, 0.28571428571428564, -0.07117016352693134], null], [[-0.3571428571428571, 0.28571428571428564, -0.04539757817302591], null], [[-0.3571428571428571, 0.35714285714285704, -0.07109209916112198], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714285, 0.21428571428571425, -0.016290547206943017], null], [[-0.4285714285714285, 0.28571428571428564, -0.07117016352693134], null], [[-0.3571428571428571, 0.28571428571428564, -0.04539757817302591], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, 0.21428571428571425, -0.055928223886742436], null], [[-0.5, 0.28571428571428564, -0.05810599872146451], null], [[-0.4285714285714285, 0.28571428571428564, -0.07117016352693134], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, 0.28571428571428564, -0.05810599872146451], null], [[-0.5, 0.35714285714285704, 0.007410519558686659], null], [[-0.4285714285714285, 0.35714285714285704, -0.041670470684163], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714285, 0.28571428571428564, -0.07117016352693134], null], [[-0.4285714285714285, 0.35714285714285704, -0.041670470684163], null], [[-0.3571428571428571, 0.35714285714285704, -0.07109209916112198], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, 0.28571428571428564, -0.05810599872146451], null], [[-0.4285714285714285, 0.28571428571428564, -0.07117016352693134], null], [[-0.4285714285714285, 0.35714285714285704, -0.041670470684163], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, 0.21428571428571425, -0.055928223886742436], null], [[-0.5, 0.28571428571428564, -0.05810599872146451], null], [[-0.4285714285714285, 0.28571428571428564, -0.07117016352693134], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, 0.28571428571428564, -0.05810599872146451], null], [[-0.5, 0.35714285714285704, 0.007410519558686659], null], [[-0.4285714285714285, 0.35714285714285704, -0.041670470684163], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714285, 0.28571428571428564, -0.07117016352693134], null], [[-0.4285714285714285, 0.35714285714285704, -0.041670470684163], null], [[-0.3571428571428571, 0.35714285714285704, -0.07109209916112198], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, 0.28571428571428564, -0.05810599872146451], null], [[-0.4285714285714285, 0.28571428571428564, -0.07117016352693134], null], [[-0.4285714285714285, 0.35714285714285704, -0.041670470684163], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, 0.21428571428571425, -0.055928223886742436], null], [[-0.4285714285714285, 0.21428571428571425, -0.016290547206943017], null], [[-0.4285714285714285, 0.28571428571428564, -0.07117016352693134], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714285, 0.21428571428571425, -0.016290547206943017], null], [[-0.3571428571428571, 0.21428571428571425, 0.04498896517941472], null], [[-0.3571428571428571, 0.28571428571428564, -0.04539757817302591], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714285, 0.28571428571428564, -0.07117016352693134], null], [[-0.3571428571428571, 0.28571428571428564, -0.04539757817302591], null], [[-0.3571428571428571, 0.35714285714285704, -0.07109209916112198], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714285, 0.21428571428571425, -0.016290547206943017], null], [[-0.4285714285714285, 0.28571428571428564, -0.07117016352693134], null], [[-0.3571428571428571, 0.28571428571428564, -0.04539757817302591], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.3571428571428571, -0.5, 0.007410519558686748], null], [[-0.3571428571428571, -0.4285714285714285, -0.04167047068416295], null], [[-0.2857142857142857, -0.5, -0.05810599872146448], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.3571428571428571, -0.4285714285714285, -0.04167047068416295], null], [[-0.3571428571428571, -0.3571428571428571, -0.07109209916112198], null], [[-0.2857142857142857, -0.4285714285714285, -0.07117016352693135], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.5, -0.05810599872146448], null], [[-0.2857142857142857, -0.4285714285714285, -0.07117016352693135], null], [[-0.2142857142857143, -0.5, -0.055928223886742484], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.3571428571428571, -0.4285714285714285, -0.04167047068416295], null], [[-0.2857142857142857, -0.5, -0.05810599872146448], null], [[-0.2857142857142857, -0.4285714285714285, -0.07117016352693135], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.3571428571428571, -0.3571428571428571, -0.07109209916112198], null], [[-0.2857142857142857, -0.4285714285714285, -0.07117016352693135], null], [[-0.2857142857142857, -0.3571428571428571, -0.04539757817302597], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.4285714285714285, -0.07117016352693135], null], [[-0.2142857142857143, -0.5, -0.055928223886742484], null], [[-0.2142857142857143, -0.4285714285714285, -0.0162905472069431], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.3571428571428571, -0.04539757817302597], null], [[-0.2142857142857143, -0.4285714285714285, -0.0162905472069431], null], [[-0.2142857142857143, -0.3571428571428571, 0.044988965179414656], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.4285714285714285, -0.07117016352693135], null], [[-0.2857142857142857, -0.3571428571428571, -0.04539757817302597], null], [[-0.2142857142857143, -0.4285714285714285, -0.0162905472069431], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.3571428571428571, -0.3571428571428571, -0.07109209916112198], null], [[-0.2857142857142857, -0.4285714285714285, -0.07117016352693135], null], [[-0.2857142857142857, -0.3571428571428571, -0.04539757817302597], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.4285714285714285, -0.07117016352693135], null], [[-0.2142857142857143, -0.5, -0.055928223886742484], null], [[-0.2142857142857143, -0.4285714285714285, -0.0162905472069431], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.3571428571428571, -0.04539757817302597], null], [[-0.2142857142857143, -0.4285714285714285, -0.0162905472069431], null], [[-0.2142857142857143, -0.3571428571428571, 0.044988965179414656], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.4285714285714285, -0.07117016352693135], null], [[-0.2857142857142857, -0.3571428571428571, -0.04539757817302597], null], [[-0.2142857142857143, -0.4285714285714285, -0.0162905472069431], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.3571428571428571, -0.5, 0.007410519558686748], null], [[-0.3571428571428571, -0.4285714285714285, -0.04167047068416295], null], [[-0.2857142857142857, -0.5, -0.05810599872146448], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.3571428571428571, -0.4285714285714285, -0.04167047068416295], null], [[-0.3571428571428571, -0.3571428571428571, -0.07109209916112198], null], [[-0.2857142857142857, -0.4285714285714285, -0.07117016352693135], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.5, -0.05810599872146448], null], [[-0.2857142857142857, -0.4285714285714285, -0.07117016352693135], null], [[-0.2142857142857143, -0.5, -0.055928223886742484], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.3571428571428571, -0.4285714285714285, -0.04167047068416295], null], [[-0.2857142857142857, -0.5, -0.05810599872146448], null], [[-0.2857142857142857, -0.4285714285714285, -0.07117016352693135], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.3571428571428571, -0.3571428571428571, -0.07109209916112198], null], [[-0.2857142857142857, -0.4285714285714285, -0.07117016352693135], null], [[-0.2857142857142857, -0.3571428571428571, -0.04539757817302597], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.4285714285714285, -0.07117016352693135], null], [[-0.2142857142857143, -0.5, -0.055928223886742484], null], [[-0.2142857142857143, -0.4285714285714285, -0.0162905472069431], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.3571428571428571, -0.04539757817302597], null], [[-0.2142857142857143, -0.4285714285714285, -0.0162905472069431], null], [[-0.2142857142857143, -0.3571428571428571, 0.044988965179414656], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.4285714285714285, -0.07117016352693135], null], [[-0.2857142857142857, -0.3571428571428571, -0.04539757817302597], null], [[-0.2142857142857143, -0.4285714285714285, -0.0162905472069431], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.5, -0.055928223886742484], null], [[-0.2142857142857143, -0.4285714285714285, -0.0162905472069431], null], [[-0.14285714285714288, -0.5, 0.06902487698238298], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.4285714285714285, -0.0162905472069431], null], [[-0.2142857142857143, -0.3571428571428571, 0.044988965179414656], null], [[-0.14285714285714288, -0.4285714285714285, 0.12026127334830909], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.5, 0.06902487698238298], null], [[-0.14285714285714288, -0.4285714285714285, 0.12026127334830909], null], [[-0.07142857142857147, -0.5, 0.24543384313014174], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.4285714285714285, -0.0162905472069431], null], [[-0.14285714285714288, -0.5, 0.06902487698238298], null], [[-0.14285714285714288, -0.4285714285714285, 0.12026127334830909], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.3571428571428571, -0.2142857142857143, 0.044988965179414656], null], [[-0.3571428571428571, -0.14285714285714288, 0.17273602718037734], null], [[-0.2857142857142857, -0.2142857142857143, 0.12026127334830909], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.3571428571428571, -0.14285714285714288, 0.17273602718037734], null], [[-0.3571428571428571, -0.07142857142857147, 0.28451791027804246], null], [[-0.2857142857142857, -0.14285714285714288, 0.22263727894446914], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.2142857142857143, 0.12026127334830909], null], [[-0.2857142857142857, -0.14285714285714288, 0.22263727894446914], null], [[-0.2142857142857143, -0.2142857142857143, 0.19824902963169735], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.3571428571428571, -0.14285714285714288, 0.17273602718037734], null], [[-0.2857142857142857, -0.2142857142857143, 0.12026127334830909], null], [[-0.2857142857142857, -0.14285714285714288, 0.22263727894446914], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.3571428571428571, -0.07142857142857147, 0.28451791027804246], null], [[-0.2857142857142857, -0.14285714285714288, 0.22263727894446914], null], [[-0.2857142857142857, -0.07142857142857147, 0.30003568400679487], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.14285714285714288, 0.22263727894446914], null], [[-0.2142857142857143, -0.2142857142857143, 0.19824902963169735], null], [[-0.2142857142857143, -0.14285714285714288, 0.2661964561671773], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.07142857142857147, 0.30003568400679487], null], [[-0.2142857142857143, -0.14285714285714288, 0.2661964561671773], null], [[-0.2142857142857143, -0.07142857142857147, 0.31244055676785915], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.14285714285714288, 0.22263727894446914], null], [[-0.2857142857142857, -0.07142857142857147, 0.30003568400679487], null], [[-0.2142857142857143, -0.14285714285714288, 0.2661964561671773], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.3571428571428571, -0.07142857142857147, 0.28451791027804246], null], [[-0.2857142857142857, -0.14285714285714288, 0.22263727894446914], null], [[-0.2857142857142857, -0.07142857142857147, 0.30003568400679487], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.14285714285714288, 0.22263727894446914], null], [[-0.2142857142857143, -0.2142857142857143, 0.19824902963169735], null], [[-0.2142857142857143, -0.14285714285714288, 0.2661964561671773], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.07142857142857147, 0.30003568400679487], null], [[-0.2142857142857143, -0.14285714285714288, 0.2661964561671773], null], [[-0.2142857142857143, -0.07142857142857147, 0.31244055676785915], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.14285714285714288, 0.22263727894446914], null], [[-0.2857142857142857, -0.07142857142857147, 0.30003568400679487], null], [[-0.2142857142857143, -0.14285714285714288, 0.2661964561671773], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.3571428571428571, -0.2142857142857143, 0.044988965179414656], null], [[-0.3571428571428571, -0.14285714285714288, 0.17273602718037734], null], [[-0.2857142857142857, -0.2142857142857143, 0.12026127334830909], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.3571428571428571, -0.14285714285714288, 0.17273602718037734], null], [[-0.3571428571428571, -0.07142857142857147, 0.28451791027804246], null], [[-0.2857142857142857, -0.14285714285714288, 0.22263727894446914], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.2142857142857143, 0.12026127334830909], null], [[-0.2857142857142857, -0.14285714285714288, 0.22263727894446914], null], [[-0.2142857142857143, -0.2142857142857143, 0.19824902963169735], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.3571428571428571, -0.14285714285714288, 0.17273602718037734], null], [[-0.2857142857142857, -0.2142857142857143, 0.12026127334830909], null], [[-0.2857142857142857, -0.14285714285714288, 0.22263727894446914], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.3571428571428571, -0.07142857142857147, 0.28451791027804246], null], [[-0.2857142857142857, -0.14285714285714288, 0.22263727894446914], null], [[-0.2857142857142857, -0.07142857142857147, 0.30003568400679487], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.14285714285714288, 0.22263727894446914], null], [[-0.2142857142857143, -0.2142857142857143, 0.19824902963169735], null], [[-0.2142857142857143, -0.14285714285714288, 0.2661964561671773], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.07142857142857147, 0.30003568400679487], null], [[-0.2142857142857143, -0.14285714285714288, 0.2661964561671773], null], [[-0.2142857142857143, -0.07142857142857147, 0.31244055676785915], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.14285714285714288, 0.22263727894446914], null], [[-0.2857142857142857, -0.07142857142857147, 0.30003568400679487], null], [[-0.2142857142857143, -0.14285714285714288, 0.2661964561671773], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.3571428571428571, -0.07142857142857147, 0.28451791027804246], null], [[-0.3571428571428571, -3.700743415417188e-17, 0.3288298364730687], null], [[-0.2857142857142857, -0.07142857142857147, 0.30003568400679487], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.3571428571428571, -3.700743415417188e-17, 0.3288298364730687], null], [[-0.3571428571428571, 0.0714285714285714, 0.2845179102780425], null], [[-0.2857142857142857, -3.700743415417188e-17, 0.3288298364730687], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.07142857142857147, 0.30003568400679487], null], [[-0.2857142857142857, -3.700743415417188e-17, 0.3288298364730687], null], [[-0.2142857142857143, -0.07142857142857147, 0.31244055676785915], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.3571428571428571, -3.700743415417188e-17, 0.3288298364730687], null], [[-0.2857142857142857, -0.07142857142857147, 0.30003568400679487], null], [[-0.2857142857142857, -3.700743415417188e-17, 0.3288298364730687], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.3571428571428571, -0.07142857142857147, 0.28451791027804246], null], [[-0.3571428571428571, -3.700743415417188e-17, 0.3288298364730687], null], [[-0.2857142857142857, -0.07142857142857147, 0.30003568400679487], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.3571428571428571, -3.700743415417188e-17, 0.3288298364730687], null], [[-0.3571428571428571, 0.0714285714285714, 0.2845179102780425], null], [[-0.2857142857142857, -3.700743415417188e-17, 0.3288298364730687], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.07142857142857147, 0.30003568400679487], null], [[-0.2857142857142857, -3.700743415417188e-17, 0.3288298364730687], null], [[-0.2142857142857143, -0.07142857142857147, 0.31244055676785915], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.3571428571428571, -3.700743415417188e-17, 0.3288298364730687], null], [[-0.2857142857142857, -0.07142857142857147, 0.30003568400679487], null], [[-0.2857142857142857, -3.700743415417188e-17, 0.3288298364730687], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.3571428571428571, -0.07142857142857147, 0.28451791027804246], null], [[-0.2857142857142857, -0.14285714285714288, 0.22263727894446914], null], [[-0.2857142857142857, -0.07142857142857147, 0.30003568400679487], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.14285714285714288, 0.22263727894446914], null], [[-0.2142857142857143, -0.2142857142857143, 0.19824902963169735], null], [[-0.2142857142857143, -0.14285714285714288, 0.2661964561671773], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.07142857142857147, 0.30003568400679487], null], [[-0.2142857142857143, -0.14285714285714288, 0.2661964561671773], null], [[-0.2142857142857143, -0.07142857142857147, 0.31244055676785915], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.14285714285714288, 0.22263727894446914], null], [[-0.2857142857142857, -0.07142857142857147, 0.30003568400679487], null], [[-0.2142857142857143, -0.14285714285714288, 0.2661964561671773], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.3571428571428571, 0.0714285714285714, 0.2845179102780425], null], [[-0.2857142857142857, -3.700743415417188e-17, 0.3288298364730687], null], [[-0.2857142857142857, 0.0714285714285714, 0.3000356840067949], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -3.700743415417188e-17, 0.3288298364730687], null], [[-0.2142857142857143, -0.07142857142857147, 0.31244055676785915], null], [[-0.2142857142857143, -3.700743415417188e-17, 0.3288298364730687], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.0714285714285714, 0.3000356840067949], null], [[-0.2142857142857143, -3.700743415417188e-17, 0.3288298364730687], null], [[-0.2142857142857143, 0.0714285714285714, 0.3124405567678592], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -3.700743415417188e-17, 0.3288298364730687], null], [[-0.2857142857142857, 0.0714285714285714, 0.3000356840067949], null], [[-0.2142857142857143, -3.700743415417188e-17, 0.3288298364730687], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.3571428571428571, 0.0714285714285714, 0.2845179102780425], null], [[-0.2857142857142857, 0.0714285714285714, 0.3000356840067949], null], [[-0.2857142857142857, 0.14285714285714282, 0.22263727894446916], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.0714285714285714, 0.3000356840067949], null], [[-0.2142857142857143, 0.0714285714285714, 0.3124405567678592], null], [[-0.2142857142857143, 0.14285714285714282, 0.2661964561671774], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.14285714285714282, 0.22263727894446916], null], [[-0.2142857142857143, 0.14285714285714282, 0.2661964561671774], null], [[-0.2142857142857143, 0.21428571428571425, 0.19824902963169738], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.0714285714285714, 0.3000356840067949], null], [[-0.2857142857142857, 0.14285714285714282, 0.22263727894446916], null], [[-0.2142857142857143, 0.14285714285714282, 0.2661964561671774], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.3571428571428571, 0.0714285714285714, 0.2845179102780425], null], [[-0.2857142857142857, 0.0714285714285714, 0.3000356840067949], null], [[-0.2857142857142857, 0.14285714285714282, 0.22263727894446916], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.0714285714285714, 0.3000356840067949], null], [[-0.2142857142857143, 0.0714285714285714, 0.3124405567678592], null], [[-0.2142857142857143, 0.14285714285714282, 0.2661964561671774], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.14285714285714282, 0.22263727894446916], null], [[-0.2142857142857143, 0.14285714285714282, 0.2661964561671774], null], [[-0.2142857142857143, 0.21428571428571425, 0.19824902963169738], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.0714285714285714, 0.3000356840067949], null], [[-0.2857142857142857, 0.14285714285714282, 0.22263727894446916], null], [[-0.2142857142857143, 0.14285714285714282, 0.2661964561671774], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.3571428571428571, 0.0714285714285714, 0.2845179102780425], null], [[-0.2857142857142857, -3.700743415417188e-17, 0.3288298364730687], null], [[-0.2857142857142857, 0.0714285714285714, 0.3000356840067949], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -3.700743415417188e-17, 0.3288298364730687], null], [[-0.2142857142857143, -0.07142857142857147, 0.31244055676785915], null], [[-0.2142857142857143, -3.700743415417188e-17, 0.3288298364730687], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.0714285714285714, 0.3000356840067949], null], [[-0.2142857142857143, -3.700743415417188e-17, 0.3288298364730687], null], [[-0.2142857142857143, 0.0714285714285714, 0.3124405567678592], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -3.700743415417188e-17, 0.3288298364730687], null], [[-0.2857142857142857, 0.0714285714285714, 0.3000356840067949], null], [[-0.2142857142857143, -3.700743415417188e-17, 0.3288298364730687], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.3571428571428571, 0.0714285714285714, 0.2845179102780425], null], [[-0.2857142857142857, 0.0714285714285714, 0.3000356840067949], null], [[-0.2857142857142857, 0.14285714285714282, 0.22263727894446916], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.0714285714285714, 0.3000356840067949], null], [[-0.2142857142857143, 0.0714285714285714, 0.3124405567678592], null], [[-0.2142857142857143, 0.14285714285714282, 0.2661964561671774], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.14285714285714282, 0.22263727894446916], null], [[-0.2142857142857143, 0.14285714285714282, 0.2661964561671774], null], [[-0.2142857142857143, 0.21428571428571425, 0.19824902963169738], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.0714285714285714, 0.3000356840067949], null], [[-0.2857142857142857, 0.14285714285714282, 0.22263727894446916], null], [[-0.2142857142857143, 0.14285714285714282, 0.2661964561671774], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.3571428571428571, 0.0714285714285714, 0.2845179102780425], null], [[-0.3571428571428571, 0.14285714285714282, 0.17273602718037742], null], [[-0.2857142857142857, 0.14285714285714282, 0.22263727894446916], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.3571428571428571, 0.14285714285714282, 0.17273602718037742], null], [[-0.3571428571428571, 0.21428571428571425, 0.04498896517941472], null], [[-0.2857142857142857, 0.21428571428571425, 0.12026127334830915], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.14285714285714282, 0.22263727894446916], null], [[-0.2857142857142857, 0.21428571428571425, 0.12026127334830915], null], [[-0.2142857142857143, 0.21428571428571425, 0.19824902963169738], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.3571428571428571, 0.14285714285714282, 0.17273602718037742], null], [[-0.2857142857142857, 0.14285714285714282, 0.22263727894446916], null], [[-0.2857142857142857, 0.21428571428571425, 0.12026127334830915], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.3571428571428571, 0.0714285714285714, 0.2845179102780425], null], [[-0.3571428571428571, 0.14285714285714282, 0.17273602718037742], null], [[-0.2857142857142857, 0.14285714285714282, 0.22263727894446916], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.3571428571428571, 0.14285714285714282, 0.17273602718037742], null], [[-0.3571428571428571, 0.21428571428571425, 0.04498896517941472], null], [[-0.2857142857142857, 0.21428571428571425, 0.12026127334830915], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.14285714285714282, 0.22263727894446916], null], [[-0.2857142857142857, 0.21428571428571425, 0.12026127334830915], null], [[-0.2142857142857143, 0.21428571428571425, 0.19824902963169738], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.3571428571428571, 0.14285714285714282, 0.17273602718037742], null], [[-0.2857142857142857, 0.14285714285714282, 0.22263727894446916], null], [[-0.2857142857142857, 0.21428571428571425, 0.12026127334830915], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.3571428571428571, 0.0714285714285714, 0.2845179102780425], null], [[-0.2857142857142857, 0.0714285714285714, 0.3000356840067949], null], [[-0.2857142857142857, 0.14285714285714282, 0.22263727894446916], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.0714285714285714, 0.3000356840067949], null], [[-0.2142857142857143, 0.0714285714285714, 0.3124405567678592], null], [[-0.2142857142857143, 0.14285714285714282, 0.2661964561671774], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.14285714285714282, 0.22263727894446916], null], [[-0.2142857142857143, 0.14285714285714282, 0.2661964561671774], null], [[-0.2142857142857143, 0.21428571428571425, 0.19824902963169738], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.0714285714285714, 0.3000356840067949], null], [[-0.2857142857142857, 0.14285714285714282, 0.22263727894446916], null], [[-0.2142857142857143, 0.14285714285714282, 0.2661964561671774], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.3571428571428571, 0.35714285714285704, -0.07109209916112198], null], [[-0.2857142857142857, 0.35714285714285704, -0.04539757817302591], null], [[-0.2857142857142857, 0.4285714285714285, -0.07117016352693135], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.35714285714285704, -0.04539757817302591], null], [[-0.2142857142857143, 0.35714285714285704, 0.04498896517941472], null], [[-0.2142857142857143, 0.4285714285714285, -0.0162905472069431], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.4285714285714285, -0.07117016352693135], null], [[-0.2142857142857143, 0.4285714285714285, -0.0162905472069431], null], [[-0.2142857142857143, 0.5, -0.055928223886742484], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.35714285714285704, -0.04539757817302591], null], [[-0.2857142857142857, 0.4285714285714285, -0.07117016352693135], null], [[-0.2142857142857143, 0.4285714285714285, -0.0162905472069431], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.3571428571428571, 0.35714285714285704, -0.07109209916112198], null], [[-0.3571428571428571, 0.4285714285714285, -0.04167047068416295], null], [[-0.2857142857142857, 0.4285714285714285, -0.07117016352693135], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.3571428571428571, 0.4285714285714285, -0.04167047068416295], null], [[-0.3571428571428571, 0.5, 0.007410519558686748], null], [[-0.2857142857142857, 0.5, -0.05810599872146448], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.4285714285714285, -0.07117016352693135], null], [[-0.2857142857142857, 0.5, -0.05810599872146448], null], [[-0.2142857142857143, 0.5, -0.055928223886742484], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.3571428571428571, 0.4285714285714285, -0.04167047068416295], null], [[-0.2857142857142857, 0.4285714285714285, -0.07117016352693135], null], [[-0.2857142857142857, 0.5, -0.05810599872146448], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.3571428571428571, 0.35714285714285704, -0.07109209916112198], null], [[-0.2857142857142857, 0.35714285714285704, -0.04539757817302591], null], [[-0.2857142857142857, 0.4285714285714285, -0.07117016352693135], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.35714285714285704, -0.04539757817302591], null], [[-0.2142857142857143, 0.35714285714285704, 0.04498896517941472], null], [[-0.2142857142857143, 0.4285714285714285, -0.0162905472069431], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.4285714285714285, -0.07117016352693135], null], [[-0.2142857142857143, 0.4285714285714285, -0.0162905472069431], null], [[-0.2142857142857143, 0.5, -0.055928223886742484], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.35714285714285704, -0.04539757817302591], null], [[-0.2857142857142857, 0.4285714285714285, -0.07117016352693135], null], [[-0.2142857142857143, 0.4285714285714285, -0.0162905472069431], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.35714285714285704, 0.04498896517941472], null], [[-0.2142857142857143, 0.4285714285714285, -0.0162905472069431], null], [[-0.14285714285714288, 0.4285714285714285, 0.12026127334830909], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.4285714285714285, -0.0162905472069431], null], [[-0.2142857142857143, 0.5, -0.055928223886742484], null], [[-0.14285714285714288, 0.5, 0.06902487698238298], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.4285714285714285, 0.12026127334830909], null], [[-0.14285714285714288, 0.5, 0.06902487698238298], null], [[-0.07142857142857147, 0.5, 0.24543384313014174], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.4285714285714285, -0.0162905472069431], null], [[-0.14285714285714288, 0.4285714285714285, 0.12026127334830909], null], [[-0.14285714285714288, 0.5, 0.06902487698238298], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.3571428571428571, 0.35714285714285704, -0.07109209916112198], null], [[-0.3571428571428571, 0.4285714285714285, -0.04167047068416295], null], [[-0.2857142857142857, 0.4285714285714285, -0.07117016352693135], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.3571428571428571, 0.4285714285714285, -0.04167047068416295], null], [[-0.3571428571428571, 0.5, 0.007410519558686748], null], [[-0.2857142857142857, 0.5, -0.05810599872146448], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.4285714285714285, -0.07117016352693135], null], [[-0.2857142857142857, 0.5, -0.05810599872146448], null], [[-0.2142857142857143, 0.5, -0.055928223886742484], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.3571428571428571, 0.4285714285714285, -0.04167047068416295], null], [[-0.2857142857142857, 0.4285714285714285, -0.07117016352693135], null], [[-0.2857142857142857, 0.5, -0.05810599872146448], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.3571428571428571, 0.35714285714285704, -0.07109209916112198], null], [[-0.2857142857142857, 0.35714285714285704, -0.04539757817302591], null], [[-0.2857142857142857, 0.4285714285714285, -0.07117016352693135], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.35714285714285704, -0.04539757817302591], null], [[-0.2142857142857143, 0.35714285714285704, 0.04498896517941472], null], [[-0.2142857142857143, 0.4285714285714285, -0.0162905472069431], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.4285714285714285, -0.07117016352693135], null], [[-0.2142857142857143, 0.4285714285714285, -0.0162905472069431], null], [[-0.2142857142857143, 0.5, -0.055928223886742484], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.35714285714285704, -0.04539757817302591], null], [[-0.2857142857142857, 0.4285714285714285, -0.07117016352693135], null], [[-0.2142857142857143, 0.4285714285714285, -0.0162905472069431], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.5, -0.055928223886742484], null], [[-0.2142857142857143, -0.4285714285714285, -0.0162905472069431], null], [[-0.14285714285714288, -0.5, 0.06902487698238298], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.4285714285714285, -0.0162905472069431], null], [[-0.2142857142857143, -0.3571428571428571, 0.044988965179414656], null], [[-0.14285714285714288, -0.4285714285714285, 0.12026127334830909], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.5, 0.06902487698238298], null], [[-0.14285714285714288, -0.4285714285714285, 0.12026127334830909], null], [[-0.07142857142857147, -0.5, 0.24543384313014174], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.4285714285714285, -0.0162905472069431], null], [[-0.14285714285714288, -0.5, 0.06902487698238298], null], [[-0.14285714285714288, -0.4285714285714285, 0.12026127334830909], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.3571428571428571, -0.3571428571428571, -0.07109209916112198], null], [[-0.2857142857142857, -0.4285714285714285, -0.07117016352693135], null], [[-0.2857142857142857, -0.3571428571428571, -0.04539757817302597], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.4285714285714285, -0.07117016352693135], null], [[-0.2142857142857143, -0.5, -0.055928223886742484], null], [[-0.2142857142857143, -0.4285714285714285, -0.0162905472069431], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.3571428571428571, -0.04539757817302597], null], [[-0.2142857142857143, -0.4285714285714285, -0.0162905472069431], null], [[-0.2142857142857143, -0.3571428571428571, 0.044988965179414656], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.4285714285714285, -0.07117016352693135], null], [[-0.2857142857142857, -0.3571428571428571, -0.04539757817302597], null], [[-0.2142857142857143, -0.4285714285714285, -0.0162905472069431], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.3571428571428571, 0.044988965179414656], null], [[-0.14285714285714288, -0.4285714285714285, 0.12026127334830909], null], [[-0.14285714285714288, -0.3571428571428571, 0.17273602718037734], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.4285714285714285, 0.12026127334830909], null], [[-0.07142857142857147, -0.5, 0.24543384313014174], null], [[-0.07142857142857147, -0.4285714285714285, 0.2661964561671773], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.3571428571428571, 0.17273602718037734], null], [[-0.07142857142857147, -0.4285714285714285, 0.2661964561671773], null], [[-0.07142857142857147, -0.3571428571428571, 0.28451791027804246], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.4285714285714285, 0.12026127334830909], null], [[-0.14285714285714288, -0.3571428571428571, 0.17273602718037734], null], [[-0.07142857142857147, -0.4285714285714285, 0.2661964561671773], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857147, -0.5, 0.24543384313014174], null], [[-0.07142857142857147, -0.4285714285714285, 0.2661964561671773], null], [[-3.700743415417188e-17, -0.5, 0.3288298364730687], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857147, -0.4285714285714285, 0.2661964561671773], null], [[-0.07142857142857147, -0.3571428571428571, 0.28451791027804246], null], [[-3.700743415417188e-17, -0.4285714285714285, 0.3288298364730687], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, -0.5, 0.3288298364730687], null], [[-3.700743415417188e-17, -0.4285714285714285, 0.3288298364730687], null], [[0.0714285714285714, -0.5, 0.24543384313014188], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857147, -0.4285714285714285, 0.2661964561671773], null], [[-3.700743415417188e-17, -0.5, 0.3288298364730687], null], [[-3.700743415417188e-17, -0.4285714285714285, 0.3288298364730687], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.3571428571428571, 0.044988965179414656], null], [[-0.2142857142857143, -0.2857142857142857, 0.12026127334830909], null], [[-0.14285714285714288, -0.3571428571428571, 0.17273602718037734], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.2857142857142857, 0.12026127334830909], null], [[-0.2142857142857143, -0.2142857142857143, 0.19824902963169735], null], [[-0.14285714285714288, -0.2857142857142857, 0.22263727894446914], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.3571428571428571, 0.17273602718037734], null], [[-0.14285714285714288, -0.2857142857142857, 0.22263727894446914], null], [[-0.07142857142857147, -0.3571428571428571, 0.28451791027804246], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.2857142857142857, 0.12026127334830909], null], [[-0.14285714285714288, -0.3571428571428571, 0.17273602718037734], null], [[-0.14285714285714288, -0.2857142857142857, 0.22263727894446914], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.2142857142857143, 0.19824902963169735], null], [[-0.14285714285714288, -0.2857142857142857, 0.22263727894446914], null], [[-0.14285714285714288, -0.2142857142857143, 0.2661964561671773], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.2857142857142857, 0.22263727894446914], null], [[-0.07142857142857147, -0.3571428571428571, 0.28451791027804246], null], [[-0.07142857142857147, -0.2857142857142857, 0.30003568400679487], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.2142857142857143, 0.2661964561671773], null], [[-0.07142857142857147, -0.2857142857142857, 0.30003568400679487], null], [[-0.07142857142857147, -0.2142857142857143, 0.31244055676785915], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.2857142857142857, 0.22263727894446914], null], [[-0.14285714285714288, -0.2142857142857143, 0.2661964561671773], null], [[-0.07142857142857147, -0.2857142857142857, 0.30003568400679487], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.2142857142857143, 0.19824902963169735], null], [[-0.14285714285714288, -0.2857142857142857, 0.22263727894446914], null], [[-0.14285714285714288, -0.2142857142857143, 0.2661964561671773], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.2857142857142857, 0.22263727894446914], null], [[-0.07142857142857147, -0.3571428571428571, 0.28451791027804246], null], [[-0.07142857142857147, -0.2857142857142857, 0.30003568400679487], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.2142857142857143, 0.2661964561671773], null], [[-0.07142857142857147, -0.2857142857142857, 0.30003568400679487], null], [[-0.07142857142857147, -0.2142857142857143, 0.31244055676785915], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.2857142857142857, 0.22263727894446914], null], [[-0.14285714285714288, -0.2142857142857143, 0.2661964561671773], null], [[-0.07142857142857147, -0.2857142857142857, 0.30003568400679487], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.3571428571428571, 0.044988965179414656], null], [[-0.2142857142857143, -0.2857142857142857, 0.12026127334830909], null], [[-0.14285714285714288, -0.3571428571428571, 0.17273602718037734], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.2857142857142857, 0.12026127334830909], null], [[-0.2142857142857143, -0.2142857142857143, 0.19824902963169735], null], [[-0.14285714285714288, -0.2857142857142857, 0.22263727894446914], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.3571428571428571, 0.17273602718037734], null], [[-0.14285714285714288, -0.2857142857142857, 0.22263727894446914], null], [[-0.07142857142857147, -0.3571428571428571, 0.28451791027804246], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.2857142857142857, 0.12026127334830909], null], [[-0.14285714285714288, -0.3571428571428571, 0.17273602718037734], null], [[-0.14285714285714288, -0.2857142857142857, 0.22263727894446914], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.2142857142857143, 0.19824902963169735], null], [[-0.14285714285714288, -0.2857142857142857, 0.22263727894446914], null], [[-0.14285714285714288, -0.2142857142857143, 0.2661964561671773], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.2857142857142857, 0.22263727894446914], null], [[-0.07142857142857147, -0.3571428571428571, 0.28451791027804246], null], [[-0.07142857142857147, -0.2857142857142857, 0.30003568400679487], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.2142857142857143, 0.2661964561671773], null], [[-0.07142857142857147, -0.2857142857142857, 0.30003568400679487], null], [[-0.07142857142857147, -0.2142857142857143, 0.31244055676785915], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.2857142857142857, 0.22263727894446914], null], [[-0.14285714285714288, -0.2142857142857143, 0.2661964561671773], null], [[-0.07142857142857147, -0.2857142857142857, 0.30003568400679487], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857147, -0.3571428571428571, 0.28451791027804246], null], [[-0.07142857142857147, -0.2857142857142857, 0.30003568400679487], null], [[-3.700743415417188e-17, -0.3571428571428571, 0.3288298364730687], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857147, -0.2857142857142857, 0.30003568400679487], null], [[-0.07142857142857147, -0.2142857142857143, 0.31244055676785915], null], [[-3.700743415417188e-17, -0.2857142857142857, 0.3288298364730687], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, -0.3571428571428571, 0.3288298364730687], null], [[-3.700743415417188e-17, -0.2857142857142857, 0.3288298364730687], null], [[0.0714285714285714, -0.3571428571428571, 0.2845179102780425], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857147, -0.2857142857142857, 0.30003568400679487], null], [[-3.700743415417188e-17, -0.3571428571428571, 0.3288298364730687], null], [[-3.700743415417188e-17, -0.2857142857142857, 0.3288298364730687], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.2142857142857143, 0.19824902963169735], null], [[-0.2142857142857143, -0.14285714285714288, 0.2661964561671773], null], [[-0.14285714285714288, -0.2142857142857143, 0.2661964561671773], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.14285714285714288, 0.2661964561671773], null], [[-0.2142857142857143, -0.07142857142857147, 0.31244055676785915], null], [[-0.14285714285714288, -0.14285714285714288, 0.30003568400679487], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.2142857142857143, 0.2661964561671773], null], [[-0.14285714285714288, -0.14285714285714288, 0.30003568400679487], null], [[-0.07142857142857147, -0.2142857142857143, 0.31244055676785915], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.14285714285714288, 0.2661964561671773], null], [[-0.14285714285714288, -0.2142857142857143, 0.2661964561671773], null], [[-0.14285714285714288, -0.14285714285714288, 0.30003568400679487], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.07142857142857147, 0.31244055676785915], null], [[-0.14285714285714288, -0.14285714285714288, 0.30003568400679487], null], [[-0.14285714285714288, -0.07142857142857147, 0.32148398606392914], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.14285714285714288, 0.30003568400679487], null], [[-0.07142857142857147, -0.2142857142857143, 0.31244055676785915], null], [[-0.07142857142857147, -0.14285714285714288, 0.32148398606392914], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.07142857142857147, 0.32148398606392914], null], [[-0.07142857142857147, -0.14285714285714288, 0.32148398606392914], null], [[-0.07142857142857147, -0.07142857142857147, 0.3269840552279475], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.14285714285714288, 0.30003568400679487], null], [[-0.14285714285714288, -0.07142857142857147, 0.32148398606392914], null], [[-0.07142857142857147, -0.14285714285714288, 0.32148398606392914], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.07142857142857147, 0.31244055676785915], null], [[-0.14285714285714288, -0.14285714285714288, 0.30003568400679487], null], [[-0.14285714285714288, -0.07142857142857147, 0.32148398606392914], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.14285714285714288, 0.30003568400679487], null], [[-0.07142857142857147, -0.2142857142857143, 0.31244055676785915], null], [[-0.07142857142857147, -0.14285714285714288, 0.32148398606392914], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.07142857142857147, 0.32148398606392914], null], [[-0.07142857142857147, -0.14285714285714288, 0.32148398606392914], null], [[-0.07142857142857147, -0.07142857142857147, 0.3269840552279475], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.14285714285714288, 0.30003568400679487], null], [[-0.14285714285714288, -0.07142857142857147, 0.32148398606392914], null], [[-0.07142857142857147, -0.14285714285714288, 0.32148398606392914], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.2142857142857143, 0.19824902963169735], null], [[-0.2142857142857143, -0.14285714285714288, 0.2661964561671773], null], [[-0.14285714285714288, -0.2142857142857143, 0.2661964561671773], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.14285714285714288, 0.2661964561671773], null], [[-0.2142857142857143, -0.07142857142857147, 0.31244055676785915], null], [[-0.14285714285714288, -0.14285714285714288, 0.30003568400679487], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.2142857142857143, 0.2661964561671773], null], [[-0.14285714285714288, -0.14285714285714288, 0.30003568400679487], null], [[-0.07142857142857147, -0.2142857142857143, 0.31244055676785915], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.14285714285714288, 0.2661964561671773], null], [[-0.14285714285714288, -0.2142857142857143, 0.2661964561671773], null], [[-0.14285714285714288, -0.14285714285714288, 0.30003568400679487], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.0714285714285714, 0.3124405567678592], null], [[-0.14285714285714288, 0.0714285714285714, 0.3214839860639292], null], [[-0.14285714285714288, 0.14285714285714282, 0.30003568400679487], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.0714285714285714, 0.3214839860639292], null], [[-0.07142857142857147, 0.0714285714285714, 0.3269840552279475], null], [[-0.07142857142857147, 0.14285714285714282, 0.3214839860639292], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.14285714285714282, 0.30003568400679487], null], [[-0.07142857142857147, 0.14285714285714282, 0.3214839860639292], null], [[-0.07142857142857147, 0.21428571428571425, 0.31244055676785915], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.0714285714285714, 0.3214839860639292], null], [[-0.14285714285714288, 0.14285714285714282, 0.30003568400679487], null], [[-0.07142857142857147, 0.14285714285714282, 0.3214839860639292], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.0714285714285714, 0.3124405567678592], null], [[-0.2142857142857143, 0.14285714285714282, 0.2661964561671774], null], [[-0.14285714285714288, 0.14285714285714282, 0.30003568400679487], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.14285714285714282, 0.2661964561671774], null], [[-0.2142857142857143, 0.21428571428571425, 0.19824902963169738], null], [[-0.14285714285714288, 0.21428571428571425, 0.26619645616717735], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.14285714285714282, 0.30003568400679487], null], [[-0.14285714285714288, 0.21428571428571425, 0.26619645616717735], null], [[-0.07142857142857147, 0.21428571428571425, 0.31244055676785915], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.14285714285714282, 0.2661964561671774], null], [[-0.14285714285714288, 0.14285714285714282, 0.30003568400679487], null], [[-0.14285714285714288, 0.21428571428571425, 0.26619645616717735], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.0714285714285714, 0.3124405567678592], null], [[-0.2142857142857143, 0.14285714285714282, 0.2661964561671774], null], [[-0.14285714285714288, 0.14285714285714282, 0.30003568400679487], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.14285714285714282, 0.2661964561671774], null], [[-0.2142857142857143, 0.21428571428571425, 0.19824902963169738], null], [[-0.14285714285714288, 0.21428571428571425, 0.26619645616717735], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.14285714285714282, 0.30003568400679487], null], [[-0.14285714285714288, 0.21428571428571425, 0.26619645616717735], null], [[-0.07142857142857147, 0.21428571428571425, 0.31244055676785915], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.14285714285714282, 0.2661964561671774], null], [[-0.14285714285714288, 0.14285714285714282, 0.30003568400679487], null], [[-0.14285714285714288, 0.21428571428571425, 0.26619645616717735], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.0714285714285714, 0.3124405567678592], null], [[-0.14285714285714288, 0.0714285714285714, 0.3214839860639292], null], [[-0.14285714285714288, 0.14285714285714282, 0.30003568400679487], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.0714285714285714, 0.3214839860639292], null], [[-0.07142857142857147, 0.0714285714285714, 0.3269840552279475], null], [[-0.07142857142857147, 0.14285714285714282, 0.3214839860639292], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.14285714285714282, 0.30003568400679487], null], [[-0.07142857142857147, 0.14285714285714282, 0.3214839860639292], null], [[-0.07142857142857147, 0.21428571428571425, 0.31244055676785915], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.0714285714285714, 0.3214839860639292], null], [[-0.14285714285714288, 0.14285714285714282, 0.30003568400679487], null], [[-0.07142857142857147, 0.14285714285714282, 0.3214839860639292], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.21428571428571425, 0.19824902963169738], null], [[-0.14285714285714288, 0.21428571428571425, 0.26619645616717735], null], [[-0.14285714285714288, 0.28571428571428564, 0.22263727894446914], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.21428571428571425, 0.26619645616717735], null], [[-0.07142857142857147, 0.21428571428571425, 0.31244055676785915], null], [[-0.07142857142857147, 0.28571428571428564, 0.30003568400679487], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.28571428571428564, 0.22263727894446914], null], [[-0.07142857142857147, 0.28571428571428564, 0.30003568400679487], null], [[-0.07142857142857147, 0.35714285714285704, 0.28451791027804246], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.21428571428571425, 0.26619645616717735], null], [[-0.14285714285714288, 0.28571428571428564, 0.22263727894446914], null], [[-0.07142857142857147, 0.28571428571428564, 0.30003568400679487], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.21428571428571425, 0.19824902963169738], null], [[-0.2142857142857143, 0.28571428571428564, 0.12026127334830915], null], [[-0.14285714285714288, 0.28571428571428564, 0.22263727894446914], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.28571428571428564, 0.12026127334830915], null], [[-0.2142857142857143, 0.35714285714285704, 0.04498896517941472], null], [[-0.14285714285714288, 0.35714285714285704, 0.17273602718037734], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.28571428571428564, 0.22263727894446914], null], [[-0.14285714285714288, 0.35714285714285704, 0.17273602718037734], null], [[-0.07142857142857147, 0.35714285714285704, 0.28451791027804246], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.28571428571428564, 0.12026127334830915], null], [[-0.14285714285714288, 0.28571428571428564, 0.22263727894446914], null], [[-0.14285714285714288, 0.35714285714285704, 0.17273602718037734], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.21428571428571425, 0.19824902963169738], null], [[-0.14285714285714288, 0.21428571428571425, 0.26619645616717735], null], [[-0.14285714285714288, 0.28571428571428564, 0.22263727894446914], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.21428571428571425, 0.26619645616717735], null], [[-0.07142857142857147, 0.21428571428571425, 0.31244055676785915], null], [[-0.07142857142857147, 0.28571428571428564, 0.30003568400679487], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.28571428571428564, 0.22263727894446914], null], [[-0.07142857142857147, 0.28571428571428564, 0.30003568400679487], null], [[-0.07142857142857147, 0.35714285714285704, 0.28451791027804246], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.21428571428571425, 0.26619645616717735], null], [[-0.14285714285714288, 0.28571428571428564, 0.22263727894446914], null], [[-0.07142857142857147, 0.28571428571428564, 0.30003568400679487], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857147, 0.21428571428571425, 0.31244055676785915], null], [[-0.07142857142857147, 0.28571428571428564, 0.30003568400679487], null], [[-3.700743415417188e-17, 0.28571428571428564, 0.3288298364730687], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857147, 0.28571428571428564, 0.30003568400679487], null], [[-0.07142857142857147, 0.35714285714285704, 0.28451791027804246], null], [[-3.700743415417188e-17, 0.35714285714285704, 0.3288298364730687], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, 0.28571428571428564, 0.3288298364730687], null], [[-3.700743415417188e-17, 0.35714285714285704, 0.3288298364730687], null], [[0.0714285714285714, 0.35714285714285704, 0.2845179102780425], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857147, 0.28571428571428564, 0.30003568400679487], null], [[-3.700743415417188e-17, 0.28571428571428564, 0.3288298364730687], null], [[-3.700743415417188e-17, 0.35714285714285704, 0.3288298364730687], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.21428571428571425, 0.19824902963169738], null], [[-0.2142857142857143, 0.28571428571428564, 0.12026127334830915], null], [[-0.14285714285714288, 0.28571428571428564, 0.22263727894446914], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.28571428571428564, 0.12026127334830915], null], [[-0.2142857142857143, 0.35714285714285704, 0.04498896517941472], null], [[-0.14285714285714288, 0.35714285714285704, 0.17273602718037734], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.28571428571428564, 0.22263727894446914], null], [[-0.14285714285714288, 0.35714285714285704, 0.17273602718037734], null], [[-0.07142857142857147, 0.35714285714285704, 0.28451791027804246], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.28571428571428564, 0.12026127334830915], null], [[-0.14285714285714288, 0.28571428571428564, 0.22263727894446914], null], [[-0.14285714285714288, 0.35714285714285704, 0.17273602718037734], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.21428571428571425, 0.19824902963169738], null], [[-0.14285714285714288, 0.21428571428571425, 0.26619645616717735], null], [[-0.14285714285714288, 0.28571428571428564, 0.22263727894446914], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.21428571428571425, 0.26619645616717735], null], [[-0.07142857142857147, 0.21428571428571425, 0.31244055676785915], null], [[-0.07142857142857147, 0.28571428571428564, 0.30003568400679487], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.28571428571428564, 0.22263727894446914], null], [[-0.07142857142857147, 0.28571428571428564, 0.30003568400679487], null], [[-0.07142857142857147, 0.35714285714285704, 0.28451791027804246], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.21428571428571425, 0.26619645616717735], null], [[-0.14285714285714288, 0.28571428571428564, 0.22263727894446914], null], [[-0.07142857142857147, 0.28571428571428564, 0.30003568400679487], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.35714285714285704, 0.04498896517941472], null], [[-0.14285714285714288, 0.35714285714285704, 0.17273602718037734], null], [[-0.14285714285714288, 0.4285714285714285, 0.12026127334830909], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.35714285714285704, 0.17273602718037734], null], [[-0.07142857142857147, 0.35714285714285704, 0.28451791027804246], null], [[-0.07142857142857147, 0.4285714285714285, 0.2661964561671773], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.4285714285714285, 0.12026127334830909], null], [[-0.07142857142857147, 0.4285714285714285, 0.2661964561671773], null], [[-0.07142857142857147, 0.5, 0.24543384313014174], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.35714285714285704, 0.17273602718037734], null], [[-0.14285714285714288, 0.4285714285714285, 0.12026127334830909], null], [[-0.07142857142857147, 0.4285714285714285, 0.2661964561671773], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857147, 0.35714285714285704, 0.28451791027804246], null], [[-0.07142857142857147, 0.4285714285714285, 0.2661964561671773], null], [[-3.700743415417188e-17, 0.4285714285714285, 0.3288298364730687], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857147, 0.4285714285714285, 0.2661964561671773], null], [[-0.07142857142857147, 0.5, 0.24543384313014174], null], [[-3.700743415417188e-17, 0.5, 0.3288298364730687], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, 0.4285714285714285, 0.3288298364730687], null], [[-3.700743415417188e-17, 0.5, 0.3288298364730687], null], [[0.0714285714285714, 0.5, 0.24543384313014188], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857147, 0.4285714285714285, 0.2661964561671773], null], [[-3.700743415417188e-17, 0.4285714285714285, 0.3288298364730687], null], [[-3.700743415417188e-17, 0.5, 0.3288298364730687], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.35714285714285704, 0.04498896517941472], null], [[-0.2142857142857143, 0.4285714285714285, -0.0162905472069431], null], [[-0.14285714285714288, 0.4285714285714285, 0.12026127334830909], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.4285714285714285, -0.0162905472069431], null], [[-0.2142857142857143, 0.5, -0.055928223886742484], null], [[-0.14285714285714288, 0.5, 0.06902487698238298], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.4285714285714285, 0.12026127334830909], null], [[-0.14285714285714288, 0.5, 0.06902487698238298], null], [[-0.07142857142857147, 0.5, 0.24543384313014174], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.4285714285714285, -0.0162905472069431], null], [[-0.14285714285714288, 0.4285714285714285, 0.12026127334830909], null], [[-0.14285714285714288, 0.5, 0.06902487698238298], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.3571428571428571, 0.35714285714285704, -0.07109209916112198], null], [[-0.2857142857142857, 0.35714285714285704, -0.04539757817302591], null], [[-0.2857142857142857, 0.4285714285714285, -0.07117016352693135], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.35714285714285704, -0.04539757817302591], null], [[-0.2142857142857143, 0.35714285714285704, 0.04498896517941472], null], [[-0.2142857142857143, 0.4285714285714285, -0.0162905472069431], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.4285714285714285, -0.07117016352693135], null], [[-0.2142857142857143, 0.4285714285714285, -0.0162905472069431], null], [[-0.2142857142857143, 0.5, -0.055928223886742484], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.35714285714285704, -0.04539757817302591], null], [[-0.2857142857142857, 0.4285714285714285, -0.07117016352693135], null], [[-0.2142857142857143, 0.4285714285714285, -0.0162905472069431], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857147, -0.5, 0.24543384313014174], null], [[-0.07142857142857147, -0.4285714285714285, 0.2661964561671773], null], [[-3.700743415417188e-17, -0.5, 0.3288298364730687], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857147, -0.4285714285714285, 0.2661964561671773], null], [[-0.07142857142857147, -0.3571428571428571, 0.28451791027804246], null], [[-3.700743415417188e-17, -0.4285714285714285, 0.3288298364730687], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, -0.5, 0.3288298364730687], null], [[-3.700743415417188e-17, -0.4285714285714285, 0.3288298364730687], null], [[0.0714285714285714, -0.5, 0.24543384313014188], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857147, -0.4285714285714285, 0.2661964561671773], null], [[-3.700743415417188e-17, -0.5, 0.3288298364730687], null], [[-3.700743415417188e-17, -0.4285714285714285, 0.3288298364730687], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.3571428571428571, 0.044988965179414656], null], [[-0.14285714285714288, -0.4285714285714285, 0.12026127334830909], null], [[-0.14285714285714288, -0.3571428571428571, 0.17273602718037734], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.4285714285714285, 0.12026127334830909], null], [[-0.07142857142857147, -0.5, 0.24543384313014174], null], [[-0.07142857142857147, -0.4285714285714285, 0.2661964561671773], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.3571428571428571, 0.17273602718037734], null], [[-0.07142857142857147, -0.4285714285714285, 0.2661964561671773], null], [[-0.07142857142857147, -0.3571428571428571, 0.28451791027804246], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.4285714285714285, 0.12026127334830909], null], [[-0.14285714285714288, -0.3571428571428571, 0.17273602718037734], null], [[-0.07142857142857147, -0.4285714285714285, 0.2661964561671773], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857147, -0.3571428571428571, 0.28451791027804246], null], [[-3.700743415417188e-17, -0.4285714285714285, 0.3288298364730687], null], [[-3.700743415417188e-17, -0.3571428571428571, 0.3288298364730687], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, -0.4285714285714285, 0.3288298364730687], null], [[0.0714285714285714, -0.5, 0.24543384313014188], null], [[0.0714285714285714, -0.4285714285714285, 0.2661964561671774], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, -0.3571428571428571, 0.3288298364730687], null], [[0.0714285714285714, -0.4285714285714285, 0.2661964561671774], null], [[0.0714285714285714, -0.3571428571428571, 0.2845179102780425], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, -0.4285714285714285, 0.3288298364730687], null], [[-3.700743415417188e-17, -0.3571428571428571, 0.3288298364730687], null], [[0.0714285714285714, -0.4285714285714285, 0.2661964561671774], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.5, 0.24543384313014188], null], [[0.0714285714285714, -0.4285714285714285, 0.2661964561671774], null], [[0.14285714285714282, -0.4285714285714285, 0.1202612733483092], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.4285714285714285, 0.2661964561671774], null], [[0.0714285714285714, -0.3571428571428571, 0.2845179102780425], null], [[0.14285714285714282, -0.3571428571428571, 0.17273602718037742], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714282, -0.4285714285714285, 0.1202612733483092], null], [[0.14285714285714282, -0.3571428571428571, 0.17273602718037742], null], [[0.21428571428571425, -0.3571428571428571, 0.04498896517941472], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.4285714285714285, 0.2661964561671774], null], [[0.14285714285714282, -0.4285714285714285, 0.1202612733483092], null], [[0.14285714285714282, -0.3571428571428571, 0.17273602718037742], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857147, -0.3571428571428571, 0.28451791027804246], null], [[-0.07142857142857147, -0.2857142857142857, 0.30003568400679487], null], [[-3.700743415417188e-17, -0.3571428571428571, 0.3288298364730687], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857147, -0.2857142857142857, 0.30003568400679487], null], [[-0.07142857142857147, -0.2142857142857143, 0.31244055676785915], null], [[-3.700743415417188e-17, -0.2857142857142857, 0.3288298364730687], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, -0.3571428571428571, 0.3288298364730687], null], [[-3.700743415417188e-17, -0.2857142857142857, 0.3288298364730687], null], [[0.0714285714285714, -0.3571428571428571, 0.2845179102780425], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857147, -0.2857142857142857, 0.30003568400679487], null], [[-3.700743415417188e-17, -0.3571428571428571, 0.3288298364730687], null], [[-3.700743415417188e-17, -0.2857142857142857, 0.3288298364730687], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.2142857142857143, 0.19824902963169735], null], [[-0.14285714285714288, -0.2857142857142857, 0.22263727894446914], null], [[-0.14285714285714288, -0.2142857142857143, 0.2661964561671773], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.2857142857142857, 0.22263727894446914], null], [[-0.07142857142857147, -0.3571428571428571, 0.28451791027804246], null], [[-0.07142857142857147, -0.2857142857142857, 0.30003568400679487], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.2142857142857143, 0.2661964561671773], null], [[-0.07142857142857147, -0.2857142857142857, 0.30003568400679487], null], [[-0.07142857142857147, -0.2142857142857143, 0.31244055676785915], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.2857142857142857, 0.22263727894446914], null], [[-0.14285714285714288, -0.2142857142857143, 0.2661964561671773], null], [[-0.07142857142857147, -0.2857142857142857, 0.30003568400679487], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857147, -0.2142857142857143, 0.31244055676785915], null], [[-3.700743415417188e-17, -0.2857142857142857, 0.3288298364730687], null], [[-3.700743415417188e-17, -0.2142857142857143, 0.3288298364730687], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, -0.2857142857142857, 0.3288298364730687], null], [[0.0714285714285714, -0.3571428571428571, 0.2845179102780425], null], [[0.0714285714285714, -0.2857142857142857, 0.3000356840067949], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, -0.2142857142857143, 0.3288298364730687], null], [[0.0714285714285714, -0.2857142857142857, 0.3000356840067949], null], [[0.0714285714285714, -0.2142857142857143, 0.3124405567678592], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, -0.2857142857142857, 0.3288298364730687], null], [[-3.700743415417188e-17, -0.2142857142857143, 0.3288298364730687], null], [[0.0714285714285714, -0.2857142857142857, 0.3000356840067949], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.3571428571428571, 0.2845179102780425], null], [[0.0714285714285714, -0.2857142857142857, 0.3000356840067949], null], [[0.14285714285714282, -0.2857142857142857, 0.22263727894446916], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.2857142857142857, 0.3000356840067949], null], [[0.0714285714285714, -0.2142857142857143, 0.3124405567678592], null], [[0.14285714285714282, -0.2142857142857143, 0.2661964561671774], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714282, -0.2857142857142857, 0.22263727894446916], null], [[0.14285714285714282, -0.2142857142857143, 0.2661964561671774], null], [[0.21428571428571425, -0.2142857142857143, 0.19824902963169738], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.2857142857142857, 0.3000356840067949], null], [[0.14285714285714282, -0.2857142857142857, 0.22263727894446916], null], [[0.14285714285714282, -0.2142857142857143, 0.2661964561671774], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857147, 0.21428571428571425, 0.31244055676785915], null], [[-3.700743415417188e-17, 0.21428571428571425, 0.3288298364730687], null], [[-3.700743415417188e-17, 0.28571428571428564, 0.3288298364730687], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, 0.21428571428571425, 0.3288298364730687], null], [[0.0714285714285714, 0.21428571428571425, 0.3124405567678592], null], [[0.0714285714285714, 0.28571428571428564, 0.3000356840067949], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, 0.28571428571428564, 0.3288298364730687], null], [[0.0714285714285714, 0.28571428571428564, 0.3000356840067949], null], [[0.0714285714285714, 0.35714285714285704, 0.2845179102780425], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, 0.21428571428571425, 0.3288298364730687], null], [[-3.700743415417188e-17, 0.28571428571428564, 0.3288298364730687], null], [[0.0714285714285714, 0.28571428571428564, 0.3000356840067949], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.21428571428571425, 0.3124405567678592], null], [[0.0714285714285714, 0.28571428571428564, 0.3000356840067949], null], [[0.14285714285714282, 0.21428571428571425, 0.2661964561671774], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.28571428571428564, 0.3000356840067949], null], [[0.0714285714285714, 0.35714285714285704, 0.2845179102780425], null], [[0.14285714285714282, 0.28571428571428564, 0.2226372789444692], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714282, 0.21428571428571425, 0.2661964561671774], null], [[0.14285714285714282, 0.28571428571428564, 0.2226372789444692], null], [[0.21428571428571425, 0.21428571428571425, 0.1982490296316974], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.28571428571428564, 0.3000356840067949], null], [[0.14285714285714282, 0.21428571428571425, 0.2661964561671774], null], [[0.14285714285714282, 0.28571428571428564, 0.2226372789444692], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857147, 0.21428571428571425, 0.31244055676785915], null], [[-0.07142857142857147, 0.28571428571428564, 0.30003568400679487], null], [[-3.700743415417188e-17, 0.28571428571428564, 0.3288298364730687], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857147, 0.28571428571428564, 0.30003568400679487], null], [[-0.07142857142857147, 0.35714285714285704, 0.28451791027804246], null], [[-3.700743415417188e-17, 0.35714285714285704, 0.3288298364730687], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, 0.28571428571428564, 0.3288298364730687], null], [[-3.700743415417188e-17, 0.35714285714285704, 0.3288298364730687], null], [[0.0714285714285714, 0.35714285714285704, 0.2845179102780425], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857147, 0.28571428571428564, 0.30003568400679487], null], [[-3.700743415417188e-17, 0.28571428571428564, 0.3288298364730687], null], [[-3.700743415417188e-17, 0.35714285714285704, 0.3288298364730687], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.21428571428571425, 0.19824902963169738], null], [[-0.14285714285714288, 0.21428571428571425, 0.26619645616717735], null], [[-0.14285714285714288, 0.28571428571428564, 0.22263727894446914], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.21428571428571425, 0.26619645616717735], null], [[-0.07142857142857147, 0.21428571428571425, 0.31244055676785915], null], [[-0.07142857142857147, 0.28571428571428564, 0.30003568400679487], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.28571428571428564, 0.22263727894446914], null], [[-0.07142857142857147, 0.28571428571428564, 0.30003568400679487], null], [[-0.07142857142857147, 0.35714285714285704, 0.28451791027804246], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.21428571428571425, 0.26619645616717735], null], [[-0.14285714285714288, 0.28571428571428564, 0.22263727894446914], null], [[-0.07142857142857147, 0.28571428571428564, 0.30003568400679487], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857147, 0.35714285714285704, 0.28451791027804246], null], [[-3.700743415417188e-17, 0.35714285714285704, 0.3288298364730687], null], [[-3.700743415417188e-17, 0.4285714285714285, 0.3288298364730687], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, 0.35714285714285704, 0.3288298364730687], null], [[0.0714285714285714, 0.35714285714285704, 0.2845179102780425], null], [[0.0714285714285714, 0.4285714285714285, 0.2661964561671774], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, 0.4285714285714285, 0.3288298364730687], null], [[0.0714285714285714, 0.4285714285714285, 0.2661964561671774], null], [[0.0714285714285714, 0.5, 0.24543384313014188], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, 0.35714285714285704, 0.3288298364730687], null], [[-3.700743415417188e-17, 0.4285714285714285, 0.3288298364730687], null], [[0.0714285714285714, 0.4285714285714285, 0.2661964561671774], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.35714285714285704, 0.2845179102780425], null], [[0.0714285714285714, 0.4285714285714285, 0.2661964561671774], null], [[0.14285714285714282, 0.35714285714285704, 0.1727360271803775], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.4285714285714285, 0.2661964561671774], null], [[0.0714285714285714, 0.5, 0.24543384313014188], null], [[0.14285714285714282, 0.4285714285714285, 0.1202612733483092], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714282, 0.35714285714285704, 0.1727360271803775], null], [[0.14285714285714282, 0.4285714285714285, 0.1202612733483092], null], [[0.21428571428571425, 0.35714285714285704, 0.04498896517941476], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.4285714285714285, 0.2661964561671774], null], [[0.14285714285714282, 0.35714285714285704, 0.1727360271803775], null], [[0.14285714285714282, 0.4285714285714285, 0.1202612733483092], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857147, 0.35714285714285704, 0.28451791027804246], null], [[-0.07142857142857147, 0.4285714285714285, 0.2661964561671773], null], [[-3.700743415417188e-17, 0.4285714285714285, 0.3288298364730687], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857147, 0.4285714285714285, 0.2661964561671773], null], [[-0.07142857142857147, 0.5, 0.24543384313014174], null], [[-3.700743415417188e-17, 0.5, 0.3288298364730687], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, 0.4285714285714285, 0.3288298364730687], null], [[-3.700743415417188e-17, 0.5, 0.3288298364730687], null], [[0.0714285714285714, 0.5, 0.24543384313014188], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857147, 0.4285714285714285, 0.2661964561671773], null], [[-3.700743415417188e-17, 0.4285714285714285, 0.3288298364730687], null], [[-3.700743415417188e-17, 0.5, 0.3288298364730687], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.35714285714285704, 0.04498896517941472], null], [[-0.14285714285714288, 0.35714285714285704, 0.17273602718037734], null], [[-0.14285714285714288, 0.4285714285714285, 0.12026127334830909], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.35714285714285704, 0.17273602718037734], null], [[-0.07142857142857147, 0.35714285714285704, 0.28451791027804246], null], [[-0.07142857142857147, 0.4285714285714285, 0.2661964561671773], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.4285714285714285, 0.12026127334830909], null], [[-0.07142857142857147, 0.4285714285714285, 0.2661964561671773], null], [[-0.07142857142857147, 0.5, 0.24543384313014174], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.35714285714285704, 0.17273602718037734], null], [[-0.14285714285714288, 0.4285714285714285, 0.12026127334830909], null], [[-0.07142857142857147, 0.4285714285714285, 0.2661964561671773], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.5, 0.24543384313014188], null], [[0.14285714285714282, -0.5, 0.06902487698238312], null], [[0.14285714285714282, -0.4285714285714285, 0.1202612733483092], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714282, -0.5, 0.06902487698238312], null], [[0.21428571428571425, -0.5, -0.055928223886742436], null], [[0.21428571428571425, -0.4285714285714285, -0.016290547206943017], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714282, -0.4285714285714285, 0.1202612733483092], null], [[0.21428571428571425, -0.4285714285714285, -0.016290547206943017], null], [[0.21428571428571425, -0.3571428571428571, 0.04498896517941472], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714282, -0.5, 0.06902487698238312], null], [[0.14285714285714282, -0.4285714285714285, 0.1202612733483092], null], [[0.21428571428571425, -0.4285714285714285, -0.016290547206943017], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.21428571428571425, -0.5, -0.055928223886742436], null], [[0.21428571428571425, -0.4285714285714285, -0.016290547206943017], null], [[0.28571428571428564, -0.4285714285714285, -0.07117016352693134], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.21428571428571425, -0.4285714285714285, -0.016290547206943017], null], [[0.21428571428571425, -0.3571428571428571, 0.04498896517941472], null], [[0.28571428571428564, -0.3571428571428571, -0.04539757817302591], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.28571428571428564, -0.4285714285714285, -0.07117016352693134], null], [[0.28571428571428564, -0.3571428571428571, -0.04539757817302591], null], [[0.35714285714285704, -0.3571428571428571, -0.07109209916112198], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.21428571428571425, -0.4285714285714285, -0.016290547206943017], null], [[0.28571428571428564, -0.4285714285714285, -0.07117016352693134], null], [[0.28571428571428564, -0.3571428571428571, -0.04539757817302591], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.5, 0.24543384313014188], null], [[0.0714285714285714, -0.4285714285714285, 0.2661964561671774], null], [[0.14285714285714282, -0.4285714285714285, 0.1202612733483092], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.4285714285714285, 0.2661964561671774], null], [[0.0714285714285714, -0.3571428571428571, 0.2845179102780425], null], [[0.14285714285714282, -0.3571428571428571, 0.17273602718037742], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714282, -0.4285714285714285, 0.1202612733483092], null], [[0.14285714285714282, -0.3571428571428571, 0.17273602718037742], null], [[0.21428571428571425, -0.3571428571428571, 0.04498896517941472], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.4285714285714285, 0.2661964561671774], null], [[0.14285714285714282, -0.4285714285714285, 0.1202612733483092], null], [[0.14285714285714282, -0.3571428571428571, 0.17273602718037742], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857147, -0.3571428571428571, 0.28451791027804246], null], [[-3.700743415417188e-17, -0.4285714285714285, 0.3288298364730687], null], [[-3.700743415417188e-17, -0.3571428571428571, 0.3288298364730687], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, -0.4285714285714285, 0.3288298364730687], null], [[0.0714285714285714, -0.5, 0.24543384313014188], null], [[0.0714285714285714, -0.4285714285714285, 0.2661964561671774], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, -0.3571428571428571, 0.3288298364730687], null], [[0.0714285714285714, -0.4285714285714285, 0.2661964561671774], null], [[0.0714285714285714, -0.3571428571428571, 0.2845179102780425], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, -0.4285714285714285, 0.3288298364730687], null], [[-3.700743415417188e-17, -0.3571428571428571, 0.3288298364730687], null], [[0.0714285714285714, -0.4285714285714285, 0.2661964561671774], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.3571428571428571, 0.2845179102780425], null], [[0.14285714285714282, -0.3571428571428571, 0.17273602718037742], null], [[0.14285714285714282, -0.2857142857142857, 0.22263727894446916], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714282, -0.3571428571428571, 0.17273602718037742], null], [[0.21428571428571425, -0.3571428571428571, 0.04498896517941472], null], [[0.21428571428571425, -0.2857142857142857, 0.12026127334830915], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714282, -0.2857142857142857, 0.22263727894446916], null], [[0.21428571428571425, -0.2857142857142857, 0.12026127334830915], null], [[0.21428571428571425, -0.2142857142857143, 0.19824902963169738], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714282, -0.3571428571428571, 0.17273602718037742], null], [[0.14285714285714282, -0.2857142857142857, 0.22263727894446916], null], [[0.21428571428571425, -0.2857142857142857, 0.12026127334830915], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.3571428571428571, 0.2845179102780425], null], [[0.0714285714285714, -0.2857142857142857, 0.3000356840067949], null], [[0.14285714285714282, -0.2857142857142857, 0.22263727894446916], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.2857142857142857, 0.3000356840067949], null], [[0.0714285714285714, -0.2142857142857143, 0.3124405567678592], null], [[0.14285714285714282, -0.2142857142857143, 0.2661964561671774], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714282, -0.2857142857142857, 0.22263727894446916], null], [[0.14285714285714282, -0.2142857142857143, 0.2661964561671774], null], [[0.21428571428571425, -0.2142857142857143, 0.19824902963169738], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.2857142857142857, 0.3000356840067949], null], [[0.14285714285714282, -0.2857142857142857, 0.22263727894446916], null], [[0.14285714285714282, -0.2142857142857143, 0.2661964561671774], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.3571428571428571, 0.2845179102780425], null], [[0.0714285714285714, -0.2857142857142857, 0.3000356840067949], null], [[0.14285714285714282, -0.2857142857142857, 0.22263727894446916], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.2857142857142857, 0.3000356840067949], null], [[0.0714285714285714, -0.2142857142857143, 0.3124405567678592], null], [[0.14285714285714282, -0.2142857142857143, 0.2661964561671774], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714282, -0.2857142857142857, 0.22263727894446916], null], [[0.14285714285714282, -0.2142857142857143, 0.2661964561671774], null], [[0.21428571428571425, -0.2142857142857143, 0.19824902963169738], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.2857142857142857, 0.3000356840067949], null], [[0.14285714285714282, -0.2857142857142857, 0.22263727894446916], null], [[0.14285714285714282, -0.2142857142857143, 0.2661964561671774], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857147, -0.2142857142857143, 0.31244055676785915], null], [[-3.700743415417188e-17, -0.2857142857142857, 0.3288298364730687], null], [[-3.700743415417188e-17, -0.2142857142857143, 0.3288298364730687], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, -0.2857142857142857, 0.3288298364730687], null], [[0.0714285714285714, -0.3571428571428571, 0.2845179102780425], null], [[0.0714285714285714, -0.2857142857142857, 0.3000356840067949], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, -0.2142857142857143, 0.3288298364730687], null], [[0.0714285714285714, -0.2857142857142857, 0.3000356840067949], null], [[0.0714285714285714, -0.2142857142857143, 0.3124405567678592], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, -0.2857142857142857, 0.3288298364730687], null], [[-3.700743415417188e-17, -0.2142857142857143, 0.3288298364730687], null], [[0.0714285714285714, -0.2857142857142857, 0.3000356840067949], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.3571428571428571, 0.2845179102780425], null], [[0.0714285714285714, -0.2857142857142857, 0.3000356840067949], null], [[0.14285714285714282, -0.2857142857142857, 0.22263727894446916], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.2857142857142857, 0.3000356840067949], null], [[0.0714285714285714, -0.2142857142857143, 0.3124405567678592], null], [[0.14285714285714282, -0.2142857142857143, 0.2661964561671774], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714282, -0.2857142857142857, 0.22263727894446916], null], [[0.14285714285714282, -0.2142857142857143, 0.2661964561671774], null], [[0.21428571428571425, -0.2142857142857143, 0.19824902963169738], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.2857142857142857, 0.3000356840067949], null], [[0.14285714285714282, -0.2857142857142857, 0.22263727894446916], null], [[0.14285714285714282, -0.2142857142857143, 0.2661964561671774], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.3571428571428571, 0.2845179102780425], null], [[0.14285714285714282, -0.3571428571428571, 0.17273602718037742], null], [[0.14285714285714282, -0.2857142857142857, 0.22263727894446916], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714282, -0.3571428571428571, 0.17273602718037742], null], [[0.21428571428571425, -0.3571428571428571, 0.04498896517941472], null], [[0.21428571428571425, -0.2857142857142857, 0.12026127334830915], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714282, -0.2857142857142857, 0.22263727894446916], null], [[0.21428571428571425, -0.2857142857142857, 0.12026127334830915], null], [[0.21428571428571425, -0.2142857142857143, 0.19824902963169738], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714282, -0.3571428571428571, 0.17273602718037742], null], [[0.14285714285714282, -0.2857142857142857, 0.22263727894446916], null], [[0.21428571428571425, -0.2857142857142857, 0.12026127334830915], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.2142857142857143, 0.3124405567678592], null], [[0.14285714285714282, -0.2142857142857143, 0.2661964561671774], null], [[0.14285714285714282, -0.14285714285714288, 0.30003568400679487], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714282, -0.2142857142857143, 0.2661964561671774], null], [[0.21428571428571425, -0.2142857142857143, 0.19824902963169738], null], [[0.21428571428571425, -0.14285714285714288, 0.26619645616717735], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714282, -0.14285714285714288, 0.30003568400679487], null], [[0.21428571428571425, -0.14285714285714288, 0.26619645616717735], null], [[0.21428571428571425, -0.07142857142857147, 0.31244055676785915], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714282, -0.2142857142857143, 0.2661964561671774], null], [[0.14285714285714282, -0.14285714285714288, 0.30003568400679487], null], [[0.21428571428571425, -0.14285714285714288, 0.26619645616717735], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.2142857142857143, 0.3124405567678592], null], [[0.0714285714285714, -0.14285714285714288, 0.3214839860639292], null], [[0.14285714285714282, -0.14285714285714288, 0.30003568400679487], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.14285714285714288, 0.3214839860639292], null], [[0.0714285714285714, -0.07142857142857147, 0.3269840552279475], null], [[0.14285714285714282, -0.07142857142857147, 0.3214839860639292], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714282, -0.14285714285714288, 0.30003568400679487], null], [[0.14285714285714282, -0.07142857142857147, 0.3214839860639292], null], [[0.21428571428571425, -0.07142857142857147, 0.31244055676785915], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.14285714285714288, 0.3214839860639292], null], [[0.14285714285714282, -0.14285714285714288, 0.30003568400679487], null], [[0.14285714285714282, -0.07142857142857147, 0.3214839860639292], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.2142857142857143, 0.3124405567678592], null], [[0.0714285714285714, -0.14285714285714288, 0.3214839860639292], null], [[0.14285714285714282, -0.14285714285714288, 0.30003568400679487], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.14285714285714288, 0.3214839860639292], null], [[0.0714285714285714, -0.07142857142857147, 0.3269840552279475], null], [[0.14285714285714282, -0.07142857142857147, 0.3214839860639292], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714282, -0.14285714285714288, 0.30003568400679487], null], [[0.14285714285714282, -0.07142857142857147, 0.3214839860639292], null], [[0.21428571428571425, -0.07142857142857147, 0.31244055676785915], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.14285714285714288, 0.3214839860639292], null], [[0.14285714285714282, -0.14285714285714288, 0.30003568400679487], null], [[0.14285714285714282, -0.07142857142857147, 0.3214839860639292], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.2142857142857143, 0.3124405567678592], null], [[0.14285714285714282, -0.2142857142857143, 0.2661964561671774], null], [[0.14285714285714282, -0.14285714285714288, 0.30003568400679487], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714282, -0.2142857142857143, 0.2661964561671774], null], [[0.21428571428571425, -0.2142857142857143, 0.19824902963169738], null], [[0.21428571428571425, -0.14285714285714288, 0.26619645616717735], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714282, -0.14285714285714288, 0.30003568400679487], null], [[0.21428571428571425, -0.14285714285714288, 0.26619645616717735], null], [[0.21428571428571425, -0.07142857142857147, 0.31244055676785915], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714282, -0.2142857142857143, 0.2661964561671774], null], [[0.14285714285714282, -0.14285714285714288, 0.30003568400679487], null], [[0.21428571428571425, -0.14285714285714288, 0.26619645616717735], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.0714285714285714, 0.3269840552279475], null], [[0.0714285714285714, 0.14285714285714282, 0.3214839860639292], null], [[0.14285714285714282, 0.0714285714285714, 0.3214839860639292], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.14285714285714282, 0.3214839860639292], null], [[0.0714285714285714, 0.21428571428571425, 0.3124405567678592], null], [[0.14285714285714282, 0.14285714285714282, 0.3000356840067949], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714282, 0.0714285714285714, 0.3214839860639292], null], [[0.14285714285714282, 0.14285714285714282, 0.3000356840067949], null], [[0.21428571428571425, 0.0714285714285714, 0.3124405567678592], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.14285714285714282, 0.3214839860639292], null], [[0.14285714285714282, 0.0714285714285714, 0.3214839860639292], null], [[0.14285714285714282, 0.14285714285714282, 0.3000356840067949], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.21428571428571425, 0.3124405567678592], null], [[0.14285714285714282, 0.14285714285714282, 0.3000356840067949], null], [[0.14285714285714282, 0.21428571428571425, 0.2661964561671774], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714282, 0.14285714285714282, 0.3000356840067949], null], [[0.21428571428571425, 0.0714285714285714, 0.3124405567678592], null], [[0.21428571428571425, 0.14285714285714282, 0.2661964561671774], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714282, 0.21428571428571425, 0.2661964561671774], null], [[0.21428571428571425, 0.14285714285714282, 0.2661964561671774], null], [[0.21428571428571425, 0.21428571428571425, 0.1982490296316974], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714282, 0.14285714285714282, 0.3000356840067949], null], [[0.14285714285714282, 0.21428571428571425, 0.2661964561671774], null], [[0.21428571428571425, 0.14285714285714282, 0.2661964561671774], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.21428571428571425, 0.3124405567678592], null], [[0.14285714285714282, 0.14285714285714282, 0.3000356840067949], null], [[0.14285714285714282, 0.21428571428571425, 0.2661964561671774], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714282, 0.14285714285714282, 0.3000356840067949], null], [[0.21428571428571425, 0.0714285714285714, 0.3124405567678592], null], [[0.21428571428571425, 0.14285714285714282, 0.2661964561671774], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714282, 0.21428571428571425, 0.2661964561671774], null], [[0.21428571428571425, 0.14285714285714282, 0.2661964561671774], null], [[0.21428571428571425, 0.21428571428571425, 0.1982490296316974], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714282, 0.14285714285714282, 0.3000356840067949], null], [[0.14285714285714282, 0.21428571428571425, 0.2661964561671774], null], [[0.21428571428571425, 0.14285714285714282, 0.2661964561671774], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.0714285714285714, 0.3269840552279475], null], [[0.0714285714285714, 0.14285714285714282, 0.3214839860639292], null], [[0.14285714285714282, 0.0714285714285714, 0.3214839860639292], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.14285714285714282, 0.3214839860639292], null], [[0.0714285714285714, 0.21428571428571425, 0.3124405567678592], null], [[0.14285714285714282, 0.14285714285714282, 0.3000356840067949], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714282, 0.0714285714285714, 0.3214839860639292], null], [[0.14285714285714282, 0.14285714285714282, 0.3000356840067949], null], [[0.21428571428571425, 0.0714285714285714, 0.3124405567678592], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.14285714285714282, 0.3214839860639292], null], [[0.14285714285714282, 0.0714285714285714, 0.3214839860639292], null], [[0.14285714285714282, 0.14285714285714282, 0.3000356840067949], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.21428571428571425, 0.3124405567678592], null], [[0.0714285714285714, 0.28571428571428564, 0.3000356840067949], null], [[0.14285714285714282, 0.21428571428571425, 0.2661964561671774], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.28571428571428564, 0.3000356840067949], null], [[0.0714285714285714, 0.35714285714285704, 0.2845179102780425], null], [[0.14285714285714282, 0.28571428571428564, 0.2226372789444692], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714282, 0.21428571428571425, 0.2661964561671774], null], [[0.14285714285714282, 0.28571428571428564, 0.2226372789444692], null], [[0.21428571428571425, 0.21428571428571425, 0.1982490296316974], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.28571428571428564, 0.3000356840067949], null], [[0.14285714285714282, 0.21428571428571425, 0.2661964561671774], null], [[0.14285714285714282, 0.28571428571428564, 0.2226372789444692], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857147, 0.21428571428571425, 0.31244055676785915], null], [[-3.700743415417188e-17, 0.21428571428571425, 0.3288298364730687], null], [[-3.700743415417188e-17, 0.28571428571428564, 0.3288298364730687], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, 0.21428571428571425, 0.3288298364730687], null], [[0.0714285714285714, 0.21428571428571425, 0.3124405567678592], null], [[0.0714285714285714, 0.28571428571428564, 0.3000356840067949], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, 0.28571428571428564, 0.3288298364730687], null], [[0.0714285714285714, 0.28571428571428564, 0.3000356840067949], null], [[0.0714285714285714, 0.35714285714285704, 0.2845179102780425], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, 0.21428571428571425, 0.3288298364730687], null], [[-3.700743415417188e-17, 0.28571428571428564, 0.3288298364730687], null], [[0.0714285714285714, 0.28571428571428564, 0.3000356840067949], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.21428571428571425, 0.3124405567678592], null], [[0.0714285714285714, 0.28571428571428564, 0.3000356840067949], null], [[0.14285714285714282, 0.21428571428571425, 0.2661964561671774], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.28571428571428564, 0.3000356840067949], null], [[0.0714285714285714, 0.35714285714285704, 0.2845179102780425], null], [[0.14285714285714282, 0.28571428571428564, 0.2226372789444692], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714282, 0.21428571428571425, 0.2661964561671774], null], [[0.14285714285714282, 0.28571428571428564, 0.2226372789444692], null], [[0.21428571428571425, 0.21428571428571425, 0.1982490296316974], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.28571428571428564, 0.3000356840067949], null], [[0.14285714285714282, 0.21428571428571425, 0.2661964561671774], null], [[0.14285714285714282, 0.28571428571428564, 0.2226372789444692], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.35714285714285704, 0.2845179102780425], null], [[0.14285714285714282, 0.28571428571428564, 0.2226372789444692], null], [[0.14285714285714282, 0.35714285714285704, 0.1727360271803775], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714282, 0.28571428571428564, 0.2226372789444692], null], [[0.21428571428571425, 0.21428571428571425, 0.1982490296316974], null], [[0.21428571428571425, 0.28571428571428564, 0.1202612733483092], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714282, 0.35714285714285704, 0.1727360271803775], null], [[0.21428571428571425, 0.28571428571428564, 0.1202612733483092], null], [[0.21428571428571425, 0.35714285714285704, 0.04498896517941476], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714282, 0.28571428571428564, 0.2226372789444692], null], [[0.14285714285714282, 0.35714285714285704, 0.1727360271803775], null], [[0.21428571428571425, 0.28571428571428564, 0.1202612733483092], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.35714285714285704, 0.2845179102780425], null], [[0.14285714285714282, 0.28571428571428564, 0.2226372789444692], null], [[0.14285714285714282, 0.35714285714285704, 0.1727360271803775], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714282, 0.28571428571428564, 0.2226372789444692], null], [[0.21428571428571425, 0.21428571428571425, 0.1982490296316974], null], [[0.21428571428571425, 0.28571428571428564, 0.1202612733483092], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714282, 0.35714285714285704, 0.1727360271803775], null], [[0.21428571428571425, 0.28571428571428564, 0.1202612733483092], null], [[0.21428571428571425, 0.35714285714285704, 0.04498896517941476], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714282, 0.28571428571428564, 0.2226372789444692], null], [[0.14285714285714282, 0.35714285714285704, 0.1727360271803775], null], [[0.21428571428571425, 0.28571428571428564, 0.1202612733483092], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.21428571428571425, 0.3124405567678592], null], [[0.0714285714285714, 0.28571428571428564, 0.3000356840067949], null], [[0.14285714285714282, 0.21428571428571425, 0.2661964561671774], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.28571428571428564, 0.3000356840067949], null], [[0.0714285714285714, 0.35714285714285704, 0.2845179102780425], null], [[0.14285714285714282, 0.28571428571428564, 0.2226372789444692], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714282, 0.21428571428571425, 0.2661964561671774], null], [[0.14285714285714282, 0.28571428571428564, 0.2226372789444692], null], [[0.21428571428571425, 0.21428571428571425, 0.1982490296316974], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.28571428571428564, 0.3000356840067949], null], [[0.14285714285714282, 0.21428571428571425, 0.2661964561671774], null], [[0.14285714285714282, 0.28571428571428564, 0.2226372789444692], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.35714285714285704, 0.2845179102780425], null], [[0.0714285714285714, 0.4285714285714285, 0.2661964561671774], null], [[0.14285714285714282, 0.35714285714285704, 0.1727360271803775], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.4285714285714285, 0.2661964561671774], null], [[0.0714285714285714, 0.5, 0.24543384313014188], null], [[0.14285714285714282, 0.4285714285714285, 0.1202612733483092], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714282, 0.35714285714285704, 0.1727360271803775], null], [[0.14285714285714282, 0.4285714285714285, 0.1202612733483092], null], [[0.21428571428571425, 0.35714285714285704, 0.04498896517941476], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.4285714285714285, 0.2661964561671774], null], [[0.14285714285714282, 0.35714285714285704, 0.1727360271803775], null], [[0.14285714285714282, 0.4285714285714285, 0.1202612733483092], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857147, 0.35714285714285704, 0.28451791027804246], null], [[-3.700743415417188e-17, 0.35714285714285704, 0.3288298364730687], null], [[-3.700743415417188e-17, 0.4285714285714285, 0.3288298364730687], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, 0.35714285714285704, 0.3288298364730687], null], [[0.0714285714285714, 0.35714285714285704, 0.2845179102780425], null], [[0.0714285714285714, 0.4285714285714285, 0.2661964561671774], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, 0.4285714285714285, 0.3288298364730687], null], [[0.0714285714285714, 0.4285714285714285, 0.2661964561671774], null], [[0.0714285714285714, 0.5, 0.24543384313014188], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, 0.35714285714285704, 0.3288298364730687], null], [[-3.700743415417188e-17, 0.4285714285714285, 0.3288298364730687], null], [[0.0714285714285714, 0.4285714285714285, 0.2661964561671774], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.5, 0.24543384313014188], null], [[0.14285714285714282, 0.4285714285714285, 0.1202612733483092], null], [[0.14285714285714282, 0.5, 0.06902487698238312], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714282, 0.4285714285714285, 0.1202612733483092], null], [[0.21428571428571425, 0.35714285714285704, 0.04498896517941476], null], [[0.21428571428571425, 0.4285714285714285, -0.016290547206943017], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714282, 0.5, 0.06902487698238312], null], [[0.21428571428571425, 0.4285714285714285, -0.016290547206943017], null], [[0.21428571428571425, 0.5, -0.055928223886742436], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714282, 0.4285714285714285, 0.1202612733483092], null], [[0.14285714285714282, 0.5, 0.06902487698238312], null], [[0.21428571428571425, 0.4285714285714285, -0.016290547206943017], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.21428571428571425, 0.35714285714285704, 0.04498896517941476], null], [[0.21428571428571425, 0.4285714285714285, -0.016290547206943017], null], [[0.28571428571428564, 0.35714285714285704, -0.04539757817302586], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.21428571428571425, 0.4285714285714285, -0.016290547206943017], null], [[0.21428571428571425, 0.5, -0.055928223886742436], null], [[0.28571428571428564, 0.4285714285714285, -0.07117016352693134], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.28571428571428564, 0.35714285714285704, -0.04539757817302586], null], [[0.28571428571428564, 0.4285714285714285, -0.07117016352693134], null], [[0.35714285714285704, 0.35714285714285704, -0.07109209916112198], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.21428571428571425, 0.4285714285714285, -0.016290547206943017], null], [[0.28571428571428564, 0.35714285714285704, -0.04539757817302586], null], [[0.28571428571428564, 0.4285714285714285, -0.07117016352693134], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.21428571428571425, -0.5, -0.055928223886742436], null], [[0.28571428571428564, -0.5, -0.05810599872146451], null], [[0.28571428571428564, -0.4285714285714285, -0.07117016352693134], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.28571428571428564, -0.5, -0.05810599872146451], null], [[0.35714285714285704, -0.5, 0.007410519558686659], null], [[0.35714285714285704, -0.4285714285714285, -0.041670470684163], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.28571428571428564, -0.4285714285714285, -0.07117016352693134], null], [[0.35714285714285704, -0.4285714285714285, -0.041670470684163], null], [[0.35714285714285704, -0.3571428571428571, -0.07109209916112198], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.28571428571428564, -0.5, -0.05810599872146451], null], [[0.28571428571428564, -0.4285714285714285, -0.07117016352693134], null], [[0.35714285714285704, -0.4285714285714285, -0.041670470684163], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.21428571428571425, -0.5, -0.055928223886742436], null], [[0.21428571428571425, -0.4285714285714285, -0.016290547206943017], null], [[0.28571428571428564, -0.4285714285714285, -0.07117016352693134], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.21428571428571425, -0.4285714285714285, -0.016290547206943017], null], [[0.21428571428571425, -0.3571428571428571, 0.04498896517941472], null], [[0.28571428571428564, -0.3571428571428571, -0.04539757817302591], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.28571428571428564, -0.4285714285714285, -0.07117016352693134], null], [[0.28571428571428564, -0.3571428571428571, -0.04539757817302591], null], [[0.35714285714285704, -0.3571428571428571, -0.07109209916112198], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.21428571428571425, -0.4285714285714285, -0.016290547206943017], null], [[0.28571428571428564, -0.4285714285714285, -0.07117016352693134], null], [[0.28571428571428564, -0.3571428571428571, -0.04539757817302591], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.21428571428571425, -0.5, -0.055928223886742436], null], [[0.21428571428571425, -0.4285714285714285, -0.016290547206943017], null], [[0.28571428571428564, -0.4285714285714285, -0.07117016352693134], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.21428571428571425, -0.4285714285714285, -0.016290547206943017], null], [[0.21428571428571425, -0.3571428571428571, 0.04498896517941472], null], [[0.28571428571428564, -0.3571428571428571, -0.04539757817302591], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.28571428571428564, -0.4285714285714285, -0.07117016352693134], null], [[0.28571428571428564, -0.3571428571428571, -0.04539757817302591], null], [[0.35714285714285704, -0.3571428571428571, -0.07109209916112198], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.21428571428571425, -0.4285714285714285, -0.016290547206943017], null], [[0.28571428571428564, -0.4285714285714285, -0.07117016352693134], null], [[0.28571428571428564, -0.3571428571428571, -0.04539757817302591], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.5, 0.24543384313014188], null], [[0.14285714285714282, -0.5, 0.06902487698238312], null], [[0.14285714285714282, -0.4285714285714285, 0.1202612733483092], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714282, -0.5, 0.06902487698238312], null], [[0.21428571428571425, -0.5, -0.055928223886742436], null], [[0.21428571428571425, -0.4285714285714285, -0.016290547206943017], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714282, -0.4285714285714285, 0.1202612733483092], null], [[0.21428571428571425, -0.4285714285714285, -0.016290547206943017], null], [[0.21428571428571425, -0.3571428571428571, 0.04498896517941472], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714282, -0.5, 0.06902487698238312], null], [[0.14285714285714282, -0.4285714285714285, 0.1202612733483092], null], [[0.21428571428571425, -0.4285714285714285, -0.016290547206943017], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.21428571428571425, -0.5, -0.055928223886742436], null], [[0.21428571428571425, -0.4285714285714285, -0.016290547206943017], null], [[0.28571428571428564, -0.4285714285714285, -0.07117016352693134], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.21428571428571425, -0.4285714285714285, -0.016290547206943017], null], [[0.21428571428571425, -0.3571428571428571, 0.04498896517941472], null], [[0.28571428571428564, -0.3571428571428571, -0.04539757817302591], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.28571428571428564, -0.4285714285714285, -0.07117016352693134], null], [[0.28571428571428564, -0.3571428571428571, -0.04539757817302591], null], [[0.35714285714285704, -0.3571428571428571, -0.07109209916112198], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.21428571428571425, -0.4285714285714285, -0.016290547206943017], null], [[0.28571428571428564, -0.4285714285714285, -0.07117016352693134], null], [[0.28571428571428564, -0.3571428571428571, -0.04539757817302591], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.21428571428571425, -0.5, -0.055928223886742436], null], [[0.28571428571428564, -0.5, -0.05810599872146451], null], [[0.28571428571428564, -0.4285714285714285, -0.07117016352693134], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.28571428571428564, -0.5, -0.05810599872146451], null], [[0.35714285714285704, -0.5, 0.007410519558686659], null], [[0.35714285714285704, -0.4285714285714285, -0.041670470684163], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.28571428571428564, -0.4285714285714285, -0.07117016352693134], null], [[0.35714285714285704, -0.4285714285714285, -0.041670470684163], null], [[0.35714285714285704, -0.3571428571428571, -0.07109209916112198], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.28571428571428564, -0.5, -0.05810599872146451], null], [[0.28571428571428564, -0.4285714285714285, -0.07117016352693134], null], [[0.35714285714285704, -0.4285714285714285, -0.041670470684163], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.21428571428571425, -0.2142857142857143, 0.19824902963169738], null], [[0.28571428571428564, -0.2142857142857143, 0.12026127334830915], null], [[0.28571428571428564, -0.14285714285714288, 0.22263727894446914], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.28571428571428564, -0.2142857142857143, 0.12026127334830915], null], [[0.35714285714285704, -0.2142857142857143, 0.04498896517941472], null], [[0.35714285714285704, -0.14285714285714288, 0.17273602718037734], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.28571428571428564, -0.14285714285714288, 0.22263727894446914], null], [[0.35714285714285704, -0.14285714285714288, 0.17273602718037734], null], [[0.35714285714285704, -0.07142857142857147, 0.28451791027804246], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.28571428571428564, -0.2142857142857143, 0.12026127334830915], null], [[0.28571428571428564, -0.14285714285714288, 0.22263727894446914], null], [[0.35714285714285704, -0.14285714285714288, 0.17273602718037734], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.21428571428571425, -0.2142857142857143, 0.19824902963169738], null], [[0.21428571428571425, -0.14285714285714288, 0.26619645616717735], null], [[0.28571428571428564, -0.14285714285714288, 0.22263727894446914], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.21428571428571425, -0.14285714285714288, 0.26619645616717735], null], [[0.21428571428571425, -0.07142857142857147, 0.31244055676785915], null], [[0.28571428571428564, -0.07142857142857147, 0.30003568400679487], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.28571428571428564, -0.14285714285714288, 0.22263727894446914], null], [[0.28571428571428564, -0.07142857142857147, 0.30003568400679487], null], [[0.35714285714285704, -0.07142857142857147, 0.28451791027804246], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.21428571428571425, -0.14285714285714288, 0.26619645616717735], null], [[0.28571428571428564, -0.14285714285714288, 0.22263727894446914], null], [[0.28571428571428564, -0.07142857142857147, 0.30003568400679487], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.21428571428571425, -0.2142857142857143, 0.19824902963169738], null], [[0.21428571428571425, -0.14285714285714288, 0.26619645616717735], null], [[0.28571428571428564, -0.14285714285714288, 0.22263727894446914], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.21428571428571425, -0.14285714285714288, 0.26619645616717735], null], [[0.21428571428571425, -0.07142857142857147, 0.31244055676785915], null], [[0.28571428571428564, -0.07142857142857147, 0.30003568400679487], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.28571428571428564, -0.14285714285714288, 0.22263727894446914], null], [[0.28571428571428564, -0.07142857142857147, 0.30003568400679487], null], [[0.35714285714285704, -0.07142857142857147, 0.28451791027804246], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.21428571428571425, -0.14285714285714288, 0.26619645616717735], null], [[0.28571428571428564, -0.14285714285714288, 0.22263727894446914], null], [[0.28571428571428564, -0.07142857142857147, 0.30003568400679487], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.21428571428571425, -0.2142857142857143, 0.19824902963169738], null], [[0.28571428571428564, -0.2142857142857143, 0.12026127334830915], null], [[0.28571428571428564, -0.14285714285714288, 0.22263727894446914], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.28571428571428564, -0.2142857142857143, 0.12026127334830915], null], [[0.35714285714285704, -0.2142857142857143, 0.04498896517941472], null], [[0.35714285714285704, -0.14285714285714288, 0.17273602718037734], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.28571428571428564, -0.14285714285714288, 0.22263727894446914], null], [[0.35714285714285704, -0.14285714285714288, 0.17273602718037734], null], [[0.35714285714285704, -0.07142857142857147, 0.28451791027804246], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.28571428571428564, -0.2142857142857143, 0.12026127334830915], null], [[0.28571428571428564, -0.14285714285714288, 0.22263727894446914], null], [[0.35714285714285704, -0.14285714285714288, 0.17273602718037734], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.21428571428571425, -0.2142857142857143, 0.19824902963169738], null], [[0.21428571428571425, -0.14285714285714288, 0.26619645616717735], null], [[0.28571428571428564, -0.14285714285714288, 0.22263727894446914], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.21428571428571425, -0.14285714285714288, 0.26619645616717735], null], [[0.21428571428571425, -0.07142857142857147, 0.31244055676785915], null], [[0.28571428571428564, -0.07142857142857147, 0.30003568400679487], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.28571428571428564, -0.14285714285714288, 0.22263727894446914], null], [[0.28571428571428564, -0.07142857142857147, 0.30003568400679487], null], [[0.35714285714285704, -0.07142857142857147, 0.28451791027804246], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.21428571428571425, -0.14285714285714288, 0.26619645616717735], null], [[0.28571428571428564, -0.14285714285714288, 0.22263727894446914], null], [[0.28571428571428564, -0.07142857142857147, 0.30003568400679487], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.21428571428571425, -0.07142857142857147, 0.31244055676785915], null], [[0.28571428571428564, -0.07142857142857147, 0.30003568400679487], null], [[0.28571428571428564, -3.700743415417188e-17, 0.3288298364730687], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.28571428571428564, -0.07142857142857147, 0.30003568400679487], null], [[0.35714285714285704, -0.07142857142857147, 0.28451791027804246], null], [[0.35714285714285704, -3.700743415417188e-17, 0.3288298364730687], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.28571428571428564, -3.700743415417188e-17, 0.3288298364730687], null], [[0.35714285714285704, -3.700743415417188e-17, 0.3288298364730687], null], [[0.35714285714285704, 0.0714285714285714, 0.2845179102780425], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.28571428571428564, -0.07142857142857147, 0.30003568400679487], null], [[0.28571428571428564, -3.700743415417188e-17, 0.3288298364730687], null], [[0.35714285714285704, -3.700743415417188e-17, 0.3288298364730687], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.21428571428571425, -0.07142857142857147, 0.31244055676785915], null], [[0.28571428571428564, -0.07142857142857147, 0.30003568400679487], null], [[0.28571428571428564, -3.700743415417188e-17, 0.3288298364730687], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.28571428571428564, -0.07142857142857147, 0.30003568400679487], null], [[0.35714285714285704, -0.07142857142857147, 0.28451791027804246], null], [[0.35714285714285704, -3.700743415417188e-17, 0.3288298364730687], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.28571428571428564, -3.700743415417188e-17, 0.3288298364730687], null], [[0.35714285714285704, -3.700743415417188e-17, 0.3288298364730687], null], [[0.35714285714285704, 0.0714285714285714, 0.2845179102780425], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.28571428571428564, -0.07142857142857147, 0.30003568400679487], null], [[0.28571428571428564, -3.700743415417188e-17, 0.3288298364730687], null], [[0.35714285714285704, -3.700743415417188e-17, 0.3288298364730687], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.21428571428571425, -0.2142857142857143, 0.19824902963169738], null], [[0.21428571428571425, -0.14285714285714288, 0.26619645616717735], null], [[0.28571428571428564, -0.14285714285714288, 0.22263727894446914], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.21428571428571425, -0.14285714285714288, 0.26619645616717735], null], [[0.21428571428571425, -0.07142857142857147, 0.31244055676785915], null], [[0.28571428571428564, -0.07142857142857147, 0.30003568400679487], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.28571428571428564, -0.14285714285714288, 0.22263727894446914], null], [[0.28571428571428564, -0.07142857142857147, 0.30003568400679487], null], [[0.35714285714285704, -0.07142857142857147, 0.28451791027804246], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.21428571428571425, -0.14285714285714288, 0.26619645616717735], null], [[0.28571428571428564, -0.14285714285714288, 0.22263727894446914], null], [[0.28571428571428564, -0.07142857142857147, 0.30003568400679487], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.21428571428571425, -0.07142857142857147, 0.31244055676785915], null], [[0.21428571428571425, -3.700743415417188e-17, 0.3288298364730687], null], [[0.28571428571428564, -3.700743415417188e-17, 0.3288298364730687], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.21428571428571425, -3.700743415417188e-17, 0.3288298364730687], null], [[0.21428571428571425, 0.0714285714285714, 0.3124405567678592], null], [[0.28571428571428564, 0.0714285714285714, 0.3000356840067949], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.28571428571428564, -3.700743415417188e-17, 0.3288298364730687], null], [[0.28571428571428564, 0.0714285714285714, 0.3000356840067949], null], [[0.35714285714285704, 0.0714285714285714, 0.2845179102780425], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.21428571428571425, -3.700743415417188e-17, 0.3288298364730687], null], [[0.28571428571428564, -3.700743415417188e-17, 0.3288298364730687], null], [[0.28571428571428564, 0.0714285714285714, 0.3000356840067949], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.21428571428571425, 0.0714285714285714, 0.3124405567678592], null], [[0.21428571428571425, 0.14285714285714282, 0.2661964561671774], null], [[0.28571428571428564, 0.0714285714285714, 0.3000356840067949], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.21428571428571425, 0.14285714285714282, 0.2661964561671774], null], [[0.21428571428571425, 0.21428571428571425, 0.1982490296316974], null], [[0.28571428571428564, 0.14285714285714282, 0.2226372789444692], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.28571428571428564, 0.0714285714285714, 0.3000356840067949], null], [[0.28571428571428564, 0.14285714285714282, 0.2226372789444692], null], [[0.35714285714285704, 0.0714285714285714, 0.2845179102780425], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.21428571428571425, 0.14285714285714282, 0.2661964561671774], null], [[0.28571428571428564, 0.0714285714285714, 0.3000356840067949], null], [[0.28571428571428564, 0.14285714285714282, 0.2226372789444692], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.21428571428571425, 0.0714285714285714, 0.3124405567678592], null], [[0.21428571428571425, 0.14285714285714282, 0.2661964561671774], null], [[0.28571428571428564, 0.0714285714285714, 0.3000356840067949], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.21428571428571425, 0.14285714285714282, 0.2661964561671774], null], [[0.21428571428571425, 0.21428571428571425, 0.1982490296316974], null], [[0.28571428571428564, 0.14285714285714282, 0.2226372789444692], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.28571428571428564, 0.0714285714285714, 0.3000356840067949], null], [[0.28571428571428564, 0.14285714285714282, 0.2226372789444692], null], [[0.35714285714285704, 0.0714285714285714, 0.2845179102780425], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.21428571428571425, 0.14285714285714282, 0.2661964561671774], null], [[0.28571428571428564, 0.0714285714285714, 0.3000356840067949], null], [[0.28571428571428564, 0.14285714285714282, 0.2226372789444692], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.21428571428571425, -0.07142857142857147, 0.31244055676785915], null], [[0.21428571428571425, -3.700743415417188e-17, 0.3288298364730687], null], [[0.28571428571428564, -3.700743415417188e-17, 0.3288298364730687], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.21428571428571425, -3.700743415417188e-17, 0.3288298364730687], null], [[0.21428571428571425, 0.0714285714285714, 0.3124405567678592], null], [[0.28571428571428564, 0.0714285714285714, 0.3000356840067949], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.28571428571428564, -3.700743415417188e-17, 0.3288298364730687], null], [[0.28571428571428564, 0.0714285714285714, 0.3000356840067949], null], [[0.35714285714285704, 0.0714285714285714, 0.2845179102780425], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.21428571428571425, -3.700743415417188e-17, 0.3288298364730687], null], [[0.28571428571428564, -3.700743415417188e-17, 0.3288298364730687], null], [[0.28571428571428564, 0.0714285714285714, 0.3000356840067949], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.21428571428571425, 0.0714285714285714, 0.3124405567678592], null], [[0.21428571428571425, 0.14285714285714282, 0.2661964561671774], null], [[0.28571428571428564, 0.0714285714285714, 0.3000356840067949], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.21428571428571425, 0.14285714285714282, 0.2661964561671774], null], [[0.21428571428571425, 0.21428571428571425, 0.1982490296316974], null], [[0.28571428571428564, 0.14285714285714282, 0.2226372789444692], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.28571428571428564, 0.0714285714285714, 0.3000356840067949], null], [[0.28571428571428564, 0.14285714285714282, 0.2226372789444692], null], [[0.35714285714285704, 0.0714285714285714, 0.2845179102780425], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.21428571428571425, 0.14285714285714282, 0.2661964561671774], null], [[0.28571428571428564, 0.0714285714285714, 0.3000356840067949], null], [[0.28571428571428564, 0.14285714285714282, 0.2226372789444692], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.21428571428571425, 0.21428571428571425, 0.1982490296316974], null], [[0.28571428571428564, 0.14285714285714282, 0.2226372789444692], null], [[0.28571428571428564, 0.21428571428571425, 0.1202612733483092], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.28571428571428564, 0.14285714285714282, 0.2226372789444692], null], [[0.35714285714285704, 0.0714285714285714, 0.2845179102780425], null], [[0.35714285714285704, 0.14285714285714282, 0.1727360271803775], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.28571428571428564, 0.21428571428571425, 0.1202612733483092], null], [[0.35714285714285704, 0.14285714285714282, 0.1727360271803775], null], [[0.35714285714285704, 0.21428571428571425, 0.04498896517941476], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.28571428571428564, 0.14285714285714282, 0.2226372789444692], null], [[0.28571428571428564, 0.21428571428571425, 0.1202612733483092], null], [[0.35714285714285704, 0.14285714285714282, 0.1727360271803775], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.21428571428571425, 0.21428571428571425, 0.1982490296316974], null], [[0.28571428571428564, 0.14285714285714282, 0.2226372789444692], null], [[0.28571428571428564, 0.21428571428571425, 0.1202612733483092], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.28571428571428564, 0.14285714285714282, 0.2226372789444692], null], [[0.35714285714285704, 0.0714285714285714, 0.2845179102780425], null], [[0.35714285714285704, 0.14285714285714282, 0.1727360271803775], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.28571428571428564, 0.21428571428571425, 0.1202612733483092], null], [[0.35714285714285704, 0.14285714285714282, 0.1727360271803775], null], [[0.35714285714285704, 0.21428571428571425, 0.04498896517941476], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.28571428571428564, 0.14285714285714282, 0.2226372789444692], null], [[0.28571428571428564, 0.21428571428571425, 0.1202612733483092], null], [[0.35714285714285704, 0.14285714285714282, 0.1727360271803775], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.21428571428571425, 0.0714285714285714, 0.3124405567678592], null], [[0.21428571428571425, 0.14285714285714282, 0.2661964561671774], null], [[0.28571428571428564, 0.0714285714285714, 0.3000356840067949], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.21428571428571425, 0.14285714285714282, 0.2661964561671774], null], [[0.21428571428571425, 0.21428571428571425, 0.1982490296316974], null], [[0.28571428571428564, 0.14285714285714282, 0.2226372789444692], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.28571428571428564, 0.0714285714285714, 0.3000356840067949], null], [[0.28571428571428564, 0.14285714285714282, 0.2226372789444692], null], [[0.35714285714285704, 0.0714285714285714, 0.2845179102780425], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.21428571428571425, 0.14285714285714282, 0.2661964561671774], null], [[0.28571428571428564, 0.0714285714285714, 0.3000356840067949], null], [[0.28571428571428564, 0.14285714285714282, 0.2226372789444692], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.21428571428571425, 0.35714285714285704, 0.04498896517941476], null], [[0.21428571428571425, 0.4285714285714285, -0.016290547206943017], null], [[0.28571428571428564, 0.35714285714285704, -0.04539757817302586], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.21428571428571425, 0.4285714285714285, -0.016290547206943017], null], [[0.21428571428571425, 0.5, -0.055928223886742436], null], [[0.28571428571428564, 0.4285714285714285, -0.07117016352693134], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.28571428571428564, 0.35714285714285704, -0.04539757817302586], null], [[0.28571428571428564, 0.4285714285714285, -0.07117016352693134], null], [[0.35714285714285704, 0.35714285714285704, -0.07109209916112198], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.21428571428571425, 0.4285714285714285, -0.016290547206943017], null], [[0.28571428571428564, 0.35714285714285704, -0.04539757817302586], null], [[0.28571428571428564, 0.4285714285714285, -0.07117016352693134], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.5, 0.24543384313014188], null], [[0.14285714285714282, 0.4285714285714285, 0.1202612733483092], null], [[0.14285714285714282, 0.5, 0.06902487698238312], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714282, 0.4285714285714285, 0.1202612733483092], null], [[0.21428571428571425, 0.35714285714285704, 0.04498896517941476], null], [[0.21428571428571425, 0.4285714285714285, -0.016290547206943017], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714282, 0.5, 0.06902487698238312], null], [[0.21428571428571425, 0.4285714285714285, -0.016290547206943017], null], [[0.21428571428571425, 0.5, -0.055928223886742436], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714282, 0.4285714285714285, 0.1202612733483092], null], [[0.14285714285714282, 0.5, 0.06902487698238312], null], [[0.21428571428571425, 0.4285714285714285, -0.016290547206943017], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.21428571428571425, 0.35714285714285704, 0.04498896517941476], null], [[0.21428571428571425, 0.4285714285714285, -0.016290547206943017], null], [[0.28571428571428564, 0.35714285714285704, -0.04539757817302586], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.21428571428571425, 0.4285714285714285, -0.016290547206943017], null], [[0.21428571428571425, 0.5, -0.055928223886742436], null], [[0.28571428571428564, 0.4285714285714285, -0.07117016352693134], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.28571428571428564, 0.35714285714285704, -0.04539757817302586], null], [[0.28571428571428564, 0.4285714285714285, -0.07117016352693134], null], [[0.35714285714285704, 0.35714285714285704, -0.07109209916112198], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.21428571428571425, 0.4285714285714285, -0.016290547206943017], null], [[0.28571428571428564, 0.35714285714285704, -0.04539757817302586], null], [[0.28571428571428564, 0.4285714285714285, -0.07117016352693134], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.21428571428571425, 0.5, -0.055928223886742436], null], [[0.28571428571428564, 0.4285714285714285, -0.07117016352693134], null], [[0.28571428571428564, 0.5, -0.05810599872146451], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.28571428571428564, 0.4285714285714285, -0.07117016352693134], null], [[0.35714285714285704, 0.35714285714285704, -0.07109209916112198], null], [[0.35714285714285704, 0.4285714285714285, -0.041670470684163], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.28571428571428564, 0.5, -0.05810599872146451], null], [[0.35714285714285704, 0.4285714285714285, -0.041670470684163], null], [[0.35714285714285704, 0.5, 0.007410519558686659], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.28571428571428564, 0.4285714285714285, -0.07117016352693134], null], [[0.28571428571428564, 0.5, -0.05810599872146451], null], [[0.35714285714285704, 0.4285714285714285, -0.041670470684163], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.21428571428571425, 0.5, -0.055928223886742436], null], [[0.28571428571428564, 0.4285714285714285, -0.07117016352693134], null], [[0.28571428571428564, 0.5, -0.05810599872146451], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.28571428571428564, 0.4285714285714285, -0.07117016352693134], null], [[0.35714285714285704, 0.35714285714285704, -0.07109209916112198], null], [[0.35714285714285704, 0.4285714285714285, -0.041670470684163], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.28571428571428564, 0.5, -0.05810599872146451], null], [[0.35714285714285704, 0.4285714285714285, -0.041670470684163], null], [[0.35714285714285704, 0.5, 0.007410519558686659], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.28571428571428564, 0.4285714285714285, -0.07117016352693134], null], [[0.28571428571428564, 0.5, -0.05810599872146451], null], [[0.35714285714285704, 0.4285714285714285, -0.041670470684163], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.21428571428571425, 0.35714285714285704, 0.04498896517941476], null], [[0.21428571428571425, 0.4285714285714285, -0.016290547206943017], null], [[0.28571428571428564, 0.35714285714285704, -0.04539757817302586], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.21428571428571425, 0.4285714285714285, -0.016290547206943017], null], [[0.21428571428571425, 0.5, -0.055928223886742436], null], [[0.28571428571428564, 0.4285714285714285, -0.07117016352693134], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.28571428571428564, 0.35714285714285704, -0.04539757817302586], null], [[0.28571428571428564, 0.4285714285714285, -0.07117016352693134], null], [[0.35714285714285704, 0.35714285714285704, -0.07109209916112198], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.21428571428571425, 0.4285714285714285, -0.016290547206943017], null], [[0.28571428571428564, 0.35714285714285704, -0.04539757817302586], null], [[0.28571428571428564, 0.4285714285714285, -0.07117016352693134], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.35714285714285704, -0.3571428571428571, -0.07109209916112198], null], [[0.4285714285714285, -0.3571428571428571, -0.04167047068416295], null], [[0.4285714285714285, -0.2857142857142857, -0.07117016352693135], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.4285714285714285, -0.3571428571428571, -0.04167047068416295], null], [[0.5, -0.3571428571428571, 0.007410519558686748], null], [[0.5, -0.2857142857142857, -0.05810599872146448], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.4285714285714285, -0.2857142857142857, -0.07117016352693135], null], [[0.5, -0.2857142857142857, -0.05810599872146448], null], [[0.5, -0.2142857142857143, -0.055928223886742484], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.4285714285714285, -0.3571428571428571, -0.04167047068416295], null], [[0.4285714285714285, -0.2857142857142857, -0.07117016352693135], null], [[0.5, -0.2857142857142857, -0.05810599872146448], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.35714285714285704, -0.3571428571428571, -0.07109209916112198], null], [[0.35714285714285704, -0.2857142857142857, -0.04539757817302591], null], [[0.4285714285714285, -0.2857142857142857, -0.07117016352693135], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.35714285714285704, -0.2857142857142857, -0.04539757817302591], null], [[0.35714285714285704, -0.2142857142857143, 0.04498896517941472], null], [[0.4285714285714285, -0.2142857142857143, -0.0162905472069431], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.4285714285714285, -0.2857142857142857, -0.07117016352693135], null], [[0.4285714285714285, -0.2142857142857143, -0.0162905472069431], null], [[0.5, -0.2142857142857143, -0.055928223886742484], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.35714285714285704, -0.2857142857142857, -0.04539757817302591], null], [[0.4285714285714285, -0.2857142857142857, -0.07117016352693135], null], [[0.4285714285714285, -0.2142857142857143, -0.0162905472069431], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.35714285714285704, -0.3571428571428571, -0.07109209916112198], null], [[0.35714285714285704, -0.2857142857142857, -0.04539757817302591], null], [[0.4285714285714285, -0.2857142857142857, -0.07117016352693135], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.35714285714285704, -0.2857142857142857, -0.04539757817302591], null], [[0.35714285714285704, -0.2142857142857143, 0.04498896517941472], null], [[0.4285714285714285, -0.2142857142857143, -0.0162905472069431], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.4285714285714285, -0.2857142857142857, -0.07117016352693135], null], [[0.4285714285714285, -0.2142857142857143, -0.0162905472069431], null], [[0.5, -0.2142857142857143, -0.055928223886742484], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.35714285714285704, -0.2857142857142857, -0.04539757817302591], null], [[0.4285714285714285, -0.2857142857142857, -0.07117016352693135], null], [[0.4285714285714285, -0.2142857142857143, -0.0162905472069431], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.35714285714285704, -0.3571428571428571, -0.07109209916112198], null], [[0.4285714285714285, -0.3571428571428571, -0.04167047068416295], null], [[0.4285714285714285, -0.2857142857142857, -0.07117016352693135], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.4285714285714285, -0.3571428571428571, -0.04167047068416295], null], [[0.5, -0.3571428571428571, 0.007410519558686748], null], [[0.5, -0.2857142857142857, -0.05810599872146448], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.4285714285714285, -0.2857142857142857, -0.07117016352693135], null], [[0.5, -0.2857142857142857, -0.05810599872146448], null], [[0.5, -0.2142857142857143, -0.055928223886742484], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.4285714285714285, -0.3571428571428571, -0.04167047068416295], null], [[0.4285714285714285, -0.2857142857142857, -0.07117016352693135], null], [[0.5, -0.2857142857142857, -0.05810599872146448], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.35714285714285704, -0.3571428571428571, -0.07109209916112198], null], [[0.35714285714285704, -0.2857142857142857, -0.04539757817302591], null], [[0.4285714285714285, -0.2857142857142857, -0.07117016352693135], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.35714285714285704, -0.2857142857142857, -0.04539757817302591], null], [[0.35714285714285704, -0.2142857142857143, 0.04498896517941472], null], [[0.4285714285714285, -0.2142857142857143, -0.0162905472069431], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.4285714285714285, -0.2857142857142857, -0.07117016352693135], null], [[0.4285714285714285, -0.2142857142857143, -0.0162905472069431], null], [[0.5, -0.2142857142857143, -0.055928223886742484], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.35714285714285704, -0.2857142857142857, -0.04539757817302591], null], [[0.4285714285714285, -0.2857142857142857, -0.07117016352693135], null], [[0.4285714285714285, -0.2142857142857143, -0.0162905472069431], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.35714285714285704, -0.2142857142857143, 0.04498896517941472], null], [[0.4285714285714285, -0.2142857142857143, -0.0162905472069431], null], [[0.4285714285714285, -0.14285714285714288, 0.12026127334830909], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.4285714285714285, -0.2142857142857143, -0.0162905472069431], null], [[0.5, -0.2142857142857143, -0.055928223886742484], null], [[0.5, -0.14285714285714288, 0.06902487698238298], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.4285714285714285, -0.14285714285714288, 0.12026127334830909], null], [[0.5, -0.14285714285714288, 0.06902487698238298], null], [[0.5, -0.07142857142857147, 0.24543384313014174], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.4285714285714285, -0.2142857142857143, -0.0162905472069431], null], [[0.4285714285714285, -0.14285714285714288, 0.12026127334830909], null], [[0.5, -0.14285714285714288, 0.06902487698238298], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.35714285714285704, -0.2142857142857143, 0.04498896517941472], null], [[0.4285714285714285, -0.2142857142857143, -0.0162905472069431], null], [[0.4285714285714285, -0.14285714285714288, 0.12026127334830909], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.4285714285714285, -0.2142857142857143, -0.0162905472069431], null], [[0.5, -0.2142857142857143, -0.055928223886742484], null], [[0.5, -0.14285714285714288, 0.06902487698238298], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.4285714285714285, -0.14285714285714288, 0.12026127334830909], null], [[0.5, -0.14285714285714288, 0.06902487698238298], null], [[0.5, -0.07142857142857147, 0.24543384313014174], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.4285714285714285, -0.2142857142857143, -0.0162905472069431], null], [[0.4285714285714285, -0.14285714285714288, 0.12026127334830909], null], [[0.5, -0.14285714285714288, 0.06902487698238298], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.35714285714285704, -0.3571428571428571, -0.07109209916112198], null], [[0.35714285714285704, -0.2857142857142857, -0.04539757817302591], null], [[0.4285714285714285, -0.2857142857142857, -0.07117016352693135], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.35714285714285704, -0.2857142857142857, -0.04539757817302591], null], [[0.35714285714285704, -0.2142857142857143, 0.04498896517941472], null], [[0.4285714285714285, -0.2142857142857143, -0.0162905472069431], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.4285714285714285, -0.2857142857142857, -0.07117016352693135], null], [[0.4285714285714285, -0.2142857142857143, -0.0162905472069431], null], [[0.5, -0.2142857142857143, -0.055928223886742484], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.35714285714285704, -0.2857142857142857, -0.04539757817302591], null], [[0.4285714285714285, -0.2857142857142857, -0.07117016352693135], null], [[0.4285714285714285, -0.2142857142857143, -0.0162905472069431], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.35714285714285704, -0.2142857142857143, 0.04498896517941472], null], [[0.35714285714285704, -0.14285714285714288, 0.17273602718037734], null], [[0.4285714285714285, -0.14285714285714288, 0.12026127334830909], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.35714285714285704, -0.14285714285714288, 0.17273602718037734], null], [[0.35714285714285704, -0.07142857142857147, 0.28451791027804246], null], [[0.4285714285714285, -0.07142857142857147, 0.2661964561671773], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.4285714285714285, -0.14285714285714288, 0.12026127334830909], null], [[0.4285714285714285, -0.07142857142857147, 0.2661964561671773], null], [[0.5, -0.07142857142857147, 0.24543384313014174], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.35714285714285704, -0.14285714285714288, 0.17273602718037734], null], [[0.4285714285714285, -0.14285714285714288, 0.12026127334830909], null], [[0.4285714285714285, -0.07142857142857147, 0.2661964561671773], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.35714285714285704, -0.07142857142857147, 0.28451791027804246], null], [[0.4285714285714285, -0.07142857142857147, 0.2661964561671773], null], [[0.4285714285714285, -3.700743415417188e-17, 0.3288298364730687], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.4285714285714285, -0.07142857142857147, 0.2661964561671773], null], [[0.5, -0.07142857142857147, 0.24543384313014174], null], [[0.5, -3.700743415417188e-17, 0.3288298364730687], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.4285714285714285, -3.700743415417188e-17, 0.3288298364730687], null], [[0.5, -3.700743415417188e-17, 0.3288298364730687], null], [[0.5, 0.0714285714285714, 0.24543384313014188], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.4285714285714285, -0.07142857142857147, 0.2661964561671773], null], [[0.4285714285714285, -3.700743415417188e-17, 0.3288298364730687], null], [[0.5, -3.700743415417188e-17, 0.3288298364730687], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.35714285714285704, -0.07142857142857147, 0.28451791027804246], null], [[0.4285714285714285, -0.07142857142857147, 0.2661964561671773], null], [[0.4285714285714285, -3.700743415417188e-17, 0.3288298364730687], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.4285714285714285, -0.07142857142857147, 0.2661964561671773], null], [[0.5, -0.07142857142857147, 0.24543384313014174], null], [[0.5, -3.700743415417188e-17, 0.3288298364730687], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.4285714285714285, -3.700743415417188e-17, 0.3288298364730687], null], [[0.5, -3.700743415417188e-17, 0.3288298364730687], null], [[0.5, 0.0714285714285714, 0.24543384313014188], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.4285714285714285, -0.07142857142857147, 0.2661964561671773], null], [[0.4285714285714285, -3.700743415417188e-17, 0.3288298364730687], null], [[0.5, -3.700743415417188e-17, 0.3288298364730687], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.35714285714285704, -0.2142857142857143, 0.04498896517941472], null], [[0.35714285714285704, -0.14285714285714288, 0.17273602718037734], null], [[0.4285714285714285, -0.14285714285714288, 0.12026127334830909], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.35714285714285704, -0.14285714285714288, 0.17273602718037734], null], [[0.35714285714285704, -0.07142857142857147, 0.28451791027804246], null], [[0.4285714285714285, -0.07142857142857147, 0.2661964561671773], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.4285714285714285, -0.14285714285714288, 0.12026127334830909], null], [[0.4285714285714285, -0.07142857142857147, 0.2661964561671773], null], [[0.5, -0.07142857142857147, 0.24543384313014174], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.35714285714285704, -0.14285714285714288, 0.17273602718037734], null], [[0.4285714285714285, -0.14285714285714288, 0.12026127334830909], null], [[0.4285714285714285, -0.07142857142857147, 0.2661964561671773], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.35714285714285704, -0.07142857142857147, 0.28451791027804246], null], [[0.35714285714285704, -3.700743415417188e-17, 0.3288298364730687], null], [[0.4285714285714285, -3.700743415417188e-17, 0.3288298364730687], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.35714285714285704, -3.700743415417188e-17, 0.3288298364730687], null], [[0.35714285714285704, 0.0714285714285714, 0.2845179102780425], null], [[0.4285714285714285, 0.0714285714285714, 0.2661964561671774], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.4285714285714285, -3.700743415417188e-17, 0.3288298364730687], null], [[0.4285714285714285, 0.0714285714285714, 0.2661964561671774], null], [[0.5, 0.0714285714285714, 0.24543384313014188], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.35714285714285704, -3.700743415417188e-17, 0.3288298364730687], null], [[0.4285714285714285, -3.700743415417188e-17, 0.3288298364730687], null], [[0.4285714285714285, 0.0714285714285714, 0.2661964561671774], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.35714285714285704, 0.0714285714285714, 0.2845179102780425], null], [[0.35714285714285704, 0.14285714285714282, 0.1727360271803775], null], [[0.4285714285714285, 0.0714285714285714, 0.2661964561671774], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.35714285714285704, 0.14285714285714282, 0.1727360271803775], null], [[0.35714285714285704, 0.21428571428571425, 0.04498896517941476], null], [[0.4285714285714285, 0.14285714285714282, 0.1202612733483092], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.4285714285714285, 0.0714285714285714, 0.2661964561671774], null], [[0.4285714285714285, 0.14285714285714282, 0.1202612733483092], null], [[0.5, 0.0714285714285714, 0.24543384313014188], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.35714285714285704, 0.14285714285714282, 0.1727360271803775], null], [[0.4285714285714285, 0.0714285714285714, 0.2661964561671774], null], [[0.4285714285714285, 0.14285714285714282, 0.1202612733483092], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.35714285714285704, 0.0714285714285714, 0.2845179102780425], null], [[0.35714285714285704, 0.14285714285714282, 0.1727360271803775], null], [[0.4285714285714285, 0.0714285714285714, 0.2661964561671774], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.35714285714285704, 0.14285714285714282, 0.1727360271803775], null], [[0.35714285714285704, 0.21428571428571425, 0.04498896517941476], null], [[0.4285714285714285, 0.14285714285714282, 0.1202612733483092], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.4285714285714285, 0.0714285714285714, 0.2661964561671774], null], [[0.4285714285714285, 0.14285714285714282, 0.1202612733483092], null], [[0.5, 0.0714285714285714, 0.24543384313014188], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.35714285714285704, 0.14285714285714282, 0.1727360271803775], null], [[0.4285714285714285, 0.0714285714285714, 0.2661964561671774], null], [[0.4285714285714285, 0.14285714285714282, 0.1202612733483092], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.35714285714285704, -0.07142857142857147, 0.28451791027804246], null], [[0.35714285714285704, -3.700743415417188e-17, 0.3288298364730687], null], [[0.4285714285714285, -3.700743415417188e-17, 0.3288298364730687], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.35714285714285704, -3.700743415417188e-17, 0.3288298364730687], null], [[0.35714285714285704, 0.0714285714285714, 0.2845179102780425], null], [[0.4285714285714285, 0.0714285714285714, 0.2661964561671774], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.4285714285714285, -3.700743415417188e-17, 0.3288298364730687], null], [[0.4285714285714285, 0.0714285714285714, 0.2661964561671774], null], [[0.5, 0.0714285714285714, 0.24543384313014188], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.35714285714285704, -3.700743415417188e-17, 0.3288298364730687], null], [[0.4285714285714285, -3.700743415417188e-17, 0.3288298364730687], null], [[0.4285714285714285, 0.0714285714285714, 0.2661964561671774], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.35714285714285704, 0.21428571428571425, 0.04498896517941476], null], [[0.4285714285714285, 0.14285714285714282, 0.1202612733483092], null], [[0.4285714285714285, 0.21428571428571425, -0.016290547206943017], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.4285714285714285, 0.14285714285714282, 0.1202612733483092], null], [[0.5, 0.0714285714285714, 0.24543384313014188], null], [[0.5, 0.14285714285714282, 0.06902487698238312], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.4285714285714285, 0.21428571428571425, -0.016290547206943017], null], [[0.5, 0.14285714285714282, 0.06902487698238312], null], [[0.5, 0.21428571428571425, -0.055928223886742436], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.4285714285714285, 0.14285714285714282, 0.1202612733483092], null], [[0.4285714285714285, 0.21428571428571425, -0.016290547206943017], null], [[0.5, 0.14285714285714282, 0.06902487698238312], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.35714285714285704, 0.21428571428571425, 0.04498896517941476], null], [[0.35714285714285704, 0.28571428571428564, -0.04539757817302586], null], [[0.4285714285714285, 0.21428571428571425, -0.016290547206943017], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.35714285714285704, 0.28571428571428564, -0.04539757817302586], null], [[0.35714285714285704, 0.35714285714285704, -0.07109209916112198], null], [[0.4285714285714285, 0.28571428571428564, -0.07117016352693134], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.4285714285714285, 0.21428571428571425, -0.016290547206943017], null], [[0.4285714285714285, 0.28571428571428564, -0.07117016352693134], null], [[0.5, 0.21428571428571425, -0.055928223886742436], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.35714285714285704, 0.28571428571428564, -0.04539757817302586], null], [[0.4285714285714285, 0.21428571428571425, -0.016290547206943017], null], [[0.4285714285714285, 0.28571428571428564, -0.07117016352693134], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.35714285714285704, 0.21428571428571425, 0.04498896517941476], null], [[0.35714285714285704, 0.28571428571428564, -0.04539757817302586], null], [[0.4285714285714285, 0.21428571428571425, -0.016290547206943017], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.35714285714285704, 0.28571428571428564, -0.04539757817302586], null], [[0.35714285714285704, 0.35714285714285704, -0.07109209916112198], null], [[0.4285714285714285, 0.28571428571428564, -0.07117016352693134], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.4285714285714285, 0.21428571428571425, -0.016290547206943017], null], [[0.4285714285714285, 0.28571428571428564, -0.07117016352693134], null], [[0.5, 0.21428571428571425, -0.055928223886742436], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.35714285714285704, 0.28571428571428564, -0.04539757817302586], null], [[0.4285714285714285, 0.21428571428571425, -0.016290547206943017], null], [[0.4285714285714285, 0.28571428571428564, -0.07117016352693134], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.35714285714285704, 0.21428571428571425, 0.04498896517941476], null], [[0.4285714285714285, 0.14285714285714282, 0.1202612733483092], null], [[0.4285714285714285, 0.21428571428571425, -0.016290547206943017], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.4285714285714285, 0.14285714285714282, 0.1202612733483092], null], [[0.5, 0.0714285714285714, 0.24543384313014188], null], [[0.5, 0.14285714285714282, 0.06902487698238312], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.4285714285714285, 0.21428571428571425, -0.016290547206943017], null], [[0.5, 0.14285714285714282, 0.06902487698238312], null], [[0.5, 0.21428571428571425, -0.055928223886742436], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.4285714285714285, 0.14285714285714282, 0.1202612733483092], null], [[0.4285714285714285, 0.21428571428571425, -0.016290547206943017], null], [[0.5, 0.14285714285714282, 0.06902487698238312], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.35714285714285704, 0.21428571428571425, 0.04498896517941476], null], [[0.35714285714285704, 0.28571428571428564, -0.04539757817302586], null], [[0.4285714285714285, 0.21428571428571425, -0.016290547206943017], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.35714285714285704, 0.28571428571428564, -0.04539757817302586], null], [[0.35714285714285704, 0.35714285714285704, -0.07109209916112198], null], [[0.4285714285714285, 0.28571428571428564, -0.07117016352693134], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.4285714285714285, 0.21428571428571425, -0.016290547206943017], null], [[0.4285714285714285, 0.28571428571428564, -0.07117016352693134], null], [[0.5, 0.21428571428571425, -0.055928223886742436], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.35714285714285704, 0.28571428571428564, -0.04539757817302586], null], [[0.4285714285714285, 0.21428571428571425, -0.016290547206943017], null], [[0.4285714285714285, 0.28571428571428564, -0.07117016352693134], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.35714285714285704, 0.35714285714285704, -0.07109209916112198], null], [[0.4285714285714285, 0.28571428571428564, -0.07117016352693134], null], [[0.4285714285714285, 0.35714285714285704, -0.041670470684163], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.4285714285714285, 0.28571428571428564, -0.07117016352693134], null], [[0.5, 0.21428571428571425, -0.055928223886742436], null], [[0.5, 0.28571428571428564, -0.05810599872146451], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.4285714285714285, 0.35714285714285704, -0.041670470684163], null], [[0.5, 0.28571428571428564, -0.05810599872146451], null], [[0.5, 0.35714285714285704, 0.007410519558686659], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.4285714285714285, 0.28571428571428564, -0.07117016352693134], null], [[0.4285714285714285, 0.35714285714285704, -0.041670470684163], null], [[0.5, 0.28571428571428564, -0.05810599872146451], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.35714285714285704, 0.35714285714285704, -0.07109209916112198], null], [[0.4285714285714285, 0.28571428571428564, -0.07117016352693134], null], [[0.4285714285714285, 0.35714285714285704, -0.041670470684163], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.4285714285714285, 0.28571428571428564, -0.07117016352693134], null], [[0.5, 0.21428571428571425, -0.055928223886742436], null], [[0.5, 0.28571428571428564, -0.05810599872146451], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.4285714285714285, 0.35714285714285704, -0.041670470684163], null], [[0.5, 0.28571428571428564, -0.05810599872146451], null], [[0.5, 0.35714285714285704, 0.007410519558686659], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.4285714285714285, 0.28571428571428564, -0.07117016352693134], null], [[0.4285714285714285, 0.35714285714285704, -0.041670470684163], null], [[0.5, 0.28571428571428564, -0.05810599872146451], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.35714285714285704, 0.21428571428571425, 0.04498896517941476], null], [[0.35714285714285704, 0.28571428571428564, -0.04539757817302586], null], [[0.4285714285714285, 0.21428571428571425, -0.016290547206943017], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.35714285714285704, 0.28571428571428564, -0.04539757817302586], null], [[0.35714285714285704, 0.35714285714285704, -0.07109209916112198], null], [[0.4285714285714285, 0.28571428571428564, -0.07117016352693134], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.4285714285714285, 0.21428571428571425, -0.016290547206943017], null], [[0.4285714285714285, 0.28571428571428564, -0.07117016352693134], null], [[0.5, 0.21428571428571425, -0.055928223886742436], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.35714285714285704, 0.28571428571428564, -0.04539757817302586], null], [[0.4285714285714285, 0.21428571428571425, -0.016290547206943017], null], [[0.4285714285714285, 0.28571428571428564, -0.07117016352693134], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, -0.3571428571428571, 0.007410519558686748], null], [[-0.4285714285714285, -0.4285714285714285, 0.007410519558686748], null], [[-0.4285714285714285, -0.3571428571428571, -0.04167047068416295], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714285, -0.4285714285714285, 0.007410519558686748], null], [[-0.3571428571428571, -0.5, 0.007410519558686748], null], [[-0.3571428571428571, -0.4285714285714285, -0.04167047068416295], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714285, -0.3571428571428571, -0.04167047068416295], null], [[-0.3571428571428571, -0.4285714285714285, -0.04167047068416295], null], [[-0.3571428571428571, -0.3571428571428571, -0.07109209916112198], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714285, -0.4285714285714285, 0.007410519558686748], null], [[-0.4285714285714285, -0.3571428571428571, -0.04167047068416295], null], [[-0.3571428571428571, -0.4285714285714285, -0.04167047068416295], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.5, 0.35714285714285704, 0.007410519558686659], null], [[-0.4285714285714285, 0.35714285714285704, -0.041670470684163], null], [[-0.4285714285714285, 0.4285714285714285, 0.007410519558686704], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714285, 0.35714285714285704, -0.041670470684163], null], [[-0.3571428571428571, 0.35714285714285704, -0.07109209916112198], null], [[-0.3571428571428571, 0.4285714285714285, -0.04167047068416295], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714285, 0.4285714285714285, 0.007410519558686704], null], [[-0.3571428571428571, 0.4285714285714285, -0.04167047068416295], null], [[-0.3571428571428571, 0.5, 0.007410519558686748], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4285714285714285, 0.35714285714285704, -0.041670470684163], null], [[-0.4285714285714285, 0.4285714285714285, 0.007410519558686704], null], [[-0.3571428571428571, 0.4285714285714285, -0.04167047068416295], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.3571428571428571, -0.3571428571428571, -0.07109209916112198], null], [[-0.3571428571428571, -0.2857142857142857, -0.04539757817302597], null], [[-0.2857142857142857, -0.3571428571428571, -0.04539757817302597], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.3571428571428571, -0.2857142857142857, -0.04539757817302597], null], [[-0.3571428571428571, -0.2142857142857143, 0.044988965179414656], null], [[-0.2857142857142857, -0.2857142857142857, 0.044988965179414656], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.3571428571428571, -0.04539757817302597], null], [[-0.2857142857142857, -0.2857142857142857, 0.044988965179414656], null], [[-0.2142857142857143, -0.3571428571428571, 0.044988965179414656], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.3571428571428571, -0.2857142857142857, -0.04539757817302597], null], [[-0.2857142857142857, -0.3571428571428571, -0.04539757817302597], null], [[-0.2857142857142857, -0.2857142857142857, 0.044988965179414656], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.3571428571428571, -0.2142857142857143, 0.044988965179414656], null], [[-0.2857142857142857, -0.2857142857142857, 0.044988965179414656], null], [[-0.2857142857142857, -0.2142857142857143, 0.12026127334830909], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.2857142857142857, 0.044988965179414656], null], [[-0.2142857142857143, -0.3571428571428571, 0.044988965179414656], null], [[-0.2142857142857143, -0.2857142857142857, 0.12026127334830909], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.2142857142857143, 0.12026127334830909], null], [[-0.2142857142857143, -0.2857142857142857, 0.12026127334830909], null], [[-0.2142857142857143, -0.2142857142857143, 0.19824902963169735], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.2857142857142857, 0.044988965179414656], null], [[-0.2857142857142857, -0.2142857142857143, 0.12026127334830909], null], [[-0.2142857142857143, -0.2857142857142857, 0.12026127334830909], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.3571428571428571, 0.21428571428571425, 0.04498896517941472], null], [[-0.2857142857142857, 0.21428571428571425, 0.12026127334830915], null], [[-0.2857142857142857, 0.28571428571428564, 0.04498896517941472], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.21428571428571425, 0.12026127334830915], null], [[-0.2142857142857143, 0.21428571428571425, 0.19824902963169738], null], [[-0.2142857142857143, 0.28571428571428564, 0.12026127334830915], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.28571428571428564, 0.04498896517941472], null], [[-0.2142857142857143, 0.28571428571428564, 0.12026127334830915], null], [[-0.2142857142857143, 0.35714285714285704, 0.04498896517941472], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.21428571428571425, 0.12026127334830915], null], [[-0.2857142857142857, 0.28571428571428564, 0.04498896517941472], null], [[-0.2142857142857143, 0.28571428571428564, 0.12026127334830915], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.3571428571428571, 0.21428571428571425, 0.04498896517941472], null], [[-0.3571428571428571, 0.28571428571428564, -0.04539757817302591], null], [[-0.2857142857142857, 0.28571428571428564, 0.04498896517941472], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.3571428571428571, 0.28571428571428564, -0.04539757817302591], null], [[-0.3571428571428571, 0.35714285714285704, -0.07109209916112198], null], [[-0.2857142857142857, 0.35714285714285704, -0.04539757817302591], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.28571428571428564, 0.04498896517941472], null], [[-0.2857142857142857, 0.35714285714285704, -0.04539757817302591], null], [[-0.2142857142857143, 0.35714285714285704, 0.04498896517941472], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.3571428571428571, 0.28571428571428564, -0.04539757817302591], null], [[-0.2857142857142857, 0.28571428571428564, 0.04498896517941472], null], [[-0.2857142857142857, 0.35714285714285704, -0.04539757817302591], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.07142857142857147, 0.31244055676785915], null], [[-0.2142857142857143, -3.700743415417188e-17, 0.3288298364730687], null], [[-0.14285714285714288, -0.07142857142857147, 0.32148398606392914], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -3.700743415417188e-17, 0.3288298364730687], null], [[-0.2142857142857143, 0.0714285714285714, 0.3124405567678592], null], [[-0.14285714285714288, -3.700743415417188e-17, 0.31971230599790335], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.07142857142857147, 0.32148398606392914], null], [[-0.14285714285714288, -3.700743415417188e-17, 0.31971230599790335], null], [[-0.07142857142857147, -0.07142857142857147, 0.3269840552279475], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -3.700743415417188e-17, 0.3288298364730687], null], [[-0.14285714285714288, -0.07142857142857147, 0.32148398606392914], null], [[-0.14285714285714288, -3.700743415417188e-17, 0.31971230599790335], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.0714285714285714, 0.3124405567678592], null], [[-0.14285714285714288, -3.700743415417188e-17, 0.31971230599790335], null], [[-0.14285714285714288, 0.0714285714285714, 0.3214839860639292], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -3.700743415417188e-17, 0.31971230599790335], null], [[-0.07142857142857147, -0.07142857142857147, 0.3269840552279475], null], [[-0.07142857142857147, -3.700743415417188e-17, 0.3269840552279475], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.0714285714285714, 0.3214839860639292], null], [[-0.07142857142857147, -3.700743415417188e-17, 0.3269840552279475], null], [[-0.07142857142857147, 0.0714285714285714, 0.3269840552279475], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -3.700743415417188e-17, 0.31971230599790335], null], [[-0.14285714285714288, 0.0714285714285714, 0.3214839860639292], null], [[-0.07142857142857147, -3.700743415417188e-17, 0.3269840552279475], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857147, -0.2142857142857143, 0.31244055676785915], null], [[-0.07142857142857147, -0.14285714285714288, 0.32148398606392914], null], [[-3.700743415417188e-17, -0.2142857142857143, 0.3288298364730687], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857147, -0.14285714285714288, 0.32148398606392914], null], [[-0.07142857142857147, -0.07142857142857147, 0.3269840552279475], null], [[-3.700743415417188e-17, -0.14285714285714288, 0.31971230599790335], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, -0.2142857142857143, 0.3288298364730687], null], [[-3.700743415417188e-17, -0.14285714285714288, 0.31971230599790335], null], [[0.0714285714285714, -0.2142857142857143, 0.3124405567678592], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857147, -0.14285714285714288, 0.32148398606392914], null], [[-3.700743415417188e-17, -0.2142857142857143, 0.3288298364730687], null], [[-3.700743415417188e-17, -0.14285714285714288, 0.31971230599790335], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857147, -0.07142857142857147, 0.3269840552279475], null], [[-3.700743415417188e-17, -0.14285714285714288, 0.31971230599790335], null], [[-3.700743415417188e-17, -0.07142857142857147, 0.3269840552279475], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, -0.14285714285714288, 0.31971230599790335], null], [[0.0714285714285714, -0.2142857142857143, 0.3124405567678592], null], [[0.0714285714285714, -0.14285714285714288, 0.3214839860639292], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, -0.07142857142857147, 0.3269840552279475], null], [[0.0714285714285714, -0.14285714285714288, 0.3214839860639292], null], [[0.0714285714285714, -0.07142857142857147, 0.3269840552279475], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, -0.14285714285714288, 0.31971230599790335], null], [[-3.700743415417188e-17, -0.07142857142857147, 0.3269840552279475], null], [[0.0714285714285714, -0.14285714285714288, 0.3214839860639292], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857147, 0.0714285714285714, 0.3269840552279475], null], [[-0.07142857142857147, 0.14285714285714282, 0.3214839860639292], null], [[-3.700743415417188e-17, 0.0714285714285714, 0.3269840552279475], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857147, 0.14285714285714282, 0.3214839860639292], null], [[-0.07142857142857147, 0.21428571428571425, 0.31244055676785915], null], [[-3.700743415417188e-17, 0.14285714285714282, 0.31971230599790335], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, 0.0714285714285714, 0.3269840552279475], null], [[-3.700743415417188e-17, 0.14285714285714282, 0.31971230599790335], null], [[0.0714285714285714, 0.0714285714285714, 0.3269840552279475], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857147, 0.14285714285714282, 0.3214839860639292], null], [[-3.700743415417188e-17, 0.0714285714285714, 0.3269840552279475], null], [[-3.700743415417188e-17, 0.14285714285714282, 0.31971230599790335], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.07142857142857147, 0.21428571428571425, 0.31244055676785915], null], [[-3.700743415417188e-17, 0.14285714285714282, 0.31971230599790335], null], [[-3.700743415417188e-17, 0.21428571428571425, 0.3288298364730687], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, 0.14285714285714282, 0.31971230599790335], null], [[0.0714285714285714, 0.0714285714285714, 0.3269840552279475], null], [[0.0714285714285714, 0.14285714285714282, 0.3214839860639292], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, 0.21428571428571425, 0.3288298364730687], null], [[0.0714285714285714, 0.14285714285714282, 0.3214839860639292], null], [[0.0714285714285714, 0.21428571428571425, 0.3124405567678592], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, 0.14285714285714282, 0.31971230599790335], null], [[-3.700743415417188e-17, 0.21428571428571425, 0.3288298364730687], null], [[0.0714285714285714, 0.14285714285714282, 0.3214839860639292], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.07142857142857147, 0.3269840552279475], null], [[0.0714285714285714, -3.700743415417188e-17, 0.3269840552279475], null], [[0.14285714285714282, -0.07142857142857147, 0.3214839860639292], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -3.700743415417188e-17, 0.3269840552279475], null], [[0.0714285714285714, 0.0714285714285714, 0.3269840552279475], null], [[0.14285714285714282, -3.700743415417188e-17, 0.31971230599790335], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714282, -0.07142857142857147, 0.3214839860639292], null], [[0.14285714285714282, -3.700743415417188e-17, 0.31971230599790335], null], [[0.21428571428571425, -0.07142857142857147, 0.31244055676785915], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, -3.700743415417188e-17, 0.3269840552279475], null], [[0.14285714285714282, -0.07142857142857147, 0.3214839860639292], null], [[0.14285714285714282, -3.700743415417188e-17, 0.31971230599790335], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.0714285714285714, 0.3269840552279475], null], [[0.14285714285714282, -3.700743415417188e-17, 0.31971230599790335], null], [[0.14285714285714282, 0.0714285714285714, 0.3214839860639292], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714282, -3.700743415417188e-17, 0.31971230599790335], null], [[0.21428571428571425, -0.07142857142857147, 0.31244055676785915], null], [[0.21428571428571425, -3.700743415417188e-17, 0.3288298364730687], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714282, 0.0714285714285714, 0.3214839860639292], null], [[0.21428571428571425, -3.700743415417188e-17, 0.3288298364730687], null], [[0.21428571428571425, 0.0714285714285714, 0.3124405567678592], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14285714285714282, -3.700743415417188e-17, 0.31971230599790335], null], [[0.14285714285714282, 0.0714285714285714, 0.3214839860639292], null], [[0.21428571428571425, -3.700743415417188e-17, 0.3288298364730687], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.21428571428571425, -0.3571428571428571, 0.04498896517941472], null], [[0.28571428571428564, -0.3571428571428571, -0.04539757817302591], null], [[0.28571428571428564, -0.2857142857142857, 0.04498896517941472], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.28571428571428564, -0.3571428571428571, -0.04539757817302591], null], [[0.35714285714285704, -0.3571428571428571, -0.07109209916112198], null], [[0.35714285714285704, -0.2857142857142857, -0.04539757817302591], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.28571428571428564, -0.2857142857142857, 0.04498896517941472], null], [[0.35714285714285704, -0.2857142857142857, -0.04539757817302591], null], [[0.35714285714285704, -0.2142857142857143, 0.04498896517941472], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.28571428571428564, -0.3571428571428571, -0.04539757817302591], null], [[0.28571428571428564, -0.2857142857142857, 0.04498896517941472], null], [[0.35714285714285704, -0.2857142857142857, -0.04539757817302591], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.21428571428571425, -0.3571428571428571, 0.04498896517941472], null], [[0.21428571428571425, -0.2857142857142857, 0.12026127334830915], null], [[0.28571428571428564, -0.2857142857142857, 0.04498896517941472], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.21428571428571425, -0.2857142857142857, 0.12026127334830915], null], [[0.21428571428571425, -0.2142857142857143, 0.19824902963169738], null], [[0.28571428571428564, -0.2142857142857143, 0.12026127334830915], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.28571428571428564, -0.2857142857142857, 0.04498896517941472], null], [[0.28571428571428564, -0.2142857142857143, 0.12026127334830915], null], [[0.35714285714285704, -0.2142857142857143, 0.04498896517941472], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.21428571428571425, -0.2857142857142857, 0.12026127334830915], null], [[0.28571428571428564, -0.2857142857142857, 0.04498896517941472], null], [[0.28571428571428564, -0.2142857142857143, 0.12026127334830915], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.21428571428571425, 0.21428571428571425, 0.1982490296316974], null], [[0.21428571428571425, 0.28571428571428564, 0.1202612733483092], null], [[0.28571428571428564, 0.21428571428571425, 0.1202612733483092], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.21428571428571425, 0.28571428571428564, 0.1202612733483092], null], [[0.21428571428571425, 0.35714285714285704, 0.04498896517941476], null], [[0.28571428571428564, 0.28571428571428564, 0.04498896517941476], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.28571428571428564, 0.21428571428571425, 0.1202612733483092], null], [[0.28571428571428564, 0.28571428571428564, 0.04498896517941476], null], [[0.35714285714285704, 0.21428571428571425, 0.04498896517941476], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.21428571428571425, 0.28571428571428564, 0.1202612733483092], null], [[0.28571428571428564, 0.21428571428571425, 0.1202612733483092], null], [[0.28571428571428564, 0.28571428571428564, 0.04498896517941476], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.21428571428571425, 0.35714285714285704, 0.04498896517941476], null], [[0.28571428571428564, 0.28571428571428564, 0.04498896517941476], null], [[0.28571428571428564, 0.35714285714285704, -0.04539757817302586], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.28571428571428564, 0.28571428571428564, 0.04498896517941476], null], [[0.35714285714285704, 0.21428571428571425, 0.04498896517941476], null], [[0.35714285714285704, 0.28571428571428564, -0.04539757817302586], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.28571428571428564, 0.35714285714285704, -0.04539757817302586], null], [[0.35714285714285704, 0.28571428571428564, -0.04539757817302586], null], [[0.35714285714285704, 0.35714285714285704, -0.07109209916112198], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.28571428571428564, 0.28571428571428564, 0.04498896517941476], null], [[0.28571428571428564, 0.35714285714285704, -0.04539757817302586], null], [[0.35714285714285704, 0.28571428571428564, -0.04539757817302586], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.35714285714285704, -0.5, 0.007410519558686659], null], [[0.35714285714285704, -0.4285714285714285, -0.041670470684163], null], [[0.4285714285714285, -0.4285714285714285, 0.007410519558686704], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.35714285714285704, -0.4285714285714285, -0.041670470684163], null], [[0.35714285714285704, -0.3571428571428571, -0.07109209916112198], null], [[0.4285714285714285, -0.3571428571428571, -0.04167047068416295], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.4285714285714285, -0.4285714285714285, 0.007410519558686704], null], [[0.4285714285714285, -0.3571428571428571, -0.04167047068416295], null], [[0.5, -0.3571428571428571, 0.007410519558686748], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.35714285714285704, -0.4285714285714285, -0.041670470684163], null], [[0.4285714285714285, -0.4285714285714285, 0.007410519558686704], null], [[0.4285714285714285, -0.3571428571428571, -0.04167047068416295], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.35714285714285704, 0.35714285714285704, -0.07109209916112198], null], [[0.35714285714285704, 0.4285714285714285, -0.041670470684163], null], [[0.4285714285714285, 0.35714285714285704, -0.041670470684163], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.35714285714285704, 0.4285714285714285, -0.041670470684163], null], [[0.35714285714285704, 0.5, 0.007410519558686659], null], [[0.4285714285714285, 0.4285714285714285, 0.007410519558686659], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.4285714285714285, 0.35714285714285704, -0.041670470684163], null], [[0.4285714285714285, 0.4285714285714285, 0.007410519558686659], null], [[0.5, 0.35714285714285704, 0.007410519558686659], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.35714285714285704, 0.4285714285714285, -0.041670470684163], null], [[0.4285714285714285, 0.35714285714285704, -0.041670470684163], null], [[0.4285714285714285, 0.4285714285714285, 0.007410519558686659], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.07142857142857147, 0.28571428571428564, 0.30003568400679487], null], [[-3.700743415417188e-17, 0.28571428571428564, 0.3288298364730687], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.5, 0.06902487698238298], null], [[-0.07142857142857147, 0.5, 0.24543384313014174], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.14285714285714282, -0.2857142857142857, 0.22263727894446916], null], [[0.21428571428571425, -0.2857142857142857, 0.12026127334830915], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.4285714285714285, -0.0162905472069431], null], [[-0.14285714285714288, -0.5, 0.06902487698238298], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.5, -0.2142857142857143, -0.055928223886742484], null], [[-0.4285714285714285, -0.2857142857142857, -0.07117016352693135], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.5, 0.24543384313014188], null], [[0.0714285714285714, -0.4285714285714285, 0.2661964561671774], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, 0.4285714285714285, 0.3288298364730687], null], [[0.0714285714285714, 0.4285714285714285, 0.2661964561671774], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.21428571428571425, -0.2857142857142857, 0.12026127334830915], null], [[0.28571428571428564, -0.2142857142857143, 0.12026127334830915], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.21428571428571425, 0.35714285714285704, 0.04498896517941476], null], [[0.28571428571428564, 0.28571428571428564, 0.04498896517941476], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.2857142857142857, 0.12026127334830909], null], [[-0.14285714285714288, -0.2857142857142857, 0.22263727894446914], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.4285714285714285, 0.0714285714285714, 0.2661964561671774], null], [[0.4285714285714285, 0.14285714285714282, 0.1202612733483092], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.5, -3.700743415417188e-17, 0.3288298364730687], null], [[-0.4285714285714285, -3.700743415417188e-17, 0.3288298364730687], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.21428571428571425, 0.28571428571428564, 0.1202612733483092], null], [[0.21428571428571425, 0.35714285714285704, 0.04498896517941476], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.5, -0.05810599872146448], null], [[-0.2857142857142857, -0.4285714285714285, -0.07117016352693135], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, 0.28571428571428564, 0.3288298364730687], null], [[0.0714285714285714, 0.35714285714285704, 0.2845179102780425], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.0714285714285714, 0.3124405567678592], null], [[-0.14285714285714288, 0.0714285714285714, 0.3214839860639292], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.4285714285714285, -0.2142857142857143, -0.0162905472069431], null], [[0.5, -0.14285714285714288, 0.06902487698238298], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.14285714285714282, -0.14285714285714288, 0.30003568400679487], null], [[0.21428571428571425, -0.07142857142857147, 0.31244055676785915], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.35714285714285704, 0.35714285714285704, -0.07109209916112198], null], [[0.4285714285714285, 0.35714285714285704, -0.041670470684163], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.2142857142857143, 0.2661964561671773], null], [[-0.07142857142857147, -0.2142857142857143, 0.31244055676785915], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.14285714285714282, -0.07142857142857147, 0.3214839860639292], null], [[0.21428571428571425, -0.07142857142857147, 0.31244055676785915], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.28571428571428564, -0.07142857142857147, 0.30003568400679487], null], [[0.35714285714285704, -3.700743415417188e-17, 0.3288298364730687], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.14285714285714282, 0.21428571428571425, 0.2661964561671774], null], [[0.21428571428571425, 0.21428571428571425, 0.1982490296316974], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.2142857142857143, 0.12026127334830909], null], [[-0.2857142857142857, -0.14285714285714288, 0.22263727894446914], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.07142857142857147, 0.31244055676785915], null], [[-0.14285714285714288, -0.07142857142857147, 0.32148398606392914], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.28571428571428564, -3.700743415417188e-17, 0.3288298364730687], null], [[0.28571428571428564, 0.0714285714285714, 0.3000356840067949], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.4285714285714285, -3.700743415417188e-17, 0.3288298364730687], null], [[0.5, 0.0714285714285714, 0.24543384313014188], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.4285714285714285, 0.2661964561671774], null], [[0.14285714285714282, 0.4285714285714285, 0.1202612733483092], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.3571428571428571, 0.21428571428571425, 0.04498896517941472], null], [[-0.3571428571428571, 0.28571428571428564, -0.04539757817302591], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.28571428571428564, -0.2142857142857143, 0.12026127334830915], null], [[0.35714285714285704, -0.14285714285714288, 0.17273602718037734], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.4285714285714285, -0.2142857142857143, -0.0162905472069431], null], [[0.5, -0.2142857142857143, -0.055928223886742484], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.35714285714285704, -0.4285714285714285, -0.041670470684163], null], [[0.4285714285714285, -0.3571428571428571, -0.04167047068416295], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.3571428571428571, -0.5, 0.007410519558686748], null], [[-0.3571428571428571, -0.4285714285714285, -0.04167047068416295], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.4285714285714285, -0.14285714285714288, 0.12026127334830909], null], [[0.5, -0.07142857142857147, 0.24543384313014174], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.07142857142857147, -0.14285714285714288, 0.32148398606392914], null], [[-0.07142857142857147, -0.07142857142857147, 0.3269840552279475], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.14285714285714282, -0.2142857142857143, 0.2661964561671774], null], [[0.21428571428571425, -0.14285714285714288, 0.26619645616717735], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.21428571428571425, -0.14285714285714288, 0.26619645616717735], null], [[0.28571428571428564, -0.14285714285714288, 0.22263727894446914], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.14285714285714282, 0.35714285714285704, 0.1727360271803775], null], [[0.21428571428571425, 0.28571428571428564, 0.1202612733483092], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.35714285714285704, -0.2142857142857143, 0.04498896517941472], null], [[0.35714285714285704, -0.14285714285714288, 0.17273602718037734], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.4285714285714285, 0.14285714285714282, 0.1202612733483092], null], [[-0.3571428571428571, 0.14285714285714282, 0.17273602718037742], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.5, -0.14285714285714288, 0.06902487698238298], null], [[-0.4285714285714285, -0.14285714285714288, 0.12026127334830909], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.35714285714285704, 0.17273602718037734], null], [[-0.07142857142857147, 0.35714285714285704, 0.28451791027804246], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.21428571428571425, 0.35714285714285704, 0.04498896517941476], null], [[0.21428571428571425, 0.4285714285714285, -0.016290547206943017], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.35714285714285704, 0.21428571428571425, 0.04498896517941476], null], [[0.4285714285714285, 0.14285714285714282, 0.1202612733483092], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.4285714285714285, -0.07117016352693135], null], [[-0.2142857142857143, 0.5, -0.055928223886742484], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.28571428571428564, 0.4285714285714285, -0.07117016352693134], null], [[0.35714285714285704, 0.35714285714285704, -0.07109209916112198], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.35714285714285704, 0.17273602718037734], null], [[-0.14285714285714288, 0.4285714285714285, 0.12026127334830909], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.07142857142857147, 0.3269840552279475], null], [[0.14285714285714282, -0.07142857142857147, 0.3214839860639292], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.28571428571428564, 0.0714285714285714, 0.3000356840067949], null], [[0.28571428571428564, 0.14285714285714282, 0.2226372789444692], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.14285714285714288, 0.30003568400679487], null], [[-0.07142857142857147, -0.14285714285714288, 0.32148398606392914], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.4285714285714285, -0.14285714285714288, 0.12026127334830909], null], [[0.4285714285714285, -0.07142857142857147, 0.2661964561671773], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.07142857142857147, 0.14285714285714282, 0.3214839860639292], null], [[-3.700743415417188e-17, 0.0714285714285714, 0.3269840552279475], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.4285714285714285, -0.2142857142857143, -0.0162905472069431], null], [[0.4285714285714285, -0.14285714285714288, 0.12026127334830909], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.4285714285714285, 0.2661964561671774], null], [[0.0714285714285714, -0.3571428571428571, 0.2845179102780425], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.14285714285714282, -0.2142857142857143, 0.2661964561671774], null], [[0.21428571428571425, -0.2142857142857143, 0.19824902963169738], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.5, -0.2142857142857143, -0.055928223886742484], null], [[0.5, -0.14285714285714288, 0.06902487698238298], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.28571428571428564, -0.4285714285714285, -0.07117016352693134], null], [[0.35714285714285704, -0.4285714285714285, -0.041670470684163], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.5, 0.35714285714285704, 0.007410519558686659], null], [[0.5, 0.5, 0.015057428234397287], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.28571428571428564, 0.14285714285714282, 0.2226372789444692], null], [[0.35714285714285704, 0.14285714285714282, 0.1727360271803775], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.21428571428571425, 0.26619645616717735], null], [[-0.07142857142857147, 0.28571428571428564, 0.30003568400679487], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.3571428571428571, -0.07142857142857147, 0.28451791027804246], null], [[-0.2857142857142857, -0.14285714285714288, 0.22263727894446914], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.35714285714285704, 0.5, 0.007410519558686659], null], [[0.4285714285714285, 0.4285714285714285, 0.007410519558686659], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.4285714285714285, -3.700743415417188e-17, 0.3288298364730687], null], [[-0.3571428571428571, -0.07142857142857147, 0.28451791027804246], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, 0.35714285714285704, 0.3288298364730687], null], [[0.0714285714285714, 0.4285714285714285, 0.2661964561671774], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.3571428571428571, -0.14285714285714288, 0.17273602718037734], null], [[-0.2857142857142857, -0.14285714285714288, 0.22263727894446914], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.28571428571428564, 0.5, -0.05810599872146451], null], [[0.35714285714285704, 0.5, 0.007410519558686659], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.35714285714285704, -0.2857142857142857, -0.04539757817302591], null], [[0.4285714285714285, -0.2857142857142857, -0.07117016352693135], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.4285714285714285, -0.3571428571428571, -0.04167047068416295], null], [[-0.3571428571428571, -0.3571428571428571, -0.07109209916112198], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.5, 0.24543384313014188], null], [[0.14285714285714282, 0.5, 0.06902487698238312], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.35714285714285704, 0.0714285714285714, 0.2845179102780425], null], [[0.4285714285714285, 0.0714285714285714, 0.2661964561671774], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.35714285714285704, 0.14285714285714282, 0.1727360271803775], null], [[0.35714285714285704, 0.21428571428571425, 0.04498896517941476], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, -0.2857142857142857, 0.3288298364730687], null], [[0.0714285714285714, -0.3571428571428571, 0.2845179102780425], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.28571428571428564, 0.3000356840067949], null], [[0.14285714285714282, 0.28571428571428564, 0.2226372789444692], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.35714285714285704, 0.4285714285714285, -0.041670470684163], null], [[0.35714285714285704, 0.5, 0.007410519558686659], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.5, 0.28571428571428564, -0.05810599872146451], null], [[-0.5, 0.35714285714285704, 0.007410519558686659], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.14285714285714282, 0.2661964561671774], null], [[-0.2142857142857143, 0.21428571428571425, 0.19824902963169738], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.07142857142857147, 0.32148398606392914], null], [[-0.07142857142857147, -0.07142857142857147, 0.3269840552279475], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.07142857142857147, 0.3269840552279475], null], [[0.0714285714285714, 0.0714285714285714, 0.3269840552279475], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.28571428571428564, -0.3571428571428571, -0.04539757817302591], null], [[0.35714285714285704, -0.2857142857142857, -0.04539757817302591], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.5, -0.3571428571428571, 0.007410519558686748], null], [[-0.3571428571428571, -0.5, 0.007410519558686748], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.4285714285714285, 0.0714285714285714, 0.2661964561671774], null], [[0.5, 0.0714285714285714, 0.24543384313014188], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.35714285714285704, 0.5, 0.007410519558686659], null], [[0.5, 0.5, 0.015057428234397287], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.3571428571428571, 0.0714285714285714, 0.2845179102780425], null], [[-0.3571428571428571, 0.14285714285714282, 0.17273602718037742], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.14285714285714282, 0.22263727894446916], null], [[-0.2142857142857143, 0.21428571428571425, 0.19824902963169738], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.21428571428571425, 0.5, -0.055928223886742436], null], [[0.28571428571428564, 0.5, -0.05810599872146451], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.35714285714285704, 0.28571428571428564, -0.04539757817302586], null], [[0.35714285714285704, 0.35714285714285704, -0.07109209916112198], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, 0.21428571428571425, 0.3288298364730687], null], [[0.0714285714285714, 0.14285714285714282, 0.3214839860639292], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.0714285714285714, 0.3214839860639292], null], [[-0.07142857142857147, -3.700743415417188e-17, 0.3269840552279475], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.4285714285714285, 0.28571428571428564, -0.07117016352693134], null], [[-0.3571428571428571, 0.28571428571428564, -0.04539757817302591], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.21428571428571425, 0.0714285714285714, 0.3124405567678592], null], [[0.21428571428571425, 0.14285714285714282, 0.2661964561671774], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, -0.3571428571428571, 0.3288298364730687], null], [[0.0714285714285714, -0.3571428571428571, 0.2845179102780425], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.4285714285714285, 0.2661964561671774], null], [[0.14285714285714282, -0.3571428571428571, 0.17273602718037742], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.0714285714285714, 0.3000356840067949], null], [[-0.2142857142857143, 0.14285714285714282, 0.2661964561671774], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.14285714285714288, 0.3214839860639292], null], [[0.0714285714285714, -0.07142857142857147, 0.3269840552279475], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, 0.28571428571428564, 0.3288298364730687], null], [[-3.700743415417188e-17, 0.35714285714285704, 0.3288298364730687], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.35714285714285704, -0.4285714285714285, -0.041670470684163], null], [[0.35714285714285704, -0.3571428571428571, -0.07109209916112198], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.4285714285714285, 0.21428571428571425, -0.016290547206943017], null], [[0.5, 0.14285714285714282, 0.06902487698238312], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.07142857142857147, 0.4285714285714285, 0.2661964561671773], null], [[-3.700743415417188e-17, 0.5, 0.3288298364730687], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.07142857142857147, 0.14285714285714282, 0.3214839860639292], null], [[-0.07142857142857147, 0.21428571428571425, 0.31244055676785915], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.07142857142857147, 0.21428571428571425, 0.31244055676785915], null], [[-3.700743415417188e-17, 0.21428571428571425, 0.3288298364730687], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.35714285714285704, -0.14285714285714288, 0.17273602718037734], null], [[0.35714285714285704, -0.07142857142857147, 0.28451791027804246], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.35714285714285704, 0.28571428571428564, -0.04539757817302586], null], [[0.4285714285714285, 0.21428571428571425, -0.016290547206943017], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.21428571428571425, 0.21428571428571425, 0.1982490296316974], null], [[0.21428571428571425, 0.28571428571428564, 0.1202612733483092], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.07142857142857147, 0.35714285714285704, 0.28451791027804246], null], [[-3.700743415417188e-17, 0.4285714285714285, 0.3288298364730687], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.5, 0.14285714285714282, 0.06902487698238312], null], [[-0.4285714285714285, 0.21428571428571425, -0.016290547206943017], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, 0.21428571428571425, 0.3288298364730687], null], [[0.0714285714285714, 0.21428571428571425, 0.3124405567678592], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.35714285714285704, 0.2845179102780425], null], [[0.0714285714285714, 0.4285714285714285, 0.2661964561671774], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.14285714285714282, -0.5, 0.06902487698238312], null], [[0.14285714285714282, -0.4285714285714285, 0.1202612733483092], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.5, 0.24543384313014188], null], [[0.14285714285714282, -0.5, 0.06902487698238312], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, -0.3571428571428571, 0.3288298364730687], null], [[-3.700743415417188e-17, -0.2857142857142857, 0.3288298364730687], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.14285714285714282, 0.3214839860639292], null], [[0.0714285714285714, 0.21428571428571425, 0.3124405567678592], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.4285714285714285, -3.700743415417188e-17, 0.3288298364730687], null], [[0.5, -3.700743415417188e-17, 0.3288298364730687], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.07142857142857147, -3.700743415417188e-17, 0.3269840552279475], null], [[-0.07142857142857147, 0.0714285714285714, 0.3269840552279475], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.2142857142857143, 0.3124405567678592], null], [[0.14285714285714282, -0.14285714285714288, 0.30003568400679487], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.28571428571428564, 0.21428571428571425, 0.1202612733483092], null], [[0.28571428571428564, 0.28571428571428564, 0.04498896517941476], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.14285714285714288, 0.22263727894446914], null], [[-0.2857142857142857, -0.07142857142857147, 0.30003568400679487], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.4285714285714285, 0.0714285714285714, 0.2661964561671774], null], [[-0.3571428571428571, 0.14285714285714282, 0.17273602718037742], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.14285714285714282, -0.5, 0.06902487698238312], null], [[0.21428571428571425, -0.4285714285714285, -0.016290547206943017], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.3571428571428571, 0.28571428571428564, -0.04539757817302591], null], [[-0.3571428571428571, 0.35714285714285704, -0.07109209916112198], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.14285714285714288, 0.30003568400679487], null], [[-0.07142857142857147, -0.2142857142857143, 0.31244055676785915], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.2142857142857143, 0.12026127334830909], null], [[-0.2142857142857143, -0.2142857142857143, 0.19824902963169735], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.14285714285714282, -0.2857142857142857, 0.22263727894446916], null], [[0.14285714285714282, -0.2142857142857143, 0.2661964561671774], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.4285714285714285, 0.14285714285714282, 0.1202612733483092], null], [[0.5, 0.14285714285714282, 0.06902487698238312], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.0714285714285714, 0.3214839860639292], null], [[-0.07142857142857147, 0.14285714285714282, 0.3214839860639292], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.28571428571428564, -0.2142857142857143, 0.12026127334830915], null], [[0.35714285714285704, -0.2142857142857143, 0.04498896517941472], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.21428571428571425, 0.12026127334830915], null], [[-0.2142857142857143, 0.28571428571428564, 0.12026127334830915], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.28571428571428564, 0.22263727894446914], null], [[-0.07142857142857147, 0.35714285714285704, 0.28451791027804246], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.0714285714285714, 0.3124405567678592], null], [[-0.14285714285714288, 0.14285714285714282, 0.30003568400679487], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.35714285714285704, 0.14285714285714282, 0.1727360271803775], null], [[0.4285714285714285, 0.0714285714285714, 0.2661964561671774], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.07142857142857147, 0.31244055676785915], null], [[-0.2142857142857143, -3.700743415417188e-17, 0.3288298364730687], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.4285714285714285, -0.3571428571428571, -0.04167047068416295], null], [[-0.4285714285714285, -0.2857142857142857, -0.07117016352693135], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.5, 0.35714285714285704, 0.007410519558686659], null], [[-0.5, 0.5, 0.015057428234397287], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.5, -3.700743415417188e-17, 0.3288298364730687], null], [[-0.4285714285714285, -0.07142857142857147, 0.2661964561671773], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.07142857142857147, -0.2142857142857143, 0.31244055676785915], null], [[-0.07142857142857147, -0.14285714285714288, 0.32148398606392914], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.21428571428571425, 0.26619645616717735], null], [[-0.14285714285714288, 0.28571428571428564, 0.22263727894446914], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.14285714285714282, 0.28571428571428564, 0.2226372789444692], null], [[0.21428571428571425, 0.21428571428571425, 0.1982490296316974], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.35714285714285704, 0.04498896517941472], null], [[-0.2142857142857143, 0.4285714285714285, -0.0162905472069431], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.14285714285714288, 0.30003568400679487], null], [[-0.14285714285714288, -0.07142857142857147, 0.32148398606392914], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.28571428571428564, 0.22263727894446914], null], [[-0.07142857142857147, 0.28571428571428564, 0.30003568400679487], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.07142857142857147, -0.2142857142857143, 0.31244055676785915], null], [[-3.700743415417188e-17, -0.2857142857142857, 0.3288298364730687], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.07142857142857147, 0.4285714285714285, 0.2661964561671773], null], [[-0.07142857142857147, 0.5, 0.24543384313014174], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.14285714285714282, 0.4285714285714285, 0.1202612733483092], null], [[0.21428571428571425, 0.4285714285714285, -0.016290547206943017], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.21428571428571425, -3.700743415417188e-17, 0.3288298364730687], null], [[0.28571428571428564, 0.0714285714285714, 0.3000356840067949], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.4285714285714285, 0.14285714285714282, 0.1202612733483092], null], [[-0.4285714285714285, 0.21428571428571425, -0.016290547206943017], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.14285714285714282, 0.28571428571428564, 0.2226372789444692], null], [[0.21428571428571425, 0.28571428571428564, 0.1202612733483092], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.21428571428571425, -0.5, -0.055928223886742436], null], [[0.28571428571428564, -0.4285714285714285, -0.07117016352693134], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.07142857142857147, 0.31244055676785915], null], [[-0.14285714285714288, -0.14285714285714288, 0.30003568400679487], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.14285714285714282, -0.2142857142857143, 0.2661964561671774], null], [[0.14285714285714282, -0.14285714285714288, 0.30003568400679487], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.5, -0.2857142857142857, -0.05810599872146448], null], [[0.5, -0.2142857142857143, -0.055928223886742484], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.35714285714285704, -0.04539757817302591], null], [[-0.2142857142857143, 0.4285714285714285, -0.0162905472069431], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.35714285714285704, 0.04498896517941472], null], [[-0.14285714285714288, 0.35714285714285704, 0.17273602718037734], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.35714285714285704, 0.4285714285714285, -0.041670470684163], null], [[0.4285714285714285, 0.35714285714285704, -0.041670470684163], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.2857142857142857, 0.22263727894446914], null], [[-0.14285714285714288, -0.2142857142857143, 0.2661964561671773], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.21428571428571425, 0.21428571428571425, 0.1982490296316974], null], [[0.28571428571428564, 0.21428571428571425, 0.1202612733483092], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.14285714285714282, -0.4285714285714285, 0.1202612733483092], null], [[0.14285714285714282, -0.3571428571428571, 0.17273602718037742], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.14285714285714282, 0.21428571428571425, 0.2661964561671774], null], [[0.21428571428571425, 0.14285714285714282, 0.2661964561671774], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.21428571428571425, 0.3124405567678592], null], [[0.0714285714285714, 0.28571428571428564, 0.3000356840067949], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.21428571428571425, 0.4285714285714285, -0.016290547206943017], null], [[0.28571428571428564, 0.4285714285714285, -0.07117016352693134], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.28571428571428564, -0.2857142857142857, 0.04498896517941472], null], [[0.35714285714285704, -0.2857142857142857, -0.04539757817302591], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.2142857142857143, 0.2661964561671773], null], [[-0.14285714285714288, -0.14285714285714288, 0.30003568400679487], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.28571428571428564, -0.3571428571428571, -0.04539757817302591], null], [[0.28571428571428564, -0.2857142857142857, 0.04498896517941472], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.4285714285714285, -0.2142857142857143, -0.0162905472069431], null], [[-0.4285714285714285, -0.14285714285714288, 0.12026127334830909], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.35714285714285704, -0.07142857142857147, 0.28451791027804246], null], [[0.4285714285714285, -0.07142857142857147, 0.2661964561671773], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.0714285714285714, -3.700743415417188e-17, 0.3269840552279475], null], [[0.14285714285714282, -0.07142857142857147, 0.3214839860639292], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.2857142857142857, 0.044988965179414656], null], [[-0.2142857142857143, -0.2857142857142857, 0.12026127334830909], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.4285714285714285, 0.2661964561671774], null], [[0.0714285714285714, 0.5, 0.24543384313014188], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.35714285714285704, 0.0714285714285714, 0.2845179102780425], null], [[0.35714285714285704, 0.14285714285714282, 0.1727360271803775], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.14285714285714282, 0.22263727894446916], null], [[-0.2142857142857143, 0.14285714285714282, 0.2661964561671774], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.0714285714285714, 0.3000356840067949], null], [[-0.2142857142857143, -3.700743415417188e-17, 0.3288298364730687], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.35714285714285704, 0.35714285714285704, -0.07109209916112198], null], [[0.4285714285714285, 0.28571428571428564, -0.07117016352693134], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.2142857142857143, 0.19824902963169735], null], [[-0.14285714285714288, -0.2142857142857143, 0.2661964561671773], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -3.700743415417188e-17, 0.3288298364730687], null], [[-0.14285714285714288, -0.07142857142857147, 0.32148398606392914], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.5, 0.35714285714285704, 0.007410519558686659], null], [[-0.4285714285714285, 0.35714285714285704, -0.041670470684163], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.07142857142857147, -0.2857142857142857, 0.30003568400679487], null], [[-3.700743415417188e-17, -0.2857142857142857, 0.3288298364730687], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.3571428571428571, 0.17273602718037734], null], [[-0.07142857142857147, -0.3571428571428571, 0.28451791027804246], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.4285714285714285, -0.07117016352693135], null], [[-0.2142857142857143, -0.5, -0.055928223886742484], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.5, 0.28571428571428564, -0.05810599872146451], null], [[0.5, 0.35714285714285704, 0.007410519558686659], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.21428571428571425, 0.14285714285714282, 0.2661964561671774], null], [[0.28571428571428564, 0.0714285714285714, 0.3000356840067949], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.5, -0.055928223886742484], null], [[-0.14285714285714288, -0.5, 0.06902487698238298], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.0714285714285714, 0.3214839860639292], null], [[-0.07142857142857147, 0.0714285714285714, 0.3269840552279475], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.14285714285714288, 0.2661964561671773], null], [[-0.14285714285714288, -0.14285714285714288, 0.30003568400679487], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.21428571428571425, 0.14285714285714282, 0.2661964561671774], null], [[0.28571428571428564, 0.14285714285714282, 0.2226372789444692], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.3571428571428571, 0.14285714285714282, 0.17273602718037742], null], [[-0.3571428571428571, 0.21428571428571425, 0.04498896517941472], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -3.700743415417188e-17, 0.31971230599790335], null], [[-0.07142857142857147, -3.700743415417188e-17, 0.3269840552279475], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.3571428571428571, -0.14285714285714288, 0.17273602718037734], null], [[-0.3571428571428571, -0.07142857142857147, 0.28451791027804246], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.4285714285714285, 0.14285714285714282, 0.1202612733483092], null], [[-0.3571428571428571, 0.21428571428571425, 0.04498896517941472], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.28571428571428564, 0.12026127334830915], null], [[-0.14285714285714288, 0.35714285714285704, 0.17273602718037734], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.3571428571428571, 0.044988965179414656], null], [[-0.14285714285714288, -0.3571428571428571, 0.17273602718037734], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.0714285714285714, -3.700743415417188e-17, 0.3269840552279475], null], [[0.0714285714285714, 0.0714285714285714, 0.3269840552279475], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.3571428571428571, -3.700743415417188e-17, 0.3288298364730687], null], [[-0.2857142857142857, -3.700743415417188e-17, 0.3288298364730687], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.3571428571428571, -0.2142857142857143, 0.044988965179414656], null], [[-0.2857142857142857, -0.2857142857142857, 0.044988965179414656], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.4285714285714285, -0.07117016352693135], null], [[-0.2857142857142857, -0.3571428571428571, -0.04539757817302597], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.21428571428571425, -0.07142857142857147, 0.31244055676785915], null], [[0.28571428571428564, -3.700743415417188e-17, 0.3288298364730687], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.3571428571428571, 0.35714285714285704, -0.07109209916112198], null], [[-0.3571428571428571, 0.4285714285714285, -0.04167047068416295], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, 0.28571428571428564, 0.3288298364730687], null], [[0.0714285714285714, 0.28571428571428564, 0.3000356840067949], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.21428571428571425, 0.4285714285714285, -0.016290547206943017], null], [[0.21428571428571425, 0.5, -0.055928223886742436], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.4285714285714285, 0.0714285714285714, 0.2661964561671774], null], [[-0.3571428571428571, 0.0714285714285714, 0.2845179102780425], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.4285714285714285, 0.35714285714285704, -0.041670470684163], null], [[0.5, 0.35714285714285704, 0.007410519558686659], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.21428571428571425, 0.26619645616717735], null], [[-0.07142857142857147, 0.21428571428571425, 0.31244055676785915], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.4285714285714285, 0.12026127334830909], null], [[-0.14285714285714288, -0.3571428571428571, 0.17273602718037734], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.07142857142857147, 0.32148398606392914], null], [[-0.07142857142857147, -0.14285714285714288, 0.32148398606392914], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.21428571428571425, 0.0714285714285714, 0.3124405567678592], null], [[0.28571428571428564, 0.0714285714285714, 0.3000356840067949], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.14285714285714282, -0.2857142857142857, 0.22263727894446916], null], [[0.21428571428571425, -0.2142857142857143, 0.19824902963169738], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.5, -0.5, 0.015057428234397287], null], [[0.5, -0.3571428571428571, 0.007410519558686748], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.07142857142857147, -0.07142857142857147, 0.3269840552279475], null], [[0.0714285714285714, -0.07142857142857147, 0.3269840552279475], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.14285714285714282, 0.21428571428571425, 0.2661964561671774], null], [[0.14285714285714282, 0.28571428571428564, 0.2226372789444692], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.14285714285714282, -0.5, 0.06902487698238312], null], [[0.21428571428571425, -0.5, -0.055928223886742436], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.14285714285714282, -0.3571428571428571, 0.17273602718037742], null], [[0.21428571428571425, -0.3571428571428571, 0.04498896517941472], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.21428571428571425, -0.2142857142857143, 0.19824902963169738], null], [[0.21428571428571425, -0.14285714285714288, 0.26619645616717735], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.5, -0.3571428571428571, 0.007410519558686748], null], [[-0.4285714285714285, -0.3571428571428571, -0.04167047068416295], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.14285714285714288, 0.3214839860639292], null], [[0.14285714285714282, -0.07142857142857147, 0.3214839860639292], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.3571428571428571, 0.2845179102780425], null], [[0.14285714285714282, -0.3571428571428571, 0.17273602718037742], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.5, -0.14285714285714288, 0.06902487698238298], null], [[-0.4285714285714285, -0.2142857142857143, -0.0162905472069431], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.5, -0.2857142857142857, -0.05810599872146448], null], [[-0.4285714285714285, -0.2857142857142857, -0.07117016352693135], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.07142857142857147, 0.21428571428571425, 0.31244055676785915], null], [[-0.07142857142857147, 0.28571428571428564, 0.30003568400679487], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.0714285714285714, -3.700743415417188e-17, 0.3269840552279475], null], [[0.14285714285714282, -3.700743415417188e-17, 0.31971230599790335], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.5, 0.28571428571428564, -0.05810599872146451], null], [[-0.4285714285714285, 0.28571428571428564, -0.07117016352693134], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.35714285714285704, -0.2857142857142857, -0.04539757817302591], null], [[0.35714285714285704, -0.2142857142857143, 0.04498896517941472], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.35714285714285704, -0.5, 0.007410519558686659], null], [[0.35714285714285704, -0.4285714285714285, -0.041670470684163], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.4285714285714285, -0.07117016352693135], null], [[-0.2142857142857143, -0.4285714285714285, -0.0162905472069431], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.4285714285714285, -0.07142857142857147, 0.2661964561671773], null], [[-0.4285714285714285, -3.700743415417188e-17, 0.3288298364730687], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.14285714285714288, 0.22263727894446914], null], [[-0.2142857142857143, -0.14285714285714288, 0.2661964561671773], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.4285714285714285, 0.4285714285714285, 0.007410519558686659], null], [[0.5, 0.35714285714285704, 0.007410519558686659], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.5, 0.0714285714285714, 0.24543384313014188], null], [[0.5, 0.14285714285714282, 0.06902487698238312], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.2142857142857143, 0.19824902963169735], null], [[-0.14285714285714288, -0.2857142857142857, 0.22263727894446914], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.07142857142857147, 0.0714285714285714, 0.3269840552279475], null], [[-3.700743415417188e-17, 0.0714285714285714, 0.3269840552279475], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.07142857142857147, -0.2857142857142857, 0.30003568400679487], null], [[-3.700743415417188e-17, -0.3571428571428571, 0.3288298364730687], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.21428571428571425, 0.12026127334830915], null], [[-0.2857142857142857, 0.28571428571428564, 0.04498896517941472], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.07142857142857147, 0.30003568400679487], null], [[-0.2857142857142857, -3.700743415417188e-17, 0.3288298364730687], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.14285714285714282, 0.3214839860639292], null], [[0.14285714285714282, 0.0714285714285714, 0.3214839860639292], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.07142857142857147, -0.14285714285714288, 0.32148398606392914], null], [[-3.700743415417188e-17, -0.14285714285714288, 0.31971230599790335], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.35714285714285704, -0.04539757817302591], null], [[-0.2142857142857143, 0.35714285714285704, 0.04498896517941472], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.14285714285714288, 0.2661964561671773], null], [[-0.2142857142857143, -0.07142857142857147, 0.31244055676785915], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.0714285714285714, 0.3269840552279475], null], [[0.0714285714285714, 0.14285714285714282, 0.3214839860639292], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.4285714285714285, -0.0162905472069431], null], [[-0.14285714285714288, 0.5, 0.06902487698238298], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.14285714285714282, -0.14285714285714288, 0.30003568400679487], null], [[0.21428571428571425, -0.14285714285714288, 0.26619645616717735], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, -0.14285714285714288, 0.31971230599790335], null], [[-3.700743415417188e-17, -0.07142857142857147, 0.3269840552279475], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.3571428571428571, 0.14285714285714282, 0.17273602718037742], null], [[-0.2857142857142857, 0.21428571428571425, 0.12026127334830915], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.4285714285714285, -0.07142857142857147, 0.2661964561671773], null], [[-0.3571428571428571, -0.07142857142857147, 0.28451791027804246], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.4285714285714285, 0.28571428571428564, -0.07117016352693134], null], [[0.4285714285714285, 0.35714285714285704, -0.041670470684163], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.35714285714285704, 0.4285714285714285, -0.041670470684163], null], [[0.4285714285714285, 0.4285714285714285, 0.007410519558686659], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.4285714285714285, 0.2661964561671774], null], [[0.14285714285714282, -0.4285714285714285, 0.1202612733483092], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.07142857142857147, -0.5, 0.24543384313014174], null], [[-3.700743415417188e-17, -0.5, 0.3288298364730687], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.4285714285714285, 0.28571428571428564, -0.07117016352693134], null], [[0.5, 0.28571428571428564, -0.05810599872146451], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.3571428571428571, -3.700743415417188e-17, 0.3288298364730687], null], [[-0.2857142857142857, -0.07142857142857147, 0.30003568400679487], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.5, -0.2142857142857143, -0.055928223886742484], null], [[-0.4285714285714285, -0.2142857142857143, -0.0162905472069431], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.3571428571428571, -0.3571428571428571, -0.07109209916112198], null], [[-0.3571428571428571, -0.2857142857142857, -0.04539757817302597], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.35714285714285704, -0.3571428571428571, -0.07109209916112198], null], [[0.4285714285714285, -0.2857142857142857, -0.07117016352693135], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.07142857142857147, 0.32148398606392914], null], [[-0.14285714285714288, -3.700743415417188e-17, 0.31971230599790335], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.3571428571428571, 0.4285714285714285, -0.04167047068416295], null], [[-0.3571428571428571, 0.5, 0.007410519558686748], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.5, 0.35714285714285704, 0.007410519558686659], null], [[-0.3571428571428571, 0.5, 0.007410519558686748], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.28571428571428564, 0.12026127334830915], null], [[-0.2142857142857143, 0.35714285714285704, 0.04498896517941472], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.35714285714285704, -0.3571428571428571, -0.07109209916112198], null], [[0.35714285714285704, -0.2857142857142857, -0.04539757817302591], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, -0.4285714285714285, 0.3288298364730687], null], [[0.0714285714285714, -0.5, 0.24543384313014188], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.21428571428571425, -0.3571428571428571, 0.04498896517941472], null], [[0.28571428571428564, -0.3571428571428571, -0.04539757817302591], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.3571428571428571, 0.4285714285714285, -0.04167047068416295], null], [[-0.2857142857142857, 0.5, -0.05810599872146448], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.5, 0.0714285714285714, 0.24543384313014188], null], [[-0.4285714285714285, 0.0714285714285714, 0.2661964561671774], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.21428571428571425, 0.3124405567678592], null], [[0.14285714285714282, 0.21428571428571425, 0.2661964561671774], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.28571428571428564, 0.04498896517941472], null], [[-0.2142857142857143, 0.28571428571428564, 0.12026127334830915], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.2857142857142857, 0.3000356840067949], null], [[0.14285714285714282, -0.2857142857142857, 0.22263727894446916], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.5, -0.3571428571428571, 0.007410519558686748], null], [[-0.5, -0.2857142857142857, -0.05810599872146448], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.14285714285714282, 0.2661964561671774], null], [[-0.14285714285714288, 0.14285714285714282, 0.30003568400679487], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.5, -0.07142857142857147, 0.24543384313014174], null], [[0.5, -3.700743415417188e-17, 0.3288298364730687], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.35714285714285704, 0.21428571428571425, 0.04498896517941476], null], [[0.35714285714285704, 0.28571428571428564, -0.04539757817302586], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, -0.07142857142857147, 0.3269840552279475], null], [[0.0714285714285714, -0.07142857142857147, 0.3269840552279475], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.4285714285714285, -0.07142857142857147, 0.2661964561671773], null], [[0.5, -3.700743415417188e-17, 0.3288298364730687], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, -0.14285714285714288, 0.31971230599790335], null], [[0.0714285714285714, -0.2142857142857143, 0.3124405567678592], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.4285714285714285, -0.2857142857142857, -0.07117016352693135], null], [[-0.3571428571428571, -0.3571428571428571, -0.07109209916112198], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.28571428571428564, -0.5, -0.05810599872146451], null], [[0.28571428571428564, -0.4285714285714285, -0.07117016352693134], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.07142857142857147, 0.21428571428571425, 0.31244055676785915], null], [[-3.700743415417188e-17, 0.14285714285714282, 0.31971230599790335], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.28571428571428564, -0.2142857142857143, 0.12026127334830915], null], [[0.28571428571428564, -0.14285714285714288, 0.22263727894446914], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, -0.5, 0.3288298364730687], null], [[-3.700743415417188e-17, -0.4285714285714285, 0.3288298364730687], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, 0.14285714285714282, 0.31971230599790335], null], [[-3.700743415417188e-17, 0.21428571428571425, 0.3288298364730687], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.28571428571428564, 0.5, -0.05810599872146451], null], [[0.35714285714285704, 0.4285714285714285, -0.041670470684163], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.3571428571428571, 0.17273602718037734], null], [[-0.14285714285714288, -0.2857142857142857, 0.22263727894446914], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.3571428571428571, 0.28571428571428564, -0.04539757817302591], null], [[-0.2857142857142857, 0.35714285714285704, -0.04539757817302591], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.07142857142857147, -0.5, 0.24543384313014174], null], [[-0.07142857142857147, -0.4285714285714285, 0.2661964561671773], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.14285714285714282, 0.14285714285714282, 0.3000356840067949], null], [[0.21428571428571425, 0.0714285714285714, 0.3124405567678592], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.3571428571428571, -0.2142857142857143, 0.044988965179414656], null], [[-0.2857142857142857, -0.2142857142857143, 0.12026127334830909], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.28571428571428564, 0.3000356840067949], null], [[0.0714285714285714, 0.35714285714285704, 0.2845179102780425], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.35714285714285704, -3.700743415417188e-17, 0.3288298364730687], null], [[0.4285714285714285, 0.0714285714285714, 0.2661964561671774], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, 0.35714285714285704, 0.3288298364730687], null], [[-3.700743415417188e-17, 0.4285714285714285, 0.3288298364730687], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.07142857142857147, -0.4285714285714285, 0.2661964561671773], null], [[-3.700743415417188e-17, -0.4285714285714285, 0.3288298364730687], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.2142857142857143, 0.3124405567678592], null], [[0.0714285714285714, -0.14285714285714288, 0.3214839860639292], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.4285714285714285, -3.700743415417188e-17, 0.3288298364730687], null], [[-0.3571428571428571, -3.700743415417188e-17, 0.3288298364730687], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.3571428571428571, 0.35714285714285704, -0.07109209916112198], null], [[-0.2857142857142857, 0.4285714285714285, -0.07117016352693135], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.28571428571428564, -0.14285714285714288, 0.22263727894446914], null], [[0.35714285714285704, -0.14285714285714288, 0.17273602718037734], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.28571428571428564, 0.21428571428571425, 0.1202612733483092], null], [[0.35714285714285704, 0.14285714285714282, 0.1727360271803775], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.3571428571428571, 0.2845179102780425], null], [[0.14285714285714282, -0.2857142857142857, 0.22263727894446916], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.5, 0.14285714285714282, 0.06902487698238312], null], [[-0.4285714285714285, 0.14285714285714282, 0.1202612733483092], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.5, 0.0714285714285714, 0.24543384313014188], null], [[-0.4285714285714285, 0.14285714285714282, 0.1202612733483092], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.4285714285714285, -0.3571428571428571, -0.04167047068416295], null], [[0.4285714285714285, -0.2857142857142857, -0.07117016352693135], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.4285714285714285, -0.0162905472069431], null], [[-0.2142857142857143, 0.5, -0.055928223886742484], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.5, 0.5, 0.015057428234397287], null], [[-0.3571428571428571, 0.5, 0.007410519558686748], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.35714285714285704, -0.5, 0.007410519558686659], null], [[0.4285714285714285, -0.4285714285714285, 0.007410519558686704], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.28571428571428564, -3.700743415417188e-17, 0.3288298364730687], null], [[0.35714285714285704, 0.0714285714285714, 0.2845179102780425], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.5, -0.3571428571428571, 0.007410519558686748], null], [[-0.4285714285714285, -0.4285714285714285, 0.007410519558686748], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.2857142857142857, 0.22263727894446914], null], [[-0.07142857142857147, -0.3571428571428571, 0.28451791027804246], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.3571428571428571, -0.14285714285714288, 0.17273602718037734], null], [[-0.2857142857142857, -0.2142857142857143, 0.12026127334830909], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.35714285714285704, 0.17273602718037734], null], [[-0.07142857142857147, 0.4285714285714285, 0.2661964561671773], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.21428571428571425, 0.12026127334830915], null], [[-0.2142857142857143, 0.21428571428571425, 0.19824902963169738], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.2142857142857143, 0.2661964561671773], null], [[-0.07142857142857147, -0.2857142857142857, 0.30003568400679487], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.5, -0.5, 0.015057428234397287], null], [[-0.5, -0.3571428571428571, 0.007410519558686748], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.4285714285714285, -0.2857142857142857, -0.07117016352693135], null], [[0.4285714285714285, -0.2142857142857143, -0.0162905472069431], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.5, -0.07142857142857147, 0.24543384313014174], null], [[-0.4285714285714285, -0.14285714285714288, 0.12026127334830909], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.07142857142857147, 0.28571428571428564, 0.30003568400679487], null], [[-0.07142857142857147, 0.35714285714285704, 0.28451791027804246], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.35714285714285704, -0.14285714285714288, 0.17273602718037734], null], [[0.4285714285714285, -0.14285714285714288, 0.12026127334830909], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.35714285714285704, -3.700743415417188e-17, 0.3288298364730687], null], [[0.35714285714285704, 0.0714285714285714, 0.2845179102780425], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.4285714285714285, -3.700743415417188e-17, 0.3288298364730687], null], [[-0.4285714285714285, 0.0714285714285714, 0.2661964561671774], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.28571428571428564, 0.0714285714285714, 0.3000356840067949], null], [[0.35714285714285704, 0.0714285714285714, 0.2845179102780425], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.5, 0.35714285714285704, 0.007410519558686659], null], [[-0.4285714285714285, 0.4285714285714285, 0.007410519558686704], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.4285714285714285, -0.2142857142857143, -0.0162905472069431], null], [[-0.3571428571428571, -0.2857142857142857, -0.04539757817302597], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.14285714285714282, -0.4285714285714285, 0.1202612733483092], null], [[0.21428571428571425, -0.4285714285714285, -0.016290547206943017], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.3571428571428571, -0.07142857142857147, 0.28451791027804246], null], [[-0.2857142857142857, -0.07142857142857147, 0.30003568400679487], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.5, -0.2142857142857143, -0.055928223886742484], null], [[-0.5, -0.14285714285714288, 0.06902487698238298], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.2857142857142857, 0.3000356840067949], null], [[0.14285714285714282, -0.2142857142857143, 0.2661964561671774], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.4285714285714285, -0.0162905472069431], null], [[-0.2142857142857143, -0.3571428571428571, 0.044988965179414656], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.21428571428571425, 0.28571428571428564, 0.1202612733483092], null], [[0.28571428571428564, 0.21428571428571425, 0.1202612733483092], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -3.700743415417188e-17, 0.3288298364730687], null], [[-0.14285714285714288, -3.700743415417188e-17, 0.31971230599790335], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.3571428571428571, 0.28571428571428564, -0.04539757817302591], null], [[-0.2857142857142857, 0.28571428571428564, 0.04498896517941472], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.07142857142857147, 0.4285714285714285, 0.2661964561671773], null], [[-3.700743415417188e-17, 0.4285714285714285, 0.3288298364730687], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.07142857142857147, -0.07142857142857147, 0.3269840552279475], null], [[-3.700743415417188e-17, -0.07142857142857147, 0.3269840552279475], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.3571428571428571, -0.5, 0.007410519558686748], null], [[-0.2857142857142857, -0.5, -0.05810599872146448], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.5, 0.0714285714285714, 0.24543384313014188], null], [[-0.5, 0.14285714285714282, 0.06902487698238312], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.4285714285714285, -0.07117016352693135], null], [[-0.2857142857142857, 0.5, -0.05810599872146448], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.14285714285714282, 0.4285714285714285, 0.1202612733483092], null], [[0.14285714285714282, 0.5, 0.06902487698238312], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.28571428571428564, 0.35714285714285704, -0.04539757817302586], null], [[0.28571428571428564, 0.4285714285714285, -0.07117016352693134], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.4285714285714285, 0.21428571428571425, -0.016290547206943017], null], [[-0.3571428571428571, 0.21428571428571425, 0.04498896517941472], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -3.700743415417188e-17, 0.3288298364730687], null], [[-0.2142857142857143, -0.07142857142857147, 0.31244055676785915], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.21428571428571425, -0.2857142857142857, 0.12026127334830915], null], [[0.21428571428571425, -0.2142857142857143, 0.19824902963169738], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.21428571428571425, 0.5, -0.055928223886742436], null], [[0.28571428571428564, 0.4285714285714285, -0.07117016352693134], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.3571428571428571, 0.17273602718037734], null], [[-0.07142857142857147, -0.4285714285714285, 0.2661964561671773], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.3571428571428571, -0.2857142857142857, -0.04539757817302597], null], [[-0.3571428571428571, -0.2142857142857143, 0.044988965179414656], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.28571428571428564, -0.07142857142857147, 0.30003568400679487], null], [[0.35714285714285704, -0.07142857142857147, 0.28451791027804246], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.21428571428571425, -0.5, -0.055928223886742436], null], [[0.21428571428571425, -0.4285714285714285, -0.016290547206943017], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.4285714285714285, 0.0714285714285714, 0.2661964561671774], null], [[-0.3571428571428571, -3.700743415417188e-17, 0.3288298364730687], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.5, 0.14285714285714282, 0.06902487698238312], null], [[0.5, 0.21428571428571425, -0.055928223886742436], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.0714285714285714, 0.3124405567678592], null], [[-0.14285714285714288, -3.700743415417188e-17, 0.31971230599790335], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.4285714285714285, -0.4285714285714285, 0.007410519558686748], null], [[-0.3571428571428571, -0.5, 0.007410519558686748], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.5, -3.700743415417188e-17, 0.3288298364730687], null], [[-0.5, 0.0714285714285714, 0.24543384313014188], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.2857142857142857, 0.044988965179414656], null], [[-0.2142857142857143, -0.3571428571428571, 0.044988965179414656], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.14285714285714282, 0.35714285714285704, 0.1727360271803775], null], [[0.14285714285714282, 0.4285714285714285, 0.1202612733483092], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.28571428571428564, 0.28571428571428564, 0.04498896517941476], null], [[0.35714285714285704, 0.28571428571428564, -0.04539757817302586], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.4285714285714285, 0.21428571428571425, -0.016290547206943017], null], [[0.4285714285714285, 0.28571428571428564, -0.07117016352693134], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.3571428571428571, -0.4285714285714285, -0.04167047068416295], null], [[-0.2857142857142857, -0.5, -0.05810599872146448], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.3571428571428571, -0.4285714285714285, -0.04167047068416295], null], [[-0.3571428571428571, -0.3571428571428571, -0.07109209916112198], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.4285714285714285, 0.28571428571428564, -0.07117016352693134], null], [[-0.4285714285714285, 0.35714285714285704, -0.041670470684163], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.5, -0.05810599872146448], null], [[-0.2142857142857143, 0.5, -0.055928223886742484], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.0714285714285714, 0.3000356840067949], null], [[-0.2142857142857143, 0.0714285714285714, 0.3124405567678592], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.28571428571428564, 0.28571428571428564, 0.04498896517941476], null], [[0.28571428571428564, 0.35714285714285704, -0.04539757817302586], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.21428571428571425, 0.19824902963169738], null], [[-0.14285714285714288, 0.28571428571428564, 0.22263727894446914], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.14285714285714282, 0.22263727894446916], null], [[-0.2857142857142857, 0.21428571428571425, 0.12026127334830915], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.4285714285714285, 0.35714285714285704, -0.041670470684163], null], [[0.4285714285714285, 0.4285714285714285, 0.007410519558686659], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.28571428571428564, -0.14285714285714288, 0.22263727894446914], null], [[0.28571428571428564, -0.07142857142857147, 0.30003568400679487], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.28571428571428564, -0.3571428571428571, -0.04539757817302591], null], [[0.35714285714285704, -0.3571428571428571, -0.07109209916112198], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.3571428571428571, 0.4285714285714285, -0.04167047068416295], null], [[-0.2857142857142857, 0.4285714285714285, -0.07117016352693135], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.14285714285714282, 0.28571428571428564, 0.2226372789444692], null], [[0.14285714285714282, 0.35714285714285704, 0.1727360271803775], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, 0.0714285714285714, 0.3269840552279475], null], [[-3.700743415417188e-17, 0.14285714285714282, 0.31971230599790335], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, 0.21428571428571425, 0.3288298364730687], null], [[-3.700743415417188e-17, 0.28571428571428564, 0.3288298364730687], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.14285714285714288, 0.22263727894446914], null], [[-0.2142857142857143, -0.2142857142857143, 0.19824902963169735], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.07142857142857147, 0.5, 0.24543384313014174], null], [[-3.700743415417188e-17, 0.5, 0.3288298364730687], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.5, 0.24543384313014188], null], [[0.14285714285714282, 0.4285714285714285, 0.1202612733483092], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.21428571428571425, -0.07142857142857147, 0.31244055676785915], null], [[0.21428571428571425, -3.700743415417188e-17, 0.3288298364730687], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.0714285714285714, 0.3269840552279475], null], [[0.14285714285714282, 0.0714285714285714, 0.3214839860639292], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, -0.2142857142857143, 0.3288298364730687], null], [[0.0714285714285714, -0.2857142857142857, 0.3000356840067949], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.14285714285714282, 0.30003568400679487], null], [[-0.07142857142857147, 0.21428571428571425, 0.31244055676785915], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.07142857142857147, 0.3269840552279475], null], [[0.0714285714285714, -3.700743415417188e-17, 0.3269840552279475], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.21428571428571425, -0.4285714285714285, -0.016290547206943017], null], [[0.21428571428571425, -0.3571428571428571, 0.04498896517941472], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.3571428571428571, -3.700743415417188e-17, 0.3288298364730687], null], [[-0.3571428571428571, 0.0714285714285714, 0.2845179102780425], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.5, 0.28571428571428564, -0.05810599872146451], null], [[-0.4285714285714285, 0.35714285714285704, -0.041670470684163], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.21428571428571425, -0.2857142857142857, 0.12026127334830915], null], [[0.28571428571428564, -0.2857142857142857, 0.04498896517941472], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.14285714285714282, -3.700743415417188e-17, 0.31971230599790335], null], [[0.14285714285714282, 0.0714285714285714, 0.3214839860639292], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.5, -0.14285714285714288, 0.06902487698238298], null], [[0.5, -0.07142857142857147, 0.24543384313014174], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.14285714285714282, 0.30003568400679487], null], [[-0.07142857142857147, 0.14285714285714282, 0.3214839860639292], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.21428571428571425, -0.14285714285714288, 0.26619645616717735], null], [[0.21428571428571425, -0.07142857142857147, 0.31244055676785915], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.4285714285714285, -0.14285714285714288, 0.12026127334830909], null], [[0.5, -0.14285714285714288, 0.06902487698238298], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.3571428571428571, -0.04539757817302597], null], [[-0.2142857142857143, -0.3571428571428571, 0.044988965179414656], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, -0.14285714285714288, 0.31971230599790335], null], [[0.0714285714285714, -0.14285714285714288, 0.3214839860639292], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.4285714285714285, -0.3571428571428571, -0.04167047068416295], null], [[0.5, -0.2857142857142857, -0.05810599872146448], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.35714285714285704, -3.700743415417188e-17, 0.3288298364730687], null], [[0.4285714285714285, -3.700743415417188e-17, 0.3288298364730687], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.07142857142857147, 0.0714285714285714, 0.3269840552279475], null], [[0.0714285714285714, -0.07142857142857147, 0.3269840552279475], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.3571428571428571, -0.2142857142857143, 0.044988965179414656], null], [[-0.3571428571428571, -0.14285714285714288, 0.17273602718037734], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.28571428571428564, -0.5, -0.05810599872146451], null], [[0.35714285714285704, -0.4285714285714285, -0.041670470684163], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.4285714285714285, -0.3571428571428571, -0.04167047068416295], null], [[-0.3571428571428571, -0.4285714285714285, -0.04167047068416295], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.3571428571428571, 0.0714285714285714, 0.2845179102780425], null], [[-0.2857142857142857, -3.700743415417188e-17, 0.3288298364730687], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.35714285714285704, -0.04539757817302591], null], [[-0.2857142857142857, 0.4285714285714285, -0.07117016352693135], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.21428571428571425, -3.700743415417188e-17, 0.3288298364730687], null], [[0.28571428571428564, -3.700743415417188e-17, 0.3288298364730687], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.5, 0.21428571428571425, -0.055928223886742436], null], [[-0.4285714285714285, 0.28571428571428564, -0.07117016352693134], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -3.700743415417188e-17, 0.31971230599790335], null], [[-0.14285714285714288, 0.0714285714285714, 0.3214839860639292], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.4285714285714285, 0.12026127334830909], null], [[-0.07142857142857147, -0.4285714285714285, 0.2661964561671773], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, 0.14285714285714282, 0.31971230599790335], null], [[0.0714285714285714, 0.14285714285714282, 0.3214839860639292], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.0714285714285714, 0.3214839860639292], null], [[-0.14285714285714288, 0.14285714285714282, 0.30003568400679487], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, -0.4285714285714285, 0.3288298364730687], null], [[-3.700743415417188e-17, -0.3571428571428571, 0.3288298364730687], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.28571428571428564, 0.4285714285714285, -0.07117016352693134], null], [[0.35714285714285704, 0.4285714285714285, -0.041670470684163], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, -0.2857142857142857, 0.3288298364730687], null], [[0.0714285714285714, -0.2857142857142857, 0.3000356840067949], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.4285714285714285, -0.4285714285714285, 0.007410519558686704], null], [[0.5, -0.3571428571428571, 0.007410519558686748], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.14285714285714282, 0.35714285714285704, 0.1727360271803775], null], [[0.21428571428571425, 0.35714285714285704, 0.04498896517941476], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.28571428571428564, 0.14285714285714282, 0.2226372789444692], null], [[0.35714285714285704, 0.0714285714285714, 0.2845179102780425], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.14285714285714282, 0.5, 0.06902487698238312], null], [[0.21428571428571425, 0.4285714285714285, -0.016290547206943017], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.4285714285714285, 0.0714285714285714, 0.2661964561671774], null], [[-0.4285714285714285, 0.14285714285714282, 0.1202612733483092], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.5, 0.06902487698238298], null], [[-0.14285714285714288, -0.4285714285714285, 0.12026127334830909], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.0714285714285714, 0.3124405567678592], null], [[-0.2142857142857143, 0.14285714285714282, 0.2661964561671774], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.5, 0.06902487698238298], null], [[-0.07142857142857147, -0.5, 0.24543384313014174], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.35714285714285704, -0.4285714285714285, -0.041670470684163], null], [[0.4285714285714285, -0.4285714285714285, 0.007410519558686704], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.5, 0.14285714285714282, 0.06902487698238312], null], [[-0.5, 0.21428571428571425, -0.055928223886742436], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.5, -0.5, 0.015057428234397287], null], [[-0.3571428571428571, -0.5, 0.007410519558686748], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.4285714285714285, -0.14285714285714288, 0.12026127334830909], null], [[-0.3571428571428571, -0.14285714285714288, 0.17273602718037734], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.5, 0.21428571428571425, -0.055928223886742436], null], [[0.5, 0.28571428571428564, -0.05810599872146451], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.0714285714285714, 0.3269840552279475], null], [[0.14285714285714282, -3.700743415417188e-17, 0.31971230599790335], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.14285714285714288, 0.2661964561671773], null], [[-0.14285714285714288, -0.2142857142857143, 0.2661964561671773], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.21428571428571425, -0.3571428571428571, 0.04498896517941472], null], [[0.21428571428571425, -0.2857142857142857, 0.12026127334830915], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, 0.5, 0.3288298364730687], null], [[0.0714285714285714, 0.5, 0.24543384313014188], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.4285714285714285, 0.21428571428571425, -0.016290547206943017], null], [[-0.3571428571428571, 0.28571428571428564, -0.04539757817302591], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.35714285714285704, 0.04498896517941472], null], [[-0.14285714285714288, 0.4285714285714285, 0.12026127334830909], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.07142857142857147, -0.07142857142857147, 0.3269840552279475], null], [[-3.700743415417188e-17, -0.14285714285714288, 0.31971230599790335], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.4285714285714285, -0.4285714285714285, 0.007410519558686704], null], [[0.4285714285714285, -0.3571428571428571, -0.04167047068416295], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.5, 0.24543384313014188], null], [[0.14285714285714282, -0.4285714285714285, 0.1202612733483092], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.5, -0.2857142857142857, -0.05810599872146448], null], [[-0.4285714285714285, -0.3571428571428571, -0.04167047068416295], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.4285714285714285, 0.35714285714285704, -0.041670470684163], null], [[-0.3571428571428571, 0.4285714285714285, -0.04167047068416295], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.4285714285714285, 0.14285714285714282, 0.1202612733483092], null], [[0.5, 0.0714285714285714, 0.24543384313014188], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.5, -0.055928223886742484], null], [[-0.14285714285714288, 0.5, 0.06902487698238298], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, 0.4285714285714285, 0.3288298364730687], null], [[0.0714285714285714, 0.5, 0.24543384313014188], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.3571428571428571, -0.3571428571428571, -0.07109209916112198], null], [[-0.2857142857142857, -0.3571428571428571, -0.04539757817302597], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.4285714285714285, -0.2142857142857143, -0.0162905472069431], null], [[-0.3571428571428571, -0.2142857142857143, 0.044988965179414656], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.3571428571428571, 0.21428571428571425, 0.04498896517941472], null], [[-0.2857142857142857, 0.21428571428571425, 0.12026127334830915], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.07142857142857147, -0.2857142857142857, 0.30003568400679487], null], [[-0.07142857142857147, -0.2142857142857143, 0.31244055676785915], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.14285714285714282, 0.30003568400679487], null], [[-0.14285714285714288, 0.21428571428571425, 0.26619645616717735], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.2857142857142857, 0.12026127334830909], null], [[-0.2142857142857143, -0.2142857142857143, 0.19824902963169735], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.14285714285714282, 0.14285714285714282, 0.3000356840067949], null], [[0.14285714285714282, 0.21428571428571425, 0.2661964561671774], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.3571428571428571, 0.14285714285714282, 0.17273602718037742], null], [[-0.2857142857142857, 0.14285714285714282, 0.22263727894446916], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.3571428571428571, 0.35714285714285704, -0.07109209916112198], null], [[-0.2857142857142857, 0.35714285714285704, -0.04539757817302591], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.28571428571428564, -0.4285714285714285, -0.07117016352693134], null], [[0.35714285714285704, -0.3571428571428571, -0.07109209916112198], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.4285714285714285, 0.14285714285714282, 0.1202612733483092], null], [[0.4285714285714285, 0.21428571428571425, -0.016290547206943017], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.14285714285714282, 0.0714285714285714, 0.3214839860639292], null], [[0.21428571428571425, -3.700743415417188e-17, 0.3288298364730687], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.07142857142857147, 0.14285714285714282, 0.3214839860639292], null], [[-3.700743415417188e-17, 0.14285714285714282, 0.31971230599790335], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.28571428571428564, 0.35714285714285704, -0.04539757817302586], null], [[0.35714285714285704, 0.35714285714285704, -0.07109209916112198], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.21428571428571425, -0.07142857142857147, 0.31244055676785915], null], [[0.28571428571428564, -0.07142857142857147, 0.30003568400679487], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.4285714285714285, -3.700743415417188e-17, 0.3288298364730687], null], [[0.4285714285714285, 0.0714285714285714, 0.2661964561671774], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.21428571428571425, 0.4285714285714285, -0.016290547206943017], null], [[0.28571428571428564, 0.35714285714285704, -0.04539757817302586], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.21428571428571425, 0.28571428571428564, 0.1202612733483092], null], [[0.28571428571428564, 0.28571428571428564, 0.04498896517941476], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.5, -0.14285714285714288, 0.06902487698238298], null], [[-0.5, -0.07142857142857147, 0.24543384313014174], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, -0.2142857142857143, 0.3288298364730687], null], [[0.0714285714285714, -0.2142857142857143, 0.3124405567678592], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.14285714285714282, -3.700743415417188e-17, 0.31971230599790335], null], [[0.21428571428571425, -0.07142857142857147, 0.31244055676785915], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.3571428571428571, 0.0714285714285714, 0.2845179102780425], null], [[-0.2857142857142857, 0.0714285714285714, 0.3000356840067949], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.35714285714285704, -0.5, 0.007410519558686659], null], [[0.5, -0.5, 0.015057428234397287], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.07142857142857147, -0.2142857142857143, 0.31244055676785915], null], [[-3.700743415417188e-17, -0.2142857142857143, 0.3288298364730687], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.28571428571428564, -3.700743415417188e-17, 0.3288298364730687], null], [[0.35714285714285704, -3.700743415417188e-17, 0.3288298364730687], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.21428571428571425, 0.3124405567678592], null], [[0.14285714285714282, 0.14285714285714282, 0.3000356840067949], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.28571428571428564, -0.4285714285714285, -0.07117016352693134], null], [[0.28571428571428564, -0.3571428571428571, -0.04539757817302591], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.21428571428571425, -0.3571428571428571, 0.04498896517941472], null], [[0.28571428571428564, -0.2857142857142857, 0.04498896517941472], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.35714285714285704, 0.2845179102780425], null], [[0.14285714285714282, 0.28571428571428564, 0.2226372789444692], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.07142857142857147, -0.3571428571428571, 0.28451791027804246], null], [[-0.07142857142857147, -0.2857142857142857, 0.30003568400679487], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -3.700743415417188e-17, 0.3288298364730687], null], [[-0.2142857142857143, 0.0714285714285714, 0.3124405567678592], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.5, -0.05810599872146448], null], [[-0.2142857142857143, -0.5, -0.055928223886742484], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.14285714285714282, 0.2661964561671774], null], [[-0.14285714285714288, 0.21428571428571425, 0.26619645616717735], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.2142857142857143, 0.12026127334830909], null], [[-0.2142857142857143, -0.2857142857142857, 0.12026127334830909], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -3.700743415417188e-17, 0.3288298364730687], null], [[-0.2142857142857143, -3.700743415417188e-17, 0.3288298364730687], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.14285714285714282, 0.0714285714285714, 0.3214839860639292], null], [[0.21428571428571425, 0.0714285714285714, 0.3124405567678592], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.35714285714285704, 0.28571428571428564, -0.04539757817302586], null], [[0.4285714285714285, 0.28571428571428564, -0.07117016352693134], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.21428571428571425, -0.2142857142857143, 0.19824902963169738], null], [[0.28571428571428564, -0.14285714285714288, 0.22263727894446914], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.4285714285714285, 0.35714285714285704, -0.041670470684163], null], [[-0.4285714285714285, 0.4285714285714285, 0.007410519558686704], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.21428571428571425, 0.35714285714285704, 0.04498896517941476], null], [[0.28571428571428564, 0.35714285714285704, -0.04539757817302586], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.4285714285714285, -0.07142857142857147, 0.2661964561671773], null], [[-0.3571428571428571, -0.14285714285714288, 0.17273602718037734], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.3571428571428571, 0.044988965179414656], null], [[-0.2142857142857143, -0.2857142857142857, 0.12026127334830909], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.35714285714285704, 0.14285714285714282, 0.1727360271803775], null], [[0.4285714285714285, 0.14285714285714282, 0.1202612733483092], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.4285714285714285, 0.4285714285714285, 0.007410519558686704], null], [[-0.3571428571428571, 0.5, 0.007410519558686748], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.4285714285714285, -0.14285714285714288, 0.12026127334830909], null], [[-0.4285714285714285, -0.07142857142857147, 0.2661964561671773], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.35714285714285704, -0.2857142857142857, -0.04539757817302591], null], [[0.4285714285714285, -0.2142857142857143, -0.0162905472069431], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.0714285714285714, 0.3000356840067949], null], [[-0.2857142857142857, 0.14285714285714282, 0.22263727894446916], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.3571428571428571, 0.0714285714285714, 0.2845179102780425], null], [[-0.2857142857142857, 0.14285714285714282, 0.22263727894446916], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.4285714285714285, 0.35714285714285704, -0.041670470684163], null], [[0.5, 0.28571428571428564, -0.05810599872146451], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.28571428571428564, -0.07142857142857147, 0.30003568400679487], null], [[0.28571428571428564, -3.700743415417188e-17, 0.3288298364730687], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.07142857142857147, -0.07142857142857147, 0.3269840552279475], null], [[-0.07142857142857147, -3.700743415417188e-17, 0.3269840552279475], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.4285714285714285, -0.2857142857142857, -0.07117016352693135], null], [[0.5, -0.2142857142857143, -0.055928223886742484], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.21428571428571425, 0.19824902963169738], null], [[-0.14285714285714288, 0.21428571428571425, 0.26619645616717735], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.35714285714285704, -0.3571428571428571, -0.07109209916112198], null], [[0.4285714285714285, -0.3571428571428571, -0.04167047068416295], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.4285714285714285, -0.4285714285714285, 0.007410519558686748], null], [[-0.4285714285714285, -0.3571428571428571, -0.04167047068416295], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, -0.3571428571428571, 0.3288298364730687], null], [[0.0714285714285714, -0.4285714285714285, 0.2661964561671774], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.28571428571428564, 0.22263727894446914], null], [[-0.14285714285714288, 0.35714285714285704, 0.17273602718037734], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, 0.0714285714285714, 0.3269840552279475], null], [[0.0714285714285714, 0.0714285714285714, 0.3269840552279475], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.21428571428571425, -0.5, -0.055928223886742436], null], [[0.28571428571428564, -0.5, -0.05810599872146451], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.28571428571428564, -0.2857142857142857, 0.04498896517941472], null], [[0.28571428571428564, -0.2142857142857143, 0.12026127334830915], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.4285714285714285, -0.14285714285714288, 0.12026127334830909], null], [[-0.3571428571428571, -0.2142857142857143, 0.044988965179414656], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.07142857142857147, -0.14285714285714288, 0.32148398606392914], null], [[-3.700743415417188e-17, -0.2142857142857143, 0.3288298364730687], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.3571428571428571, -0.2857142857142857, -0.04539757817302597], null], [[-0.2857142857142857, -0.2857142857142857, 0.044988965179414656], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.4285714285714285, 0.21428571428571425, -0.016290547206943017], null], [[0.5, 0.21428571428571425, -0.055928223886742436], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.3571428571428571, 0.21428571428571425, 0.04498896517941472], null], [[-0.2857142857142857, 0.28571428571428564, 0.04498896517941472], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.3571428571428571, -0.04539757817302597], null], [[-0.2142857142857143, -0.4285714285714285, -0.0162905472069431], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.07142857142857147, 0.30003568400679487], null], [[-0.2142857142857143, -0.07142857142857147, 0.31244055676785915], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.2857142857142857, 0.22263727894446914], null], [[-0.07142857142857147, -0.2857142857142857, 0.30003568400679487], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.14285714285714282, -3.700743415417188e-17, 0.31971230599790335], null], [[0.21428571428571425, -3.700743415417188e-17, 0.3288298364730687], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.2857142857142857, 0.12026127334830909], null], [[-0.14285714285714288, -0.3571428571428571, 0.17273602718037734], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.28571428571428564, 0.4285714285714285, -0.07117016352693134], null], [[0.28571428571428564, 0.5, -0.05810599872146451], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.2142857142857143, 0.19824902963169735], null], [[-0.2142857142857143, -0.14285714285714288, 0.2661964561671773], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.21428571428571425, -0.14285714285714288, 0.26619645616717735], null], [[0.28571428571428564, -0.07142857142857147, 0.30003568400679487], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.14285714285714282, 0.4285714285714285, 0.1202612733483092], null], [[0.21428571428571425, 0.35714285714285704, 0.04498896517941476], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.4285714285714285, 0.4285714285714285, 0.007410519558686704], null], [[-0.3571428571428571, 0.4285714285714285, -0.04167047068416295], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.28571428571428564, -0.2857142857142857, 0.04498896517941472], null], [[0.35714285714285704, -0.2142857142857143, 0.04498896517941472], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, -0.5, 0.3288298364730687], null], [[0.0714285714285714, -0.5, 0.24543384313014188], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.21428571428571425, -0.2142857142857143, 0.19824902963169738], null], [[0.28571428571428564, -0.2142857142857143, 0.12026127334830915], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.14285714285714282, -0.4285714285714285, 0.1202612733483092], null], [[0.21428571428571425, -0.3571428571428571, 0.04498896517941472], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.28571428571428564, -0.5, -0.05810599872146451], null], [[0.35714285714285704, -0.5, 0.007410519558686659], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.14285714285714282, -0.3571428571428571, 0.17273602718037742], null], [[0.21428571428571425, -0.2857142857142857, 0.12026127334830915], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.4285714285714285, 0.35714285714285704, -0.041670470684163], null], [[-0.3571428571428571, 0.35714285714285704, -0.07109209916112198], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.35714285714285704, 0.2845179102780425], null], [[0.14285714285714282, 0.35714285714285704, 0.1727360271803775], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.07142857142857147, 0.0714285714285714, 0.3269840552279475], null], [[-0.07142857142857147, 0.14285714285714282, 0.3214839860639292], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, -0.2142857142857143, 0.3288298364730687], null], [[-3.700743415417188e-17, -0.14285714285714288, 0.31971230599790335], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.3571428571428571, 0.044988965179414656], null], [[-0.14285714285714288, -0.4285714285714285, 0.12026127334830909], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.3571428571428571, 0.2845179102780425], null], [[0.0714285714285714, -0.2857142857142857, 0.3000356840067949], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.28571428571428564, 0.04498896517941472], null], [[-0.2857142857142857, 0.35714285714285704, -0.04539757817302591], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.35714285714285704, 0.5, 0.007410519558686659], null], [[0.5, 0.35714285714285704, 0.007410519558686659], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.21428571428571425, -0.4285714285714285, -0.016290547206943017], null], [[0.28571428571428564, -0.3571428571428571, -0.04539757817302591], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.07142857142857147, -0.4285714285714285, 0.2661964561671773], null], [[-3.700743415417188e-17, -0.5, 0.3288298364730687], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.07142857142857147, 0.35714285714285704, 0.28451791027804246], null], [[-3.700743415417188e-17, 0.35714285714285704, 0.3288298364730687], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.4285714285714285, -0.07142857142857147, 0.2661964561671773], null], [[0.4285714285714285, -3.700743415417188e-17, 0.3288298364730687], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.14285714285714282, 0.14285714285714282, 0.3000356840067949], null], [[0.21428571428571425, 0.14285714285714282, 0.2661964561671774], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.07142857142857147, 0.21428571428571425, 0.31244055676785915], null], [[-3.700743415417188e-17, 0.28571428571428564, 0.3288298364730687], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.07142857142857147, 0.35714285714285704, 0.28451791027804246], null], [[-0.07142857142857147, 0.4285714285714285, 0.2661964561671773], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.5, -0.3571428571428571, 0.007410519558686748], null], [[0.5, -0.2857142857142857, -0.05810599872146448], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -0.4285714285714285, 0.12026127334830909], null], [[-0.07142857142857147, -0.5, 0.24543384313014174], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.4285714285714285, -0.3571428571428571, -0.04167047068416295], null], [[0.5, -0.3571428571428571, 0.007410519558686748], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.5, -3.700743415417188e-17, 0.3288298364730687], null], [[0.5, 0.0714285714285714, 0.24543384313014188], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.14285714285714282, 0.3214839860639292], null], [[0.14285714285714282, 0.14285714285714282, 0.3000356840067949], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.4285714285714285, 0.12026127334830909], null], [[-0.07142857142857147, 0.4285714285714285, 0.2661964561671773], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.21428571428571425, 0.19824902963169738], null], [[-0.2142857142857143, 0.28571428571428564, 0.12026127334830915], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.4285714285714285, 0.21428571428571425, -0.016290547206943017], null], [[-0.4285714285714285, 0.28571428571428564, -0.07117016352693134], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.4285714285714285, 0.28571428571428564, -0.07117016352693134], null], [[0.5, 0.21428571428571425, -0.055928223886742436], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.35714285714285704, -0.5, 0.007410519558686659], null], [[0.5, -0.3571428571428571, 0.007410519558686748], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, -0.4285714285714285, 0.3288298364730687], null], [[0.0714285714285714, -0.4285714285714285, 0.2661964561671774], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.4285714285714285, 0.28571428571428564, -0.07117016352693134], null], [[-0.3571428571428571, 0.35714285714285704, -0.07109209916112198], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.28571428571428564, 0.12026127334830915], null], [[-0.14285714285714288, 0.28571428571428564, 0.22263727894446914], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.28571428571428564, 0.28571428571428564, 0.04498896517941476], null], [[0.35714285714285704, 0.21428571428571425, 0.04498896517941476], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2142857142857143, 0.4285714285714285, -0.0162905472069431], null], [[-0.14285714285714288, 0.4285714285714285, 0.12026127334830909], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.4285714285714285, -0.4285714285714285, 0.007410519558686748], null], [[-0.3571428571428571, -0.4285714285714285, -0.04167047068416295], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.35714285714285704, 0.21428571428571425, 0.04498896517941476], null], [[0.4285714285714285, 0.21428571428571425, -0.016290547206943017], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.07142857142857147, 0.0714285714285714, 0.3269840552279475], null], [[0.0714285714285714, 0.0714285714285714, 0.3269840552279475], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.21428571428571425, 0.21428571428571425, 0.1982490296316974], null], [[0.28571428571428564, 0.14285714285714282, 0.2226372789444692], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.35714285714285704, -0.07142857142857147, 0.28451791027804246], null], [[0.4285714285714285, -3.700743415417188e-17, 0.3288298364730687], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.3571428571428571, -0.04539757817302597], null], [[-0.2857142857142857, -0.2857142857142857, 0.044988965179414656], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, -0.07142857142857147, 0.3269840552279475], null], [[0.0714285714285714, -0.14285714285714288, 0.3214839860639292], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.3571428571428571, 0.5, 0.007410519558686748], null], [[-0.2857142857142857, 0.5, -0.05810599872146448], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.4285714285714285, 0.12026127334830909], null], [[-0.07142857142857147, 0.5, 0.24543384313014174], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -3.700743415417188e-17, 0.3288298364730687], null], [[-0.2857142857142857, 0.0714285714285714, 0.3000356840067949], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.4285714285714285, -0.2857142857142857, -0.07117016352693135], null], [[-0.3571428571428571, -0.2857142857142857, -0.04539757817302597], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.2142857142857143, 0.3124405567678592], null], [[0.14285714285714282, -0.2142857142857143, 0.2661964561671774], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.21428571428571425, 0.14285714285714282, 0.2661964561671774], null], [[0.21428571428571425, 0.21428571428571425, 0.1982490296316974], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.5, -0.07142857142857147, 0.24543384313014174], null], [[-0.5, -3.700743415417188e-17, 0.3288298364730687], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.4285714285714285, -0.07142857142857147, 0.2661964561671773], null], [[0.5, -0.07142857142857147, 0.24543384313014174], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.5, -0.2857142857142857, -0.05810599872146448], null], [[-0.5, -0.2142857142857143, -0.055928223886742484], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.3571428571428571, -0.4285714285714285, -0.04167047068416295], null], [[-0.2857142857142857, -0.4285714285714285, -0.07117016352693135], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.28571428571428564, 0.21428571428571425, 0.1202612733483092], null], [[0.35714285714285704, 0.21428571428571425, 0.04498896517941476], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.2857142857142857, 0.3000356840067949], null], [[0.0714285714285714, -0.2142857142857143, 0.3124405567678592], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.28571428571428564, 0.3000356840067949], null], [[0.14285714285714282, 0.21428571428571425, 0.2661964561671774], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.14285714285714288, -3.700743415417188e-17, 0.31971230599790335], null], [[-0.07142857142857147, -0.07142857142857147, 0.3269840552279475], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.14285714285714282, -0.14285714285714288, 0.30003568400679487], null], [[0.14285714285714282, -0.07142857142857147, 0.3214839860639292], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.14285714285714282, -0.3571428571428571, 0.17273602718037742], null], [[0.14285714285714282, -0.2857142857142857, 0.22263727894446916], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.0714285714285714, 0.4285714285714285, 0.2661964561671774], null], [[0.14285714285714282, 0.35714285714285704, 0.1727360271803775], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.5, -0.07142857142857147, 0.24543384313014174], null], [[-0.4285714285714285, -0.07142857142857147, 0.2661964561671773], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, 0.14285714285714282, 0.31971230599790335], null], [[0.0714285714285714, 0.0714285714285714, 0.3269840552279475], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.4285714285714285, -0.2857142857142857, -0.07117016352693135], null], [[-0.4285714285714285, -0.2142857142857143, -0.0162905472069431], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.35714285714285704, -0.14285714285714288, 0.17273602718037734], null], [[0.4285714285714285, -0.07142857142857147, 0.2661964561671773], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.35714285714285704, 0.35714285714285704, -0.07109209916112198], null], [[0.35714285714285704, 0.4285714285714285, -0.041670470684163], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.35714285714285704, -0.2142857142857143, 0.04498896517941472], null], [[0.4285714285714285, -0.14285714285714288, 0.12026127334830909], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.07142857142857147, 0.28571428571428564, 0.30003568400679487], null], [[-3.700743415417188e-17, 0.35714285714285704, 0.3288298364730687], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.28571428571428564, 0.14285714285714282, 0.2226372789444692], null], [[0.28571428571428564, 0.21428571428571425, 0.1202612733483092], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.07142857142857147, -0.07142857142857147, 0.3269840552279475], null], [[-0.07142857142857147, 0.0714285714285714, 0.3269840552279475], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.14285714285714288, 0.4285714285714285, 0.12026127334830909], null], [[-0.14285714285714288, 0.5, 0.06902487698238298], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.07142857142857147, -0.4285714285714285, 0.2661964561671773], null], [[-0.07142857142857147, -0.3571428571428571, 0.28451791027804246], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.07142857142857147, 0.30003568400679487], null], [[-0.2142857142857143, -0.14285714285714288, 0.2661964561671773], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.35714285714285704, -0.2142857142857143, 0.04498896517941472], null], [[0.4285714285714285, -0.2142857142857143, -0.0162905472069431], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.3571428571428571, -0.3571428571428571, -0.07109209916112198], null], [[-0.2857142857142857, -0.4285714285714285, -0.07117016352693135], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.07142857142857147, -0.3571428571428571, 0.28451791027804246], null], [[-3.700743415417188e-17, -0.3571428571428571, 0.3288298364730687], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.14285714285714282, 0.5, 0.06902487698238312], null], [[0.21428571428571425, 0.5, -0.055928223886742436], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.5, 0.21428571428571425, -0.055928223886742436], null], [[-0.4285714285714285, 0.21428571428571425, -0.016290547206943017], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2857142857142857, -0.2857142857142857, 0.044988965179414656], null], [[-0.2857142857142857, -0.2142857142857143, 0.12026127334830909], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.07142857142857147, -0.3571428571428571, 0.28451791027804246], null], [[-3.700743415417188e-17, -0.4285714285714285, 0.3288298364730687], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.4285714285714285, -0.0162905472069431], null], [[-0.14285714285714288, -0.4285714285714285, 0.12026127334830909], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2142857142857143, -0.5, -0.055928223886742484], null], [[-0.2142857142857143, -0.4285714285714285, -0.0162905472069431], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, -0.2857142857142857, 0.3288298364730687], null], [[-3.700743415417188e-17, -0.2142857142857143, 0.3288298364730687], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.21428571428571425, -3.700743415417188e-17, 0.3288298364730687], null], [[0.21428571428571425, 0.0714285714285714, 0.3124405567678592], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.3571428571428571, -0.07142857142857147, 0.28451791027804246], null], [[-0.3571428571428571, -3.700743415417188e-17, 0.3288298364730687], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.28571428571428564, -0.14285714285714288, 0.22263727894446914], null], [[0.35714285714285704, -0.07142857142857147, 0.28451791027804246], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.21428571428571425, -0.4285714285714285, -0.016290547206943017], null], [[0.28571428571428564, -0.4285714285714285, -0.07117016352693134], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.5, 0.0714285714285714, 0.24543384313014188], null], [[-0.4285714285714285, -3.700743415417188e-17, 0.3288298364730687], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.28571428571428564, 0.35714285714285704, -0.04539757817302586], null], [[0.35714285714285704, 0.28571428571428564, -0.04539757817302586], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.5, 0.21428571428571425, -0.055928223886742436], null], [[-0.5, 0.28571428571428564, -0.05810599872146451], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.4285714285714285, -0.2857142857142857, -0.07117016352693135], null], [[0.5, -0.2857142857142857, -0.05810599872146448], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.3571428571428571, -0.2857142857142857, -0.04539757817302597], null], [[-0.2857142857142857, -0.3571428571428571, -0.04539757817302597], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.0714285714285714, -0.14285714285714288, 0.3214839860639292], null], [[0.14285714285714282, -0.14285714285714288, 0.30003568400679487], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.35714285714285704, -0.07142857142857147, 0.28451791027804246], null], [[0.35714285714285704, -3.700743415417188e-17, 0.3288298364730687], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, 0.4285714285714285, 0.3288298364730687], null], [[-3.700743415417188e-17, 0.5, 0.3288298364730687], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.14285714285714282, -0.07142857142857147, 0.3214839860639292], null], [[0.14285714285714282, -3.700743415417188e-17, 0.31971230599790335], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, 0.21428571428571425, 0.3288298364730687], null], [[0.0714285714285714, 0.28571428571428564, 0.3000356840067949], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.14285714285714282, 0.0714285714285714, 0.3214839860639292], null], [[0.14285714285714282, 0.14285714285714282, 0.3000356840067949], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-3.700743415417188e-17, 0.35714285714285704, 0.3288298364730687], null], [[0.0714285714285714, 0.35714285714285704, 0.2845179102780425], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.4285714285714285, -0.07117016352693135], null], [[-0.2142857142857143, 0.4285714285714285, -0.0162905472069431], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.2857142857142857, 0.28571428571428564, 0.04498896517941472], null], [[-0.2142857142857143, 0.35714285714285704, 0.04498896517941472], null]], &quot;color&quot;: [0, 0, 0, 1]}], &quot;axes&quot;: {&quot;hasaxes&quot;: [true, true, true], &quot;ticks&quot;: [[[-0.5, -0.3333333333333333, -0.16666666666666666, 0.0, 0.16666666666666666, 0.3333333333333333, 0.5], [-0.4666666666666667, -0.43333333333333335, -0.4, -0.3666666666666667, -0.3, -0.26666666666666666, -0.23333333333333334, -0.2, -0.13333333333333333, -0.1, -0.06666666666666667, -0.03333333333333333, 0.03333333333333333, 0.06666666666666667, 0.1, 0.13333333333333333, 0.2, 0.23333333333333334, 0.26666666666666666, 0.3, 0.3666666666666667, 0.4, 0.43333333333333335, 0.4666666666666667], [&quot;-3&quot;, &quot;-2&quot;, &quot;-1&quot;, &quot;0&quot;, &quot;1&quot;, &quot;2&quot;, &quot;3&quot;]], [[-0.5, -0.3333333333333333, -0.16666666666666666, 0.0, 0.16666666666666666, 0.3333333333333333, 0.5], [-0.4666666666666667, -0.43333333333333335, -0.4, -0.3666666666666667, -0.3, -0.26666666666666666, -0.23333333333333334, -0.2, -0.13333333333333333, -0.1, -0.06666666666666667, -0.03333333333333333, 0.03333333333333333, 0.06666666666666667, 0.1, 0.13333333333333333, 0.2, 0.23333333333333334, 0.26666666666666666, 0.3, 0.3666666666666667, 0.4, 0.43333333333333335, 0.4666666666666667], [&quot;-3&quot;, &quot;-2&quot;, &quot;-1&quot;, &quot;0&quot;, &quot;1&quot;, &quot;2&quot;, &quot;3&quot;]], [[-0.06576596729461374, 0.0, 0.06576596729461374, 0.1315319345892275, 0.19729790188384125, 0.263063869178455, 0.3288298364730687], [-0.04932447547096031, -0.03288298364730687, -0.016441491823653436, 0.016441491823653436, 0.03288298364730687, 0.04932447547096031, 0.08220745911826717, 0.09864895094192062, 0.11509044276557405, 0.14797342641288092, 0.16441491823653434, 0.1808564100601878, 0.21373939370749465, 0.2301808855311481, 0.24662237735480153, 0.27950536100210843, 0.29594685282576183, 0.3123883446494153], [&quot;-0.2&quot;, &quot;0&quot;, &quot;0.2&quot;, &quot;0.4&quot;, &quot;0.6&quot;, &quot;0.8&quot;, &quot;1&quot;]]]}, &quot;extent&quot;: {&quot;xmin&quot;: -0.5, &quot;xmax&quot;: 0.5, &quot;ymin&quot;: -0.5, &quot;ymax&quot;: 0.5, &quot;zmin&quot;: -0.07117016352693135, &quot;zmax&quot;: 0.3288298364730687}, &quot;lighting&quot;: [{&quot;type&quot;: &quot;Ambient&quot;, &quot;color&quot;: [0.3, 0.2, 0.4]}, {&quot;type&quot;: &quot;Directional&quot;, &quot;color&quot;: [0.8, 0.0, 0.0], &quot;position&quot;: [2.0, 0.0, 2.0]}, {&quot;type&quot;: &quot;Directional&quot;, &quot;color&quot;: [0.0, 0.8, 0.0], &quot;position&quot;: [2.0, 2.0, 2.0]}, {&quot;type&quot;: &quot;Directional&quot;, &quot;color&quot;: [0.0, 0.0, 0.8], &quot;position&quot;: [0.0, 2.0, 2.0]}], &quot;viewpoint&quot;: [1.3, -2.4, 2.0]}" /></mtd></mtr></mtable></mstyle></math>
p4205
sg15
I4
sass(g1709
g3876
g4177
I4
tp4206
(dp4207
g6
VPlot3D[Log[x + y^2], {x, -1, 1}, {y, -1, 1}]
p4208
sg8
(lp4209
(dp4210
g11
(lp4211
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtable><mtr><mtd><graphics3d data="{&quot;elements&quot;: [{&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.25925925925925924, -0.3928571428571429, -0.14352882193332508], null], [[-0.25925925925925924, -0.35714285714285715, -0.30713558384714557], null], [[-0.22222222222222224, -0.35714285714285715, -0.16783895961786544], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2962962962962963, -0.4285714285714286, -0.12140675154143861], null], [[-0.2962962962962963, -0.3928571428571429, -0.2063811746699353], null], [[-0.25925925925925924, -0.3928571428571429, -0.14352882193332508], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2962962962962963, -0.3928571428571429, -0.2063811746699353], null], [[-0.25925925925925924, -0.3928571428571429, -0.14352882193332508], null], [[-0.25925925925925924, -0.35714285714285715, -0.30713558384714557], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.33333333333333326, -0.4285714285714286, -0.15994896659350868], null], [[-0.2962962962962963, -0.4285714285714286, -0.12140675154143861], null], [[-0.2962962962962963, -0.3928571428571429, -0.2063811746699353], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.25925925925925924, 0.3571428571428571, -0.30713558384714634], null], [[-0.25925925925925924, 0.3928571428571428, -0.1435288219333253], null], [[-0.22222222222222224, 0.3571428571428571, -0.16783895961786552], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2962962962962963, 0.3928571428571428, -0.20638117466993577], null], [[-0.2962962962962963, 0.42857142857142855, -0.12140675154143869], null], [[-0.25925925925925924, 0.3928571428571428, -0.1435288219333253], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2962962962962963, 0.3928571428571428, -0.20638117466993577], null], [[-0.25925925925925924, 0.3571428571428571, -0.30713558384714634], null], [[-0.25925925925925924, 0.3928571428571428, -0.1435288219333253], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.33333333333333326, 0.42857142857142855, -0.15994896659350888], null], [[-0.2962962962962963, 0.3928571428571428, -0.20638117466993577], null], [[-0.2962962962962963, 0.42857142857142855, -0.12140675154143869], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.22222222222222224, -0.5, -0.037487271732505975], null], [[-0.0740740740740741, -0.5, -0.01032617118211432], null], [[-0.0740740740740741, -0.35714285714285715, -0.06708455044065538], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.22222222222222224, -0.5, -0.037487271732505975], null], [[-0.22222222222222224, -0.35714285714285715, -0.16783895961786544], null], [[-0.0740740740740741, -0.35714285714285715, -0.06708455044065538], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.22222222222222224, 0.3571428571428571, -0.16783895961786552], null], [[-0.22222222222222224, 0.5, -0.037487271732505975], null], [[-0.0740740740740741, 0.3571428571428571, -0.06708455044065541], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.22222222222222224, 0.5, -0.037487271732505975], null], [[-0.0740740740740741, 0.3571428571428571, -0.06708455044065541], null], [[-0.0740740740740741, 0.5, -0.01032617118211432], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.0740740740740741, -0.5, -0.01032617118211432], null], [[0.07407407407407404, -0.5, 0.008944936343920771], null], [[0.07407407407407404, -0.35714285714285715, -0.0285423353885852], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.0740740740740741, -0.5, -0.01032617118211432], null], [[-0.0740740740740741, -0.35714285714285715, -0.06708455044065538], null], [[0.07407407407407404, -0.35714285714285715, -0.0285423353885852], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.03703703703703701, -2.7755575615628914e-17, -0.17678389596178623], null], [[0.07407407407407404, -0.03571428571428574, -0.12800100752648233], null], [[0.07407407407407404, -2.7755575615628914e-17, -0.13035168788535947], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.03703703703703701, -0.03571428571428574, -0.17216223485644291], null], [[0.07407407407407404, -0.07142857142857145, -0.12140675154143869], null], [[0.07407407407407404, -0.03571428571428574, -0.12800100752648233], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.03703703703703701, -0.03571428571428574, -0.17216223485644291], null], [[0.03703703703703701, -2.7755575615628914e-17, -0.17678389596178623], null], [[0.07407407407407404, -0.03571428571428574, -0.12800100752648233], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.0740740740740741, 0.3571428571428571, -0.06708455044065541], null], [[-0.0740740740740741, 0.5, -0.01032617118211432], null], [[0.07407407407407404, 0.3571428571428571, -0.02854233538858521], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.0740740740740741, 0.5, -0.01032617118211432], null], [[0.07407407407407404, 0.3571428571428571, -0.02854233538858521], null], [[0.07407407407407404, 0.5, 0.008944936343920771], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.07407407407407404, -0.5, 0.008944936343920771], null], [[0.22222222222222224, -0.5, 0.023892768631378434], null], [[0.22222222222222224, -0.35714285714285715, -0.004232197704044975], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.07407407407407404, -0.5, 0.008944936343920771], null], [[0.07407407407407404, -0.35714285714285715, -0.0285423353885852], null], [[0.22222222222222224, -0.35714285714285715, -0.004232197704044975], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.07407407407407404, 0.3571428571428571, -0.02854233538858521], null], [[0.07407407407407404, 0.5, 0.008944936343920771], null], [[0.22222222222222224, 0.3571428571428571, -0.004232197704044983], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.07407407407407404, 0.5, 0.008944936343920771], null], [[0.22222222222222224, 0.3571428571428571, -0.004232197704044983], null], [[0.22222222222222224, 0.5, 0.023892768631378434], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.22222222222222224, -0.5, 0.023892768631378434], null], [[0.3703703703703703, -0.5, 0.03610603689431242], null], [[0.3703703703703703, -0.35714285714285715, 0.013566597449264119], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.22222222222222224, -0.5, 0.023892768631378434], null], [[0.22222222222222224, -0.35714285714285715, -0.004232197704044975], null], [[0.3703703703703703, -0.35714285714285715, 0.013566597449264119], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.22222222222222224, -0.35714285714285715, -0.004232197704044975], null], [[0.3703703703703703, -0.35714285714285715, 0.013566597449264119], null], [[0.3703703703703703, -0.2142857142857143, -0.007209910875128678], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.22222222222222224, -0.35714285714285715, -0.004232197704044975], null], [[0.22222222222222224, -0.2142857142857143, -0.032865610627162624], null], [[0.3703703703703703, -0.2142857142857143, -0.007209910875128678], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.22222222222222224, 0.2142857142857143, -0.032865610627162624], null], [[0.22222222222222224, 0.3571428571428571, -0.004232197704044983], null], [[0.3703703703703703, 0.2142857142857143, -0.007209910875128678], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.22222222222222224, 0.3571428571428571, -0.004232197704044983], null], [[0.3703703703703703, 0.2142857142857143, -0.007209910875128678], null], [[0.3703703703703703, 0.3571428571428571, 0.013566597449264108], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.22222222222222224, 0.3571428571428571, -0.004232197704044983], null], [[0.22222222222222224, 0.5, 0.023892768631378434], null], [[0.3703703703703703, 0.3571428571428571, 0.013566597449264108], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.22222222222222224, 0.5, 0.023892768631378434], null], [[0.3703703703703703, 0.3571428571428571, 0.013566597449264108], null], [[0.3703703703703703, 0.5, 0.03610603689431242], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3703703703703703, -0.5, 0.03610603689431242], null], [[0.5185185185185185, -0.5, 0.04643220807642674], null], [[0.5185185185185185, -0.35714285714285715, 0.027615254943032828], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3703703703703703, -0.5, 0.03610603689431242], null], [[0.3703703703703703, -0.35714285714285715, 0.013566597449264119], null], [[0.5185185185185185, -0.35714285714285715, 0.027615254943032828], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3703703703703703, -0.35714285714285715, 0.013566597449264119], null], [[0.5185185185185185, -0.35714285714285715, 0.027615254943032828], null], [[0.5185185185185185, -0.2142857142857143, 0.011295616702797912], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3703703703703703, -0.35714285714285715, 0.013566597449264119], null], [[0.3703703703703703, -0.2142857142857143, -0.007209910875128678], null], [[0.5185185185185185, -0.2142857142857143, 0.011295616702797912], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3703703703703703, 0.2142857142857143, -0.007209910875128678], null], [[0.3703703703703703, 0.3571428571428571, 0.013566597449264108], null], [[0.5185185185185185, 0.2142857142857143, 0.011295616702797912], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3703703703703703, 0.3571428571428571, 0.013566597449264108], null], [[0.5185185185185185, 0.2142857142857143, 0.011295616702797912], null], [[0.5185185185185185, 0.3571428571428571, 0.027615254943032828], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3703703703703703, 0.3571428571428571, 0.013566597449264108], null], [[0.3703703703703703, 0.5, 0.03610603689431242], null], [[0.5185185185185185, 0.3571428571428571, 0.027615254943032828], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3703703703703703, 0.5, 0.03610603689431242], null], [[0.5185185185185185, 0.3571428571428571, 0.027615254943032828], null], [[0.5185185185185185, 0.5, 0.04643220807642674], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4444444444444445, -0.5, -0.13035168788535947], null], [[-0.4444444444444445, -0.48214285714285715, -0.17559824525181683], null], [[-0.42592592592592593, -0.5, -0.11540385559790182], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4444444444444445, -0.48214285714285715, -0.17559824525181683], null], [[-0.4444444444444445, -0.4642857142857143, -0.353567791923573], null], [[-0.42592592592592593, -0.48214285714285715, -0.14883003448651652], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.42592592592592593, -0.5, -0.11540385559790182], null], [[-0.42592592592592593, -0.48214285714285715, -0.14883003448651652], null], [[-0.40740740740740744, -0.5, -0.10319058733496783], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4444444444444445, -0.48214285714285715, -0.17559824525181683], null], [[-0.42592592592592593, -0.5, -0.11540385559790182], null], [[-0.42592592592592593, -0.48214285714285715, -0.14883003448651652], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4444444444444445, -0.4642857142857143, -0.353567791923573], null], [[-0.42592592592592593, -0.48214285714285715, -0.14883003448651652], null], [[-0.42592592592592593, -0.4642857142857143, -0.21427116769429227], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.42592592592592593, -0.48214285714285715, -0.14883003448651652], null], [[-0.40740740740740744, -0.5, -0.10319058733496783], null], [[-0.40740740740740744, -0.48214285714285715, -0.12975623937509564], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.42592592592592593, -0.4642857142857143, -0.21427116769429227], null], [[-0.40740740740740744, -0.48214285714285715, -0.12975623937509564], null], [[-0.40740740740740744, -0.4642857142857143, -0.17216223485644291], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.42592592592592593, -0.48214285714285715, -0.14883003448651652], null], [[-0.42592592592592593, -0.4642857142857143, -0.21427116769429227], null], [[-0.40740740740740744, -0.48214285714285715, -0.12975623937509564], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.40740740740740744, -0.5, -0.10319058733496783], null], [[-0.40740740740740744, -0.48214285714285715, -0.12975623937509564], null], [[-0.38888888888888884, -0.5, -0.09286441615285349], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.40740740740740744, -0.48214285714285715, -0.12975623937509564], null], [[-0.40740740740740744, -0.4642857142857143, -0.17216223485644291], null], [[-0.38888888888888884, -0.48214285714285715, -0.11492707410951111], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.38888888888888884, -0.5, -0.09286441615285349], null], [[-0.38888888888888884, -0.48214285714285715, -0.11492707410951111], null], [[-0.37037037037037035, -0.5, -0.08391947980893272], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.40740740740740744, -0.48214285714285715, -0.12975623937509564], null], [[-0.38888888888888884, -0.5, -0.09286441615285349], null], [[-0.38888888888888884, -0.48214285714285715, -0.11492707410951111], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4444444444444445, -0.4642857142857143, -0.353567791923573], null], [[-0.42592592592592593, -0.48214285714285715, -0.14883003448651652], null], [[-0.42592592592592593, -0.4642857142857143, -0.21427116769429227], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.42592592592592593, -0.48214285714285715, -0.14883003448651652], null], [[-0.40740740740740744, -0.5, -0.10319058733496783], null], [[-0.40740740740740744, -0.48214285714285715, -0.12975623937509564], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.42592592592592593, -0.4642857142857143, -0.21427116769429227], null], [[-0.40740740740740744, -0.48214285714285715, -0.12975623937509564], null], [[-0.40740740740740744, -0.4642857142857143, -0.17216223485644291], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.42592592592592593, -0.48214285714285715, -0.14883003448651652], null], [[-0.42592592592592593, -0.4642857142857143, -0.21427116769429227], null], [[-0.40740740740740744, -0.48214285714285715, -0.12975623937509564], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.40740740740740744, -0.5, -0.10319058733496783], null], [[-0.40740740740740744, -0.48214285714285715, -0.12975623937509564], null], [[-0.38888888888888884, -0.5, -0.09286441615285349], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.40740740740740744, -0.48214285714285715, -0.12975623937509564], null], [[-0.40740740740740744, -0.4642857142857143, -0.17216223485644291], null], [[-0.38888888888888884, -0.48214285714285715, -0.11492707410951111], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.38888888888888884, -0.5, -0.09286441615285349], null], [[-0.38888888888888884, -0.48214285714285715, -0.11492707410951111], null], [[-0.37037037037037035, -0.5, -0.08391947980893272], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.40740740740740744, -0.48214285714285715, -0.12975623937509564], null], [[-0.38888888888888884, -0.5, -0.09286441615285349], null], [[-0.38888888888888884, -0.48214285714285715, -0.11492707410951111], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.40740740740740744, -0.4642857142857143, -0.17216223485644291], null], [[-0.38888888888888884, -0.48214285714285715, -0.11492707410951111], null], [[-0.38888888888888884, -0.4642857142857143, -0.1465065351044089], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.38888888888888884, -0.48214285714285715, -0.11492707410951111], null], [[-0.37037037037037035, -0.5, -0.08391947980893272], null], [[-0.37037037037037035, -0.48214285714285715, -0.10279303414242362], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.38888888888888884, -0.4642857142857143, -0.1465065351044089], null], [[-0.37037037037037035, -0.48214285714285715, -0.10279303414242362], null], [[-0.37037037037037035, -0.4642857142857143, -0.1280010075264823], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.38888888888888884, -0.48214285714285715, -0.11492707410951111], null], [[-0.38888888888888884, -0.4642857142857143, -0.1465065351044089], null], [[-0.37037037037037035, -0.48214285714285715, -0.10279303414242362], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4444444444444445, -0.4642857142857143, -0.353567791923573], null], [[-0.42592592592592593, -0.48214285714285715, -0.14883003448651652], null], [[-0.42592592592592593, -0.4642857142857143, -0.21427116769429227], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.42592592592592593, -0.48214285714285715, -0.14883003448651652], null], [[-0.40740740740740744, -0.5, -0.10319058733496783], null], [[-0.40740740740740744, -0.48214285714285715, -0.12975623937509564], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.42592592592592593, -0.4642857142857143, -0.21427116769429227], null], [[-0.40740740740740744, -0.48214285714285715, -0.12975623937509564], null], [[-0.40740740740740744, -0.4642857142857143, -0.17216223485644291], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.42592592592592593, -0.48214285714285715, -0.14883003448651652], null], [[-0.42592592592592593, -0.4642857142857143, -0.21427116769429227], null], [[-0.40740740740740744, -0.48214285714285715, -0.12975623937509564], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4444444444444445, -0.5, -0.13035168788535947], null], [[-0.4444444444444445, -0.48214285714285715, -0.17559824525181683], null], [[-0.42592592592592593, -0.5, -0.11540385559790182], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4444444444444445, -0.48214285714285715, -0.17559824525181683], null], [[-0.4444444444444445, -0.4642857142857143, -0.353567791923573], null], [[-0.42592592592592593, -0.48214285714285715, -0.14883003448651652], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.42592592592592593, -0.5, -0.11540385559790182], null], [[-0.42592592592592593, -0.48214285714285715, -0.14883003448651652], null], [[-0.40740740740740744, -0.5, -0.10319058733496783], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4444444444444445, -0.48214285714285715, -0.17559824525181683], null], [[-0.42592592592592593, -0.5, -0.11540385559790182], null], [[-0.42592592592592593, -0.48214285714285715, -0.14883003448651652], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4444444444444445, -0.4642857142857143, -0.353567791923573], null], [[-0.42592592592592593, -0.48214285714285715, -0.14883003448651652], null], [[-0.42592592592592593, -0.4642857142857143, -0.21427116769429227], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.42592592592592593, -0.48214285714285715, -0.14883003448651652], null], [[-0.40740740740740744, -0.5, -0.10319058733496783], null], [[-0.40740740740740744, -0.48214285714285715, -0.12975623937509564], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.42592592592592593, -0.4642857142857143, -0.21427116769429227], null], [[-0.40740740740740744, -0.48214285714285715, -0.12975623937509564], null], [[-0.40740740740740744, -0.4642857142857143, -0.17216223485644291], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.42592592592592593, -0.48214285714285715, -0.14883003448651652], null], [[-0.42592592592592593, -0.4642857142857143, -0.21427116769429227], null], [[-0.40740740740740744, -0.48214285714285715, -0.12975623937509564], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.40740740740740744, -0.5, -0.10319058733496783], null], [[-0.40740740740740744, -0.48214285714285715, -0.12975623937509564], null], [[-0.38888888888888884, -0.5, -0.09286441615285349], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.40740740740740744, -0.48214285714285715, -0.12975623937509564], null], [[-0.40740740740740744, -0.4642857142857143, -0.17216223485644291], null], [[-0.38888888888888884, -0.48214285714285715, -0.11492707410951111], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.38888888888888884, -0.5, -0.09286441615285349], null], [[-0.38888888888888884, -0.48214285714285715, -0.11492707410951111], null], [[-0.37037037037037035, -0.5, -0.08391947980893272], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.40740740740740744, -0.48214285714285715, -0.12975623937509564], null], [[-0.38888888888888884, -0.5, -0.09286441615285349], null], [[-0.38888888888888884, -0.48214285714285715, -0.11492707410951111], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.40740740740740744, -0.4642857142857143, -0.17216223485644291], null], [[-0.38888888888888884, -0.48214285714285715, -0.11492707410951111], null], [[-0.38888888888888884, -0.4642857142857143, -0.1465065351044089], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.38888888888888884, -0.48214285714285715, -0.11492707410951111], null], [[-0.37037037037037035, -0.5, -0.08391947980893272], null], [[-0.37037037037037035, -0.48214285714285715, -0.10279303414242362], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.38888888888888884, -0.4642857142857143, -0.1465065351044089], null], [[-0.37037037037037035, -0.48214285714285715, -0.10279303414242362], null], [[-0.37037037037037035, -0.4642857142857143, -0.1280010075264823], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.38888888888888884, -0.48214285714285715, -0.11492707410951111], null], [[-0.38888888888888884, -0.4642857142857143, -0.1465065351044089], null], [[-0.37037037037037035, -0.48214285714285715, -0.10279303414242362], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.40740740740740744, -0.5, -0.10319058733496783], null], [[-0.40740740740740744, -0.48214285714285715, -0.12975623937509564], null], [[-0.38888888888888884, -0.5, -0.09286441615285349], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.40740740740740744, -0.48214285714285715, -0.12975623937509564], null], [[-0.40740740740740744, -0.4642857142857143, -0.17216223485644291], null], [[-0.38888888888888884, -0.48214285714285715, -0.11492707410951111], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.38888888888888884, -0.5, -0.09286441615285349], null], [[-0.38888888888888884, -0.48214285714285715, -0.11492707410951111], null], [[-0.37037037037037035, -0.5, -0.08391947980893272], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.40740740740740744, -0.48214285714285715, -0.12975623937509564], null], [[-0.38888888888888884, -0.5, -0.09286441615285349], null], [[-0.38888888888888884, -0.48214285714285715, -0.11492707410951111], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.40740740740740744, 0.4642857142857143, -0.17216223485644291], null], [[-0.37037037037037035, 0.42857142857142855, -0.26070337577071917], null], [[-0.37037037037037035, 0.4642857142857143, -0.1280010075264823], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.40740740740740744, 0.5, -0.10319058733496783], null], [[-0.37037037037037035, 0.4642857142857143, -0.1280010075264823], null], [[-0.37037037037037035, 0.5, -0.08391947980893272], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.40740740740740744, 0.4642857142857143, -0.17216223485644291], null], [[-0.40740740740740744, 0.5, -0.10319058733496783], null], [[-0.37037037037037035, 0.4642857142857143, -0.1280010075264823], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.37037037037037035, 0.42857142857142855, -0.26070337577071917], null], [[-0.37037037037037035, 0.4642857142857143, -0.1280010075264823], null], [[-0.33333333333333326, 0.42857142857142855, -0.15994896659350888], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.37037037037037035, 0.4642857142857143, -0.1280010075264823], null], [[-0.37037037037037035, 0.5, -0.08391947980893272], null], [[-0.33333333333333326, 0.4642857142857143, -0.10161433775546384], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.33333333333333326, 0.42857142857142855, -0.15994896659350888], null], [[-0.33333333333333326, 0.4642857142857143, -0.10161433775546384], null], [[-0.2962962962962963, 0.42857142857142855, -0.12140675154143869], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.37037037037037035, 0.4642857142857143, -0.1280010075264823], null], [[-0.33333333333333326, 0.42857142857142855, -0.15994896659350888], null], [[-0.33333333333333326, 0.4642857142857143, -0.10161433775546384], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.48148148148148145, 0.5, -0.1767838959617862], null], [[-0.46296296296296297, 0.48214285714285715, -0.22086542367933573], null], [[-0.46296296296296297, 0.5, -0.14962279541139456], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.46296296296296297, 0.48214285714285715, -0.22086542367933573], null], [[-0.4444444444444445, 0.4642857142857143, -0.353567791923573], null], [[-0.4444444444444445, 0.48214285714285715, -0.17559824525181683], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.46296296296296297, 0.5, -0.14962279541139456], null], [[-0.4444444444444445, 0.48214285714285715, -0.17559824525181683], null], [[-0.4444444444444445, 0.5, -0.13035168788535947], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.46296296296296297, 0.48214285714285715, -0.22086542367933573], null], [[-0.46296296296296297, 0.5, -0.14962279541139456], null], [[-0.4444444444444445, 0.48214285714285715, -0.17559824525181683], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4444444444444445, 0.4642857142857143, -0.353567791923573], null], [[-0.4444444444444445, 0.48214285714285715, -0.17559824525181683], null], [[-0.42592592592592593, 0.4642857142857143, -0.21427116769429227], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4444444444444445, 0.48214285714285715, -0.17559824525181683], null], [[-0.4444444444444445, 0.5, -0.13035168788535947], null], [[-0.42592592592592593, 0.48214285714285715, -0.14883003448651652], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.42592592592592593, 0.4642857142857143, -0.21427116769429227], null], [[-0.42592592592592593, 0.48214285714285715, -0.14883003448651652], null], [[-0.40740740740740744, 0.4642857142857143, -0.17216223485644291], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4444444444444445, 0.48214285714285715, -0.17559824525181683], null], [[-0.42592592592592593, 0.4642857142857143, -0.21427116769429227], null], [[-0.42592592592592593, 0.48214285714285715, -0.14883003448651652], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4444444444444445, 0.4642857142857143, -0.353567791923573], null], [[-0.4444444444444445, 0.48214285714285715, -0.17559824525181683], null], [[-0.42592592592592593, 0.4642857142857143, -0.21427116769429227], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4444444444444445, 0.48214285714285715, -0.17559824525181683], null], [[-0.4444444444444445, 0.5, -0.13035168788535947], null], [[-0.42592592592592593, 0.48214285714285715, -0.14883003448651652], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.42592592592592593, 0.4642857142857143, -0.21427116769429227], null], [[-0.42592592592592593, 0.48214285714285715, -0.14883003448651652], null], [[-0.40740740740740744, 0.4642857142857143, -0.17216223485644291], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4444444444444445, 0.48214285714285715, -0.17559824525181683], null], [[-0.42592592592592593, 0.4642857142857143, -0.21427116769429227], null], [[-0.42592592592592593, 0.48214285714285715, -0.14883003448651652], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.48148148148148145, 0.5, -0.1767838959617862], null], [[-0.46296296296296297, 0.48214285714285715, -0.22086542367933573], null], [[-0.46296296296296297, 0.5, -0.14962279541139456], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.46296296296296297, 0.48214285714285715, -0.22086542367933573], null], [[-0.4444444444444445, 0.4642857142857143, -0.353567791923573], null], [[-0.4444444444444445, 0.48214285714285715, -0.17559824525181683], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.46296296296296297, 0.5, -0.14962279541139456], null], [[-0.4444444444444445, 0.48214285714285715, -0.17559824525181683], null], [[-0.4444444444444445, 0.5, -0.13035168788535947], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.46296296296296297, 0.48214285714285715, -0.22086542367933573], null], [[-0.46296296296296297, 0.5, -0.14962279541139456], null], [[-0.4444444444444445, 0.48214285714285715, -0.17559824525181683], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.37037037037037035, 0.42857142857142855, -0.26070337577071917], null], [[-0.37037037037037035, 0.4642857142857143, -0.1280010075264823], null], [[-0.33333333333333326, 0.42857142857142855, -0.15994896659350888], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.37037037037037035, 0.4642857142857143, -0.1280010075264823], null], [[-0.37037037037037035, 0.5, -0.08391947980893272], null], [[-0.33333333333333326, 0.4642857142857143, -0.10161433775546384], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.33333333333333326, 0.42857142857142855, -0.15994896659350888], null], [[-0.33333333333333326, 0.4642857142857143, -0.10161433775546384], null], [[-0.2962962962962963, 0.42857142857142855, -0.12140675154143869], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.37037037037037035, 0.4642857142857143, -0.1280010075264823], null], [[-0.33333333333333326, 0.42857142857142855, -0.15994896659350888], null], [[-0.33333333333333326, 0.4642857142857143, -0.10161433775546384], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.40740740740740744, 0.4642857142857143, -0.17216223485644291], null], [[-0.37037037037037035, 0.42857142857142855, -0.26070337577071917], null], [[-0.37037037037037035, 0.4642857142857143, -0.1280010075264823], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.40740740740740744, 0.5, -0.10319058733496783], null], [[-0.37037037037037035, 0.4642857142857143, -0.1280010075264823], null], [[-0.37037037037037035, 0.5, -0.08391947980893272], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.40740740740740744, 0.4642857142857143, -0.17216223485644291], null], [[-0.40740740740740744, 0.5, -0.10319058733496783], null], [[-0.37037037037037035, 0.4642857142857143, -0.1280010075264823], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.0740740740740741, -0.35714285714285715, -0.06708455044065538], null], [[-0.0740740740740741, -0.2857142857142857, -0.11351675851708214], null], [[-2.878355989768924e-17, -0.2857142857142857, -0.07497454346501195], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.0740740740740741, -0.2857142857142857, -0.11351675851708214], null], [[-0.0740740740740741, -0.2142857142857143, -0.21427116769429216], null], [[-2.878355989768924e-17, -0.2142857142857143, -0.11351675851708212], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.878355989768924e-17, -0.2857142857142857, -0.07497454346501195], null], [[-2.878355989768924e-17, -0.2142857142857143, -0.11351675851708212], null], [[0.07407407407407404, -0.2142857142857143, -0.07497454346501195], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.0740740740740741, -0.2857142857142857, -0.11351675851708214], null], [[-2.878355989768924e-17, -0.2857142857142857, -0.07497454346501195], null], [[-2.878355989768924e-17, -0.2142857142857143, -0.11351675851708212], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.878355989768924e-17, -0.2142857142857143, -0.11351675851708212], null], [[0.07407407407407404, -0.2142857142857143, -0.07497454346501195], null], [[0.07407407407407404, -0.14285714285714288, -0.10007432702798216], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.878355989768924e-17, -0.14285714285714288, -0.16783895961786546], null], [[0.07407407407407404, -0.14285714285714288, -0.10007432702798216], null], [[0.07407407407407404, -0.07142857142857145, -0.12140675154143869], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.878355989768924e-17, -0.2142857142857143, -0.11351675851708212], null], [[-2.878355989768924e-17, -0.14285714285714288, -0.16783895961786546], null], [[0.07407407407407404, -0.14285714285714288, -0.10007432702798216], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.878355989768924e-17, -0.2142857142857143, -0.11351675851708212], null], [[0.07407407407407404, -0.2142857142857143, -0.07497454346501195], null], [[0.07407407407407404, -0.14285714285714288, -0.10007432702798216], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.878355989768924e-17, -0.14285714285714288, -0.16783895961786546], null], [[0.07407407407407404, -0.14285714285714288, -0.10007432702798216], null], [[0.07407407407407404, -0.07142857142857145, -0.12140675154143869], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.878355989768924e-17, -0.2142857142857143, -0.11351675851708212], null], [[-2.878355989768924e-17, -0.14285714285714288, -0.16783895961786546], null], [[0.07407407407407404, -0.14285714285714288, -0.10007432702798216], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.0740740740740741, -0.35714285714285715, -0.06708455044065538], null], [[-0.0740740740740741, -0.2857142857142857, -0.11351675851708214], null], [[-2.878355989768924e-17, -0.2857142857142857, -0.07497454346501195], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.0740740740740741, -0.2857142857142857, -0.11351675851708214], null], [[-0.0740740740740741, -0.2142857142857143, -0.21427116769429216], null], [[-2.878355989768924e-17, -0.2142857142857143, -0.11351675851708212], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.878355989768924e-17, -0.2857142857142857, -0.07497454346501195], null], [[-2.878355989768924e-17, -0.2142857142857143, -0.11351675851708212], null], [[0.07407407407407404, -0.2142857142857143, -0.07497454346501195], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.0740740740740741, -0.2857142857142857, -0.11351675851708214], null], [[-2.878355989768924e-17, -0.2857142857142857, -0.07497454346501195], null], [[-2.878355989768924e-17, -0.2142857142857143, -0.11351675851708212], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.03703703703703706, -0.1785714285714286, -0.19293874318083562], null], [[-0.03703703703703706, -0.16071428571428575, -0.23080771119580362], null], [[-0.018518518518518545, -0.16071428571428575, -0.18047221368492655], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.03703703703703706, -0.16071428571428575, -0.23080771119580362], null], [[-0.03703703703703706, -0.14285714285714288, -0.30713558384714584], null], [[-0.018518518518518545, -0.14285714285714288, -0.20638117466993566], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.018518518518518545, -0.16071428571428575, -0.18047221368492655], null], [[-0.018518518518518545, -0.14285714285714288, -0.20638117466993566], null], [[-2.878355989768924e-17, -0.14285714285714288, -0.16783895961786546], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.03703703703703706, -0.16071428571428575, -0.23080771119580362], null], [[-0.018518518518518545, -0.16071428571428575, -0.18047221368492655], null], [[-0.018518518518518545, -0.14285714285714288, -0.20638117466993566], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.03703703703703706, -0.14285714285714288, -0.30713558384714584], null], [[-0.018518518518518545, -0.14285714285714288, -0.20638117466993566], null], [[-0.018518518518518545, -0.12500000000000003, -0.2424872115642481], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.018518518518518545, -0.14285714285714288, -0.20638117466993566], null], [[-2.878355989768924e-17, -0.14285714285714288, -0.16783895961786546], null], [[-2.878355989768924e-17, -0.12500000000000003, -0.185728832305707], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.018518518518518545, -0.12500000000000003, -0.2424872115642481], null], [[-2.878355989768924e-17, -0.12500000000000003, -0.185728832305707], null], [[-2.878355989768924e-17, -0.10714285714285716, -0.20638117466993566], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.018518518518518545, -0.14285714285714288, -0.20638117466993566], null], [[-0.018518518518518545, -0.12500000000000003, -0.2424872115642481], null], [[-2.878355989768924e-17, -0.12500000000000003, -0.185728832305707], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.03703703703703706, -0.14285714285714288, -0.30713558384714584], null], [[-0.018518518518518545, -0.14285714285714288, -0.20638117466993566], null], [[-0.018518518518518545, -0.12500000000000003, -0.2424872115642481], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.018518518518518545, -0.14285714285714288, -0.20638117466993566], null], [[-2.878355989768924e-17, -0.14285714285714288, -0.16783895961786546], null], [[-2.878355989768924e-17, -0.12500000000000003, -0.185728832305707], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.018518518518518545, -0.12500000000000003, -0.2424872115642481], null], [[-2.878355989768924e-17, -0.12500000000000003, -0.185728832305707], null], [[-2.878355989768924e-17, -0.10714285714285716, -0.20638117466993566], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.018518518518518545, -0.14285714285714288, -0.20638117466993566], null], [[-0.018518518518518545, -0.12500000000000003, -0.2424872115642481], null], [[-2.878355989768924e-17, -0.12500000000000003, -0.185728832305707], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.03703703703703706, -0.1785714285714286, -0.19293874318083562], null], [[-0.03703703703703706, -0.16071428571428575, -0.23080771119580362], null], [[-0.018518518518518545, -0.16071428571428575, -0.18047221368492655], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.03703703703703706, -0.16071428571428575, -0.23080771119580362], null], [[-0.03703703703703706, -0.14285714285714288, -0.30713558384714584], null], [[-0.018518518518518545, -0.14285714285714288, -0.20638117466993566], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.018518518518518545, -0.16071428571428575, -0.18047221368492655], null], [[-0.018518518518518545, -0.14285714285714288, -0.20638117466993566], null], [[-2.878355989768924e-17, -0.14285714285714288, -0.16783895961786546], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.03703703703703706, -0.16071428571428575, -0.23080771119580362], null], [[-0.018518518518518545, -0.16071428571428575, -0.18047221368492655], null], [[-0.018518518518518545, -0.14285714285714288, -0.20638117466993566], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.878355989768924e-17, -0.07142857142857145, -0.26070337577071906], null], [[-2.878355989768924e-17, -0.053571428571428596, -0.29924559082278934], null], [[0.018518518518518486, -0.07142857142857145, -0.1929387431808357], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.878355989768924e-17, -0.053571428571428596, -0.29924559082278934], null], [[-2.878355989768924e-17, -0.03571428571428574, -0.353567791923573], null], [[0.018518518518518486, -0.053571428571428596, -0.20454578543910093], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.018518518518518486, -0.07142857142857145, -0.1929387431808357], null], [[0.018518518518518486, -0.053571428571428596, -0.20454578543910093], null], [[0.03703703703703701, -0.07142857142857145, -0.1599489665935089], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.878355989768924e-17, -0.053571428571428596, -0.29924559082278934], null], [[0.018518518518518486, -0.07142857142857145, -0.1929387431808357], null], [[0.018518518518518486, -0.053571428571428596, -0.20454578543910093], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.878355989768924e-17, -0.03571428571428574, -0.353567791923573], null], [[0.018518518518518486, -0.053571428571428596, -0.20454578543910093], null], [[0.018518518518518486, -0.03571428571428574, -0.21427116769429225], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.018518518518518486, -0.053571428571428596, -0.20454578543910093], null], [[0.03703703703703701, -0.07142857142857145, -0.1599489665935089], null], [[0.03703703703703701, -0.053571428571428596, -0.16680037266911366], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.018518518518518486, -0.03571428571428574, -0.21427116769429225], null], [[0.03703703703703701, -0.053571428571428596, -0.16680037266911366], null], [[0.03703703703703701, -0.03571428571428574, -0.17216223485644291], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.018518518518518486, -0.053571428571428596, -0.20454578543910093], null], [[0.018518518518518486, -0.03571428571428574, -0.21427116769429225], null], [[0.03703703703703701, -0.053571428571428596, -0.16680037266911366], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.878355989768924e-17, -0.03571428571428574, -0.353567791923573], null], [[0.018518518518518486, -0.053571428571428596, -0.20454578543910093], null], [[0.018518518518518486, -0.03571428571428574, -0.21427116769429225], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.018518518518518486, -0.053571428571428596, -0.20454578543910093], null], [[0.03703703703703701, -0.07142857142857145, -0.1599489665935089], null], [[0.03703703703703701, -0.053571428571428596, -0.16680037266911366], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.018518518518518486, -0.03571428571428574, -0.21427116769429225], null], [[0.03703703703703701, -0.053571428571428596, -0.16680037266911366], null], [[0.03703703703703701, -0.03571428571428574, -0.17216223485644291], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.018518518518518486, -0.053571428571428596, -0.20454578543910093], null], [[0.018518518518518486, -0.03571428571428574, -0.21427116769429225], null], [[0.03703703703703701, -0.053571428571428596, -0.16680037266911366], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.878355989768924e-17, -0.07142857142857145, -0.26070337577071906], null], [[-2.878355989768924e-17, -0.053571428571428596, -0.29924559082278934], null], [[0.018518518518518486, -0.07142857142857145, -0.1929387431808357], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.878355989768924e-17, -0.053571428571428596, -0.29924559082278934], null], [[-2.878355989768924e-17, -0.03571428571428574, -0.353567791923573], null], [[0.018518518518518486, -0.053571428571428596, -0.20454578543910093], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.018518518518518486, -0.07142857142857145, -0.1929387431808357], null], [[0.018518518518518486, -0.053571428571428596, -0.20454578543910093], null], [[0.03703703703703701, -0.07142857142857145, -0.1599489665935089], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.878355989768924e-17, -0.053571428571428596, -0.29924559082278934], null], [[0.018518518518518486, -0.07142857142857145, -0.1929387431808357], null], [[0.018518518518518486, -0.053571428571428596, -0.20454578543910093], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.03703703703703701, 0.035714285714285685, -0.17216223485644291], null], [[0.07407407407407404, -2.7755575615628914e-17, -0.13035168788535947], null], [[0.07407407407407404, 0.035714285714285685, -0.12800100752648233], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.03703703703703701, 0.0714285714285714, -0.1599489665935089], null], [[0.07407407407407404, 0.035714285714285685, -0.12800100752648233], null], [[0.07407407407407404, 0.0714285714285714, -0.12140675154143872], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.03703703703703701, 0.035714285714285685, -0.17216223485644291], null], [[0.03703703703703701, 0.0714285714285714, -0.1599489665935089], null], [[0.07407407407407404, 0.035714285714285685, -0.12800100752648233], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.878355989768924e-17, 0.0714285714285714, -0.26070337577071917], null], [[-2.878355989768924e-17, 0.10714285714285712, -0.20638117466993572], null], [[0.03703703703703701, 0.0714285714285714, -0.1599489665935089], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.03703703703703701, 0.0714285714285714, -0.1599489665935089], null], [[0.03703703703703701, 0.10714285714285712, -0.14352882193332522], null], [[0.07407407407407404, 0.0714285714285714, -0.12140675154143872], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.878355989768924e-17, 0.10714285714285712, -0.20638117466993572], null], [[0.03703703703703701, 0.0714285714285714, -0.1599489665935089], null], [[0.03703703703703701, 0.10714285714285712, -0.14352882193332522], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.878355989768924e-17, 0.035714285714285685, -0.35356779192357324], null], [[-2.878355989768924e-17, 0.05357142857142854, -0.2992455908227895], null], [[0.018518518518518486, 0.035714285714285685, -0.21427116769429227], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.878355989768924e-17, 0.05357142857142854, -0.2992455908227895], null], [[-2.878355989768924e-17, 0.0714285714285714, -0.26070337577071917], null], [[0.018518518518518486, 0.05357142857142854, -0.20454578543910099], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.018518518518518486, 0.035714285714285685, -0.21427116769429227], null], [[0.018518518518518486, 0.05357142857142854, -0.20454578543910099], null], [[0.03703703703703701, 0.035714285714285685, -0.17216223485644291], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.878355989768924e-17, 0.05357142857142854, -0.2992455908227895], null], [[0.018518518518518486, 0.035714285714285685, -0.21427116769429227], null], [[0.018518518518518486, 0.05357142857142854, -0.20454578543910099], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.878355989768924e-17, 0.035714285714285685, -0.35356779192357324], null], [[0.018518518518518486, 0.01785714285714283, -0.22086542367933593], null], [[0.018518518518518486, 0.035714285714285685, -0.21427116769429227], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.018518518518518486, 0.01785714285714283, -0.22086542367933593], null], [[0.03703703703703701, -2.7755575615628914e-17, -0.17678389596178623], null], [[0.03703703703703701, 0.01785714285714283, -0.17559824525181691], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.018518518518518486, 0.035714285714285685, -0.21427116769429227], null], [[0.03703703703703701, 0.01785714285714283, -0.17559824525181691], null], [[0.03703703703703701, 0.035714285714285685, -0.17216223485644291], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.018518518518518486, 0.01785714285714283, -0.22086542367933593], null], [[0.018518518518518486, 0.035714285714285685, -0.21427116769429227], null], [[0.03703703703703701, 0.01785714285714283, -0.17559824525181691], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.878355989768924e-17, 0.035714285714285685, -0.35356779192357324], null], [[0.018518518518518486, 0.01785714285714283, -0.22086542367933593], null], [[0.018518518518518486, 0.035714285714285685, -0.21427116769429227], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.018518518518518486, 0.01785714285714283, -0.22086542367933593], null], [[0.03703703703703701, -2.7755575615628914e-17, -0.17678389596178623], null], [[0.03703703703703701, 0.01785714285714283, -0.17559824525181691], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.018518518518518486, 0.035714285714285685, -0.21427116769429227], null], [[0.03703703703703701, 0.01785714285714283, -0.17559824525181691], null], [[0.03703703703703701, 0.035714285714285685, -0.17216223485644291], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.018518518518518486, 0.01785714285714283, -0.22086542367933593], null], [[0.018518518518518486, 0.035714285714285685, -0.21427116769429227], null], [[0.03703703703703701, 0.01785714285714283, -0.17559824525181691], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.878355989768924e-17, 0.035714285714285685, -0.35356779192357324], null], [[-2.878355989768924e-17, 0.05357142857142854, -0.2992455908227895], null], [[0.018518518518518486, 0.035714285714285685, -0.21427116769429227], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.878355989768924e-17, 0.05357142857142854, -0.2992455908227895], null], [[-2.878355989768924e-17, 0.0714285714285714, -0.26070337577071917], null], [[0.018518518518518486, 0.05357142857142854, -0.20454578543910099], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.018518518518518486, 0.035714285714285685, -0.21427116769429227], null], [[0.018518518518518486, 0.05357142857142854, -0.20454578543910099], null], [[0.03703703703703701, 0.035714285714285685, -0.17216223485644291], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.878355989768924e-17, 0.05357142857142854, -0.2992455908227895], null], [[0.018518518518518486, 0.035714285714285685, -0.21427116769429227], null], [[0.018518518518518486, 0.05357142857142854, -0.20454578543910099], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.878355989768924e-17, 0.0714285714285714, -0.26070337577071917], null], [[-2.878355989768924e-17, 0.10714285714285712, -0.20638117466993572], null], [[0.03703703703703701, 0.0714285714285714, -0.1599489665935089], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.03703703703703701, 0.0714285714285714, -0.1599489665935089], null], [[0.03703703703703701, 0.10714285714285712, -0.14352882193332522], null], [[0.07407407407407404, 0.0714285714285714, -0.12140675154143872], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.878355989768924e-17, 0.10714285714285712, -0.20638117466993572], null], [[0.03703703703703701, 0.0714285714285714, -0.1599489665935089], null], [[0.03703703703703701, 0.10714285714285712, -0.14352882193332522], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.03703703703703701, 0.035714285714285685, -0.17216223485644291], null], [[0.07407407407407404, -2.7755575615628914e-17, -0.13035168788535947], null], [[0.07407407407407404, 0.035714285714285685, -0.12800100752648233], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.03703703703703701, 0.0714285714285714, -0.1599489665935089], null], [[0.07407407407407404, 0.035714285714285685, -0.12800100752648233], null], [[0.07407407407407404, 0.0714285714285714, -0.12140675154143872], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.03703703703703701, 0.035714285714285685, -0.17216223485644291], null], [[0.03703703703703701, 0.0714285714285714, -0.1599489665935089], null], [[0.07407407407407404, 0.035714285714285685, -0.12800100752648233], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.03703703703703706, 0.14285714285714285, -0.307135583847146], null], [[-0.03703703703703706, 0.1607142857142857, -0.23080771119580373], null], [[-0.018518518518518545, 0.14285714285714285, -0.2063811746699357], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.03703703703703706, 0.1607142857142857, -0.23080771119580373], null], [[-0.03703703703703706, 0.17857142857142858, -0.1929387431808357], null], [[-0.018518518518518545, 0.1607142857142857, -0.18047221368492664], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.018518518518518545, 0.14285714285714285, -0.2063811746699357], null], [[-0.018518518518518545, 0.1607142857142857, -0.18047221368492664], null], [[-2.878355989768924e-17, 0.14285714285714285, -0.16783895961786546], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.03703703703703706, 0.1607142857142857, -0.23080771119580373], null], [[-0.018518518518518545, 0.14285714285714285, -0.2063811746699357], null], [[-0.018518518518518545, 0.1607142857142857, -0.18047221368492664], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.03703703703703706, 0.14285714285714285, -0.307135583847146], null], [[-0.018518518518518545, 0.12499999999999999, -0.24248721156424818], null], [[-0.018518518518518545, 0.14285714285714285, -0.2063811746699357], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.018518518518518545, 0.12499999999999999, -0.24248721156424818], null], [[-2.878355989768924e-17, 0.10714285714285712, -0.20638117466993572], null], [[-2.878355989768924e-17, 0.12499999999999999, -0.18572883230570705], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.018518518518518545, 0.14285714285714285, -0.2063811746699357], null], [[-2.878355989768924e-17, 0.12499999999999999, -0.18572883230570705], null], [[-2.878355989768924e-17, 0.14285714285714285, -0.16783895961786546], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.018518518518518545, 0.12499999999999999, -0.24248721156424818], null], [[-0.018518518518518545, 0.14285714285714285, -0.2063811746699357], null], [[-2.878355989768924e-17, 0.12499999999999999, -0.18572883230570705], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.03703703703703706, 0.14285714285714285, -0.307135583847146], null], [[-0.018518518518518545, 0.12499999999999999, -0.24248721156424818], null], [[-0.018518518518518545, 0.14285714285714285, -0.2063811746699357], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.018518518518518545, 0.12499999999999999, -0.24248721156424818], null], [[-2.878355989768924e-17, 0.10714285714285712, -0.20638117466993572], null], [[-2.878355989768924e-17, 0.12499999999999999, -0.18572883230570705], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.018518518518518545, 0.14285714285714285, -0.2063811746699357], null], [[-2.878355989768924e-17, 0.12499999999999999, -0.18572883230570705], null], [[-2.878355989768924e-17, 0.14285714285714285, -0.16783895961786546], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.018518518518518545, 0.12499999999999999, -0.24248721156424818], null], [[-0.018518518518518545, 0.14285714285714285, -0.2063811746699357], null], [[-2.878355989768924e-17, 0.12499999999999999, -0.18572883230570705], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.03703703703703706, 0.14285714285714285, -0.307135583847146], null], [[-0.03703703703703706, 0.1607142857142857, -0.23080771119580373], null], [[-0.018518518518518545, 0.14285714285714285, -0.2063811746699357], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.03703703703703706, 0.1607142857142857, -0.23080771119580373], null], [[-0.03703703703703706, 0.17857142857142858, -0.1929387431808357], null], [[-0.018518518518518545, 0.1607142857142857, -0.18047221368492664], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.018518518518518545, 0.14285714285714285, -0.2063811746699357], null], [[-0.018518518518518545, 0.1607142857142857, -0.18047221368492664], null], [[-2.878355989768924e-17, 0.14285714285714285, -0.16783895961786546], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.03703703703703706, 0.1607142857142857, -0.23080771119580373], null], [[-0.018518518518518545, 0.14285714285714285, -0.2063811746699357], null], [[-0.018518518518518545, 0.1607142857142857, -0.18047221368492664], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.878355989768924e-17, 0.2142857142857143, -0.11351675851708212], null], [[0.07407407407407404, 0.14285714285714285, -0.10007432702798218], null], [[0.07407407407407404, 0.2142857142857143, -0.07497454346501195], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.878355989768924e-17, 0.14285714285714285, -0.16783895961786546], null], [[-2.878355989768924e-17, 0.2142857142857143, -0.11351675851708212], null], [[0.07407407407407404, 0.14285714285714285, -0.10007432702798218], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.0740740740740741, 0.2142857142857143, -0.21427116769429216], null], [[-0.0740740740740741, 0.2857142857142857, -0.11351675851708214], null], [[-2.878355989768924e-17, 0.2142857142857143, -0.11351675851708212], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.0740740740740741, 0.2857142857142857, -0.11351675851708214], null], [[-0.0740740740740741, 0.3571428571428571, -0.06708455044065541], null], [[-2.878355989768924e-17, 0.2857142857142857, -0.07497454346501195], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.878355989768924e-17, 0.2142857142857143, -0.11351675851708212], null], [[-2.878355989768924e-17, 0.2857142857142857, -0.07497454346501195], null], [[0.07407407407407404, 0.2142857142857143, -0.07497454346501195], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.0740740740740741, 0.2857142857142857, -0.11351675851708214], null], [[-2.878355989768924e-17, 0.2142857142857143, -0.11351675851708212], null], [[-2.878355989768924e-17, 0.2857142857142857, -0.07497454346501195], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.0740740740740741, 0.2142857142857143, -0.21427116769429216], null], [[-0.0740740740740741, 0.2857142857142857, -0.11351675851708214], null], [[-2.878355989768924e-17, 0.2142857142857143, -0.11351675851708212], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.0740740740740741, 0.2857142857142857, -0.11351675851708214], null], [[-0.0740740740740741, 0.3571428571428571, -0.06708455044065541], null], [[-2.878355989768924e-17, 0.2857142857142857, -0.07497454346501195], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.878355989768924e-17, 0.2142857142857143, -0.11351675851708212], null], [[-2.878355989768924e-17, 0.2857142857142857, -0.07497454346501195], null], [[0.07407407407407404, 0.2142857142857143, -0.07497454346501195], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.0740740740740741, 0.2857142857142857, -0.11351675851708214], null], [[-2.878355989768924e-17, 0.2142857142857143, -0.11351675851708212], null], [[-2.878355989768924e-17, 0.2857142857142857, -0.07497454346501195], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.878355989768924e-17, 0.2142857142857143, -0.11351675851708212], null], [[0.07407407407407404, 0.14285714285714285, -0.10007432702798218], null], [[0.07407407407407404, 0.2142857142857143, -0.07497454346501195], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.878355989768924e-17, 0.14285714285714285, -0.16783895961786546], null], [[-2.878355989768924e-17, 0.2142857142857143, -0.11351675851708212], null], [[0.07407407407407404, 0.14285714285714285, -0.10007432702798218], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.07407407407407404, -0.35714285714285715, -0.0285423353885852], null], [[0.07407407407407404, -0.2857142857142857, -0.05066440578047173], null], [[0.14814814814814814, -0.2857142857142857, -0.032865610627162624], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.07407407407407404, -0.2857142857142857, -0.05066440578047173], null], [[0.07407407407407404, -0.2142857142857143, -0.07497454346501195], null], [[0.14814814814814814, -0.2142857142857143, -0.05066440578047172], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14814814814814814, -0.2857142857142857, -0.032865610627162624], null], [[0.14814814814814814, -0.2142857142857143, -0.05066440578047172], null], [[0.22222222222222224, -0.2142857142857143, -0.032865610627162624], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.07407407407407404, -0.2857142857142857, -0.05066440578047173], null], [[0.14814814814814814, -0.2857142857142857, -0.032865610627162624], null], [[0.14814814814814814, -0.2142857142857143, -0.05066440578047172], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.07407407407407404, -0.2142857142857143, -0.07497454346501195], null], [[0.14814814814814814, -0.2142857142857143, -0.05066440578047172], null], [[0.14814814814814814, -0.14285714285714288, -0.06708455044065538], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14814814814814814, -0.2142857142857143, -0.05066440578047172], null], [[0.22222222222222224, -0.2142857142857143, -0.032865610627162624], null], [[0.22222222222222224, -0.14285714285714288, -0.04507887889009661], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14814814814814814, -0.14285714285714288, -0.06708455044065538], null], [[0.22222222222222224, -0.14285714285714288, -0.04507887889009661], null], [[0.22222222222222224, -0.07142857142857145, -0.0536421189515554], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14814814814814814, -0.2142857142857143, -0.05066440578047172], null], [[0.14814814814814814, -0.14285714285714288, -0.06708455044065538], null], [[0.22222222222222224, -0.14285714285714288, -0.04507887889009661], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.07407407407407404, -0.2142857142857143, -0.07497454346501195], null], [[0.14814814814814814, -0.2142857142857143, -0.05066440578047172], null], [[0.14814814814814814, -0.14285714285714288, -0.06708455044065538], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14814814814814814, -0.2142857142857143, -0.05066440578047172], null], [[0.22222222222222224, -0.2142857142857143, -0.032865610627162624], null], [[0.22222222222222224, -0.14285714285714288, -0.04507887889009661], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14814814814814814, -0.14285714285714288, -0.06708455044065538], null], [[0.22222222222222224, -0.14285714285714288, -0.04507887889009661], null], [[0.22222222222222224, -0.07142857142857145, -0.0536421189515554], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14814814814814814, -0.2142857142857143, -0.05066440578047172], null], [[0.14814814814814814, -0.14285714285714288, -0.06708455044065538], null], [[0.22222222222222224, -0.14285714285714288, -0.04507887889009661], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.07407407407407404, -0.35714285714285715, -0.0285423353885852], null], [[0.07407407407407404, -0.2857142857142857, -0.05066440578047173], null], [[0.14814814814814814, -0.2857142857142857, -0.032865610627162624], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.07407407407407404, -0.2857142857142857, -0.05066440578047173], null], [[0.07407407407407404, -0.2142857142857143, -0.07497454346501195], null], [[0.14814814814814814, -0.2142857142857143, -0.05066440578047172], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14814814814814814, -0.2857142857142857, -0.032865610627162624], null], [[0.14814814814814814, -0.2142857142857143, -0.05066440578047172], null], [[0.22222222222222224, -0.2142857142857143, -0.032865610627162624], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.07407407407407404, -0.2857142857142857, -0.05066440578047173], null], [[0.14814814814814814, -0.2857142857142857, -0.032865610627162624], null], [[0.14814814814814814, -0.2142857142857143, -0.05066440578047172], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.07407407407407404, -0.2142857142857143, -0.07497454346501195], null], [[0.07407407407407404, -0.14285714285714288, -0.10007432702798216], null], [[0.14814814814814814, -0.14285714285714288, -0.06708455044065538], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.07407407407407404, -0.14285714285714288, -0.10007432702798216], null], [[0.07407407407407404, -0.07142857142857145, -0.12140675154143869], null], [[0.14814814814814814, -0.07142857142857145, -0.07929781870358937], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14814814814814814, -0.14285714285714288, -0.06708455044065538], null], [[0.14814814814814814, -0.07142857142857145, -0.07929781870358937], null], [[0.22222222222222224, -0.07142857142857145, -0.0536421189515554], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.07407407407407404, -0.14285714285714288, -0.10007432702798216], null], [[0.14814814814814814, -0.14285714285714288, -0.06708455044065538], null], [[0.14814814814814814, -0.07142857142857145, -0.07929781870358937], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.07407407407407404, -0.07142857142857145, -0.12140675154143869], null], [[0.14814814814814814, -0.07142857142857145, -0.07929781870358937], null], [[0.14814814814814814, -2.7755575615628914e-17, -0.08391947980893272], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14814814814814814, -0.07142857142857145, -0.07929781870358937], null], [[0.22222222222222224, -0.07142857142857145, -0.0536421189515554], null], [[0.22222222222222224, -2.7755575615628914e-17, -0.056758379258541054], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14814814814814814, -2.7755575615628914e-17, -0.08391947980893272], null], [[0.22222222222222224, -2.7755575615628914e-17, -0.056758379258541054], null], [[0.22222222222222224, 0.0714285714285714, -0.05364211895155541], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14814814814814814, -0.07142857142857145, -0.07929781870358937], null], [[0.14814814814814814, -2.7755575615628914e-17, -0.08391947980893272], null], [[0.22222222222222224, -2.7755575615628914e-17, -0.056758379258541054], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.07407407407407404, -0.07142857142857145, -0.12140675154143869], null], [[0.14814814814814814, -0.07142857142857145, -0.07929781870358937], null], [[0.14814814814814814, -2.7755575615628914e-17, -0.08391947980893272], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14814814814814814, -0.07142857142857145, -0.07929781870358937], null], [[0.22222222222222224, -0.07142857142857145, -0.0536421189515554], null], [[0.22222222222222224, -2.7755575615628914e-17, -0.056758379258541054], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14814814814814814, -2.7755575615628914e-17, -0.08391947980893272], null], [[0.22222222222222224, -2.7755575615628914e-17, -0.056758379258541054], null], [[0.22222222222222224, 0.0714285714285714, -0.05364211895155541], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14814814814814814, -0.07142857142857145, -0.07929781870358937], null], [[0.14814814814814814, -2.7755575615628914e-17, -0.08391947980893272], null], [[0.22222222222222224, -2.7755575615628914e-17, -0.056758379258541054], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.07407407407407404, -0.2142857142857143, -0.07497454346501195], null], [[0.07407407407407404, -0.14285714285714288, -0.10007432702798216], null], [[0.14814814814814814, -0.14285714285714288, -0.06708455044065538], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.07407407407407404, -0.14285714285714288, -0.10007432702798216], null], [[0.07407407407407404, -0.07142857142857145, -0.12140675154143869], null], [[0.14814814814814814, -0.07142857142857145, -0.07929781870358937], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14814814814814814, -0.14285714285714288, -0.06708455044065538], null], [[0.14814814814814814, -0.07142857142857145, -0.07929781870358937], null], [[0.22222222222222224, -0.07142857142857145, -0.0536421189515554], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.07407407407407404, -0.14285714285714288, -0.10007432702798216], null], [[0.14814814814814814, -0.14285714285714288, -0.06708455044065538], null], [[0.14814814814814814, -0.07142857142857145, -0.07929781870358937], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14814814814814814, -2.7755575615628914e-17, -0.08391947980893272], null], [[0.14814814814814814, 0.0714285714285714, -0.07929781870358937], null], [[0.22222222222222224, 0.0714285714285714, -0.05364211895155541], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.07407407407407404, -2.7755575615628914e-17, -0.13035168788535947], null], [[0.14814814814814814, -2.7755575615628914e-17, -0.08391947980893272], null], [[0.14814814814814814, 0.0714285714285714, -0.07929781870358937], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.07407407407407404, 0.0714285714285714, -0.12140675154143872], null], [[0.07407407407407404, 0.14285714285714285, -0.10007432702798218], null], [[0.14814814814814814, 0.0714285714285714, -0.07929781870358937], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.07407407407407404, 0.14285714285714285, -0.10007432702798218], null], [[0.07407407407407404, 0.2142857142857143, -0.07497454346501195], null], [[0.14814814814814814, 0.14285714285714285, -0.06708455044065538], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14814814814814814, 0.0714285714285714, -0.07929781870358937], null], [[0.14814814814814814, 0.14285714285714285, -0.06708455044065538], null], [[0.22222222222222224, 0.0714285714285714, -0.05364211895155541], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.07407407407407404, 0.14285714285714285, -0.10007432702798218], null], [[0.14814814814814814, 0.0714285714285714, -0.07929781870358937], null], [[0.14814814814814814, 0.14285714285714285, -0.06708455044065538], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.07407407407407404, 0.0714285714285714, -0.12140675154143872], null], [[0.07407407407407404, 0.14285714285714285, -0.10007432702798218], null], [[0.14814814814814814, 0.0714285714285714, -0.07929781870358937], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.07407407407407404, 0.14285714285714285, -0.10007432702798218], null], [[0.07407407407407404, 0.2142857142857143, -0.07497454346501195], null], [[0.14814814814814814, 0.14285714285714285, -0.06708455044065538], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14814814814814814, 0.0714285714285714, -0.07929781870358937], null], [[0.14814814814814814, 0.14285714285714285, -0.06708455044065538], null], [[0.22222222222222224, 0.0714285714285714, -0.05364211895155541], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.07407407407407404, 0.14285714285714285, -0.10007432702798218], null], [[0.14814814814814814, 0.0714285714285714, -0.07929781870358937], null], [[0.14814814814814814, 0.14285714285714285, -0.06708455044065538], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14814814814814814, -2.7755575615628914e-17, -0.08391947980893272], null], [[0.14814814814814814, 0.0714285714285714, -0.07929781870358937], null], [[0.22222222222222224, 0.0714285714285714, -0.05364211895155541], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.07407407407407404, -2.7755575615628914e-17, -0.13035168788535947], null], [[0.14814814814814814, -2.7755575615628914e-17, -0.08391947980893272], null], [[0.14814814814814814, 0.0714285714285714, -0.07929781870358937], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.07407407407407404, 0.2142857142857143, -0.07497454346501195], null], [[0.14814814814814814, 0.14285714285714285, -0.06708455044065538], null], [[0.14814814814814814, 0.2142857142857143, -0.05066440578047172], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14814814814814814, 0.14285714285714285, -0.06708455044065538], null], [[0.22222222222222224, 0.0714285714285714, -0.05364211895155541], null], [[0.22222222222222224, 0.14285714285714285, -0.04507887889009661], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14814814814814814, 0.2142857142857143, -0.05066440578047172], null], [[0.22222222222222224, 0.14285714285714285, -0.04507887889009661], null], [[0.22222222222222224, 0.2142857142857143, -0.032865610627162624], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14814814814814814, 0.14285714285714285, -0.06708455044065538], null], [[0.14814814814814814, 0.2142857142857143, -0.05066440578047172], null], [[0.22222222222222224, 0.14285714285714285, -0.04507887889009661], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.07407407407407404, 0.2142857142857143, -0.07497454346501195], null], [[0.07407407407407404, 0.2857142857142857, -0.05066440578047173], null], [[0.14814814814814814, 0.2142857142857143, -0.05066440578047172], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.07407407407407404, 0.2857142857142857, -0.05066440578047173], null], [[0.07407407407407404, 0.3571428571428571, -0.02854233538858521], null], [[0.14814814814814814, 0.2857142857142857, -0.032865610627162624], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14814814814814814, 0.2142857142857143, -0.05066440578047172], null], [[0.14814814814814814, 0.2857142857142857, -0.032865610627162624], null], [[0.22222222222222224, 0.2142857142857143, -0.032865610627162624], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.07407407407407404, 0.2857142857142857, -0.05066440578047173], null], [[0.14814814814814814, 0.2142857142857143, -0.05066440578047172], null], [[0.14814814814814814, 0.2857142857142857, -0.032865610627162624], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.07407407407407404, 0.2142857142857143, -0.07497454346501195], null], [[0.07407407407407404, 0.2857142857142857, -0.05066440578047173], null], [[0.14814814814814814, 0.2142857142857143, -0.05066440578047172], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.07407407407407404, 0.2857142857142857, -0.05066440578047173], null], [[0.07407407407407404, 0.3571428571428571, -0.02854233538858521], null], [[0.14814814814814814, 0.2857142857142857, -0.032865610627162624], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14814814814814814, 0.2142857142857143, -0.05066440578047172], null], [[0.14814814814814814, 0.2857142857142857, -0.032865610627162624], null], [[0.22222222222222224, 0.2142857142857143, -0.032865610627162624], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.07407407407407404, 0.2857142857142857, -0.05066440578047173], null], [[0.14814814814814814, 0.2142857142857143, -0.05066440578047172], null], [[0.14814814814814814, 0.2857142857142857, -0.032865610627162624], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.07407407407407404, 0.2142857142857143, -0.07497454346501195], null], [[0.14814814814814814, 0.14285714285714285, -0.06708455044065538], null], [[0.14814814814814814, 0.2142857142857143, -0.05066440578047172], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14814814814814814, 0.14285714285714285, -0.06708455044065538], null], [[0.22222222222222224, 0.0714285714285714, -0.05364211895155541], null], [[0.22222222222222224, 0.14285714285714285, -0.04507887889009661], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14814814814814814, 0.2142857142857143, -0.05066440578047172], null], [[0.22222222222222224, 0.14285714285714285, -0.04507887889009661], null], [[0.22222222222222224, 0.2142857142857143, -0.032865610627162624], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14814814814814814, 0.14285714285714285, -0.06708455044065538], null], [[0.14814814814814814, 0.2142857142857143, -0.05066440578047172], null], [[0.22222222222222224, 0.14285714285714285, -0.04507887889009661], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.22222222222222224, -0.2142857142857143, -0.032865610627162624], null], [[0.22222222222222224, -0.14285714285714288, -0.04507887889009661], null], [[0.2962962962962963, -0.14285714285714288, -0.0285423353885852], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.22222222222222224, -0.14285714285714288, -0.04507887889009661], null], [[0.22222222222222224, -0.07142857142857145, -0.0536421189515554], null], [[0.2962962962962963, -0.07142857142857145, -0.035136591373628824], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2962962962962963, -0.14285714285714288, -0.0285423353885852], null], [[0.2962962962962963, -0.07142857142857145, -0.035136591373628824], null], [[0.3703703703703703, -0.07142857142857145, -0.02065234236422864], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.22222222222222224, -0.14285714285714288, -0.04507887889009661], null], [[0.2962962962962963, -0.14285714285714288, -0.0285423353885852], null], [[0.2962962962962963, -0.07142857142857145, -0.035136591373628824], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.22222222222222224, -0.07142857142857145, -0.0536421189515554], null], [[0.2962962962962963, -0.07142857142857145, -0.035136591373628824], null], [[0.2962962962962963, -2.7755575615628914e-17, -0.037487271732505975], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2962962962962963, -0.07142857142857145, -0.035136591373628824], null], [[0.3703703703703703, -0.07142857142857145, -0.02065234236422864], null], [[0.3703703703703703, -2.7755575615628914e-17, -0.022539439445048316], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2962962962962963, -2.7755575615628914e-17, -0.037487271732505975], null], [[0.3703703703703703, -2.7755575615628914e-17, -0.022539439445048316], null], [[0.3703703703703703, 0.0714285714285714, -0.02065234236422864], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2962962962962963, -0.07142857142857145, -0.035136591373628824], null], [[0.2962962962962963, -2.7755575615628914e-17, -0.037487271732505975], null], [[0.3703703703703703, -2.7755575615628914e-17, -0.022539439445048316], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.22222222222222224, -0.07142857142857145, -0.0536421189515554], null], [[0.2962962962962963, -0.07142857142857145, -0.035136591373628824], null], [[0.2962962962962963, -2.7755575615628914e-17, -0.037487271732505975], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2962962962962963, -0.07142857142857145, -0.035136591373628824], null], [[0.3703703703703703, -0.07142857142857145, -0.02065234236422864], null], [[0.3703703703703703, -2.7755575615628914e-17, -0.022539439445048316], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2962962962962963, -2.7755575615628914e-17, -0.037487271732505975], null], [[0.3703703703703703, -2.7755575615628914e-17, -0.022539439445048316], null], [[0.3703703703703703, 0.0714285714285714, -0.02065234236422864], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2962962962962963, -0.07142857142857145, -0.035136591373628824], null], [[0.2962962962962963, -2.7755575615628914e-17, -0.037487271732505975], null], [[0.3703703703703703, -2.7755575615628914e-17, -0.022539439445048316], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.22222222222222224, -0.2142857142857143, -0.032865610627162624], null], [[0.22222222222222224, -0.14285714285714288, -0.04507887889009661], null], [[0.2962962962962963, -0.14285714285714288, -0.0285423353885852], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.22222222222222224, -0.14285714285714288, -0.04507887889009661], null], [[0.22222222222222224, -0.07142857142857145, -0.0536421189515554], null], [[0.2962962962962963, -0.07142857142857145, -0.035136591373628824], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2962962962962963, -0.14285714285714288, -0.0285423353885852], null], [[0.2962962962962963, -0.07142857142857145, -0.035136591373628824], null], [[0.3703703703703703, -0.07142857142857145, -0.02065234236422864], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.22222222222222224, -0.14285714285714288, -0.04507887889009661], null], [[0.2962962962962963, -0.14285714285714288, -0.0285423353885852], null], [[0.2962962962962963, -0.07142857142857145, -0.035136591373628824], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.22222222222222224, -0.07142857142857145, -0.0536421189515554], null], [[0.22222222222222224, -2.7755575615628914e-17, -0.056758379258541054], null], [[0.2962962962962963, -2.7755575615628914e-17, -0.037487271732505975], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.22222222222222224, -2.7755575615628914e-17, -0.056758379258541054], null], [[0.22222222222222224, 0.0714285714285714, -0.05364211895155541], null], [[0.2962962962962963, 0.0714285714285714, -0.035136591373628824], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2962962962962963, -2.7755575615628914e-17, -0.037487271732505975], null], [[0.2962962962962963, 0.0714285714285714, -0.035136591373628824], null], [[0.3703703703703703, 0.0714285714285714, -0.02065234236422864], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.22222222222222224, -2.7755575615628914e-17, -0.056758379258541054], null], [[0.2962962962962963, -2.7755575615628914e-17, -0.037487271732505975], null], [[0.2962962962962963, 0.0714285714285714, -0.035136591373628824], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.22222222222222224, 0.0714285714285714, -0.05364211895155541], null], [[0.22222222222222224, 0.14285714285714285, -0.04507887889009661], null], [[0.2962962962962963, 0.0714285714285714, -0.035136591373628824], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.22222222222222224, 0.14285714285714285, -0.04507887889009661], null], [[0.22222222222222224, 0.2142857142857143, -0.032865610627162624], null], [[0.2962962962962963, 0.14285714285714285, -0.0285423353885852], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2962962962962963, 0.0714285714285714, -0.035136591373628824], null], [[0.2962962962962963, 0.14285714285714285, -0.0285423353885852], null], [[0.3703703703703703, 0.0714285714285714, -0.02065234236422864], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.22222222222222224, 0.14285714285714285, -0.04507887889009661], null], [[0.2962962962962963, 0.0714285714285714, -0.035136591373628824], null], [[0.2962962962962963, 0.14285714285714285, -0.0285423353885852], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.22222222222222224, 0.0714285714285714, -0.05364211895155541], null], [[0.22222222222222224, 0.14285714285714285, -0.04507887889009661], null], [[0.2962962962962963, 0.0714285714285714, -0.035136591373628824], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.22222222222222224, 0.14285714285714285, -0.04507887889009661], null], [[0.22222222222222224, 0.2142857142857143, -0.032865610627162624], null], [[0.2962962962962963, 0.14285714285714285, -0.0285423353885852], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2962962962962963, 0.0714285714285714, -0.035136591373628824], null], [[0.2962962962962963, 0.14285714285714285, -0.0285423353885852], null], [[0.3703703703703703, 0.0714285714285714, -0.02065234236422864], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.22222222222222224, 0.14285714285714285, -0.04507887889009661], null], [[0.2962962962962963, 0.0714285714285714, -0.035136591373628824], null], [[0.2962962962962963, 0.14285714285714285, -0.0285423353885852], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.22222222222222224, -0.07142857142857145, -0.0536421189515554], null], [[0.22222222222222224, -2.7755575615628914e-17, -0.056758379258541054], null], [[0.2962962962962963, -2.7755575615628914e-17, -0.037487271732505975], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.22222222222222224, -2.7755575615628914e-17, -0.056758379258541054], null], [[0.22222222222222224, 0.0714285714285714, -0.05364211895155541], null], [[0.2962962962962963, 0.0714285714285714, -0.035136591373628824], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2962962962962963, -2.7755575615628914e-17, -0.037487271732505975], null], [[0.2962962962962963, 0.0714285714285714, -0.035136591373628824], null], [[0.3703703703703703, 0.0714285714285714, -0.02065234236422864], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.22222222222222224, -2.7755575615628914e-17, -0.056758379258541054], null], [[0.2962962962962963, -2.7755575615628914e-17, -0.037487271732505975], null], [[0.2962962962962963, 0.0714285714285714, -0.035136591373628824], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3703703703703703, -0.2142857142857143, -0.007209910875128678], null], [[0.3703703703703703, -0.14285714285714288, -0.015290480176899404], null], [[0.4444444444444444, -0.14285714285714288, -0.004232197704044983], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3703703703703703, -0.14285714285714288, -0.015290480176899404], null], [[0.3703703703703703, -0.07142857142857145, -0.02065234236422864], null], [[0.4444444444444444, -0.07142857142857145, -0.00874992160261038], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.4444444444444444, -0.14285714285714288, -0.004232197704044983], null], [[0.4444444444444444, -0.07142857142857145, -0.00874992160261038], null], [[0.5185185185185185, -0.07142857142857145, 0.001353329186330128], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3703703703703703, -0.14285714285714288, -0.015290480176899404], null], [[0.4444444444444444, -0.14285714285714288, -0.004232197704044983], null], [[0.4444444444444444, -0.07142857142857145, -0.00874992160261038], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3703703703703703, -0.07142857142857145, -0.02065234236422864], null], [[0.3703703703703703, -2.7755575615628914e-17, -0.022539439445048316], null], [[0.4444444444444444, -0.07142857142857145, -0.00874992160261038], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3703703703703703, -2.7755575615628914e-17, -0.022539439445048316], null], [[0.3703703703703703, 0.0714285714285714, -0.02065234236422864], null], [[0.4444444444444444, -2.7755575615628914e-17, -0.01032617118211432], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.4444444444444444, -0.07142857142857145, -0.00874992160261038], null], [[0.4444444444444444, -2.7755575615628914e-17, -0.01032617118211432], null], [[0.5185185185185185, -0.07142857142857145, 0.001353329186330128], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3703703703703703, -2.7755575615628914e-17, -0.022539439445048316], null], [[0.4444444444444444, -0.07142857142857145, -0.00874992160261038], null], [[0.4444444444444444, -2.7755575615628914e-17, -0.01032617118211432], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3703703703703703, -0.07142857142857145, -0.02065234236422864], null], [[0.3703703703703703, -2.7755575615628914e-17, -0.022539439445048316], null], [[0.4444444444444444, -0.07142857142857145, -0.00874992160261038], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3703703703703703, -2.7755575615628914e-17, -0.022539439445048316], null], [[0.3703703703703703, 0.0714285714285714, -0.02065234236422864], null], [[0.4444444444444444, -2.7755575615628914e-17, -0.01032617118211432], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.4444444444444444, -0.07142857142857145, -0.00874992160261038], null], [[0.4444444444444444, -2.7755575615628914e-17, -0.01032617118211432], null], [[0.5185185185185185, -0.07142857142857145, 0.001353329186330128], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3703703703703703, -2.7755575615628914e-17, -0.022539439445048316], null], [[0.4444444444444444, -0.07142857142857145, -0.00874992160261038], null], [[0.4444444444444444, -2.7755575615628914e-17, -0.01032617118211432], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3703703703703703, -0.2142857142857143, -0.007209910875128678], null], [[0.3703703703703703, -0.14285714285714288, -0.015290480176899404], null], [[0.4444444444444444, -0.14285714285714288, -0.004232197704044983], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3703703703703703, -0.14285714285714288, -0.015290480176899404], null], [[0.3703703703703703, -0.07142857142857145, -0.02065234236422864], null], [[0.4444444444444444, -0.07142857142857145, -0.00874992160261038], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.4444444444444444, -0.14285714285714288, -0.004232197704044983], null], [[0.4444444444444444, -0.07142857142857145, -0.00874992160261038], null], [[0.5185185185185185, -0.07142857142857145, 0.001353329186330128], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3703703703703703, -0.14285714285714288, -0.015290480176899404], null], [[0.4444444444444444, -0.14285714285714288, -0.004232197704044983], null], [[0.4444444444444444, -0.07142857142857145, -0.00874992160261038], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3703703703703703, 0.0714285714285714, -0.02065234236422864], null], [[0.4444444444444444, -2.7755575615628914e-17, -0.01032617118211432], null], [[0.4444444444444444, 0.0714285714285714, -0.00874992160261038], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.4444444444444444, -2.7755575615628914e-17, -0.01032617118211432], null], [[0.5185185185185185, -0.07142857142857145, 0.001353329186330128], null], [[0.5185185185185185, -2.7755575615628914e-17, 0.0], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.4444444444444444, 0.0714285714285714, -0.00874992160261038], null], [[0.5185185185185185, -2.7755575615628914e-17, 0.0], null], [[0.5185185185185185, 0.0714285714285714, 0.001353329186330128], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.4444444444444444, -2.7755575615628914e-17, -0.01032617118211432], null], [[0.4444444444444444, 0.0714285714285714, -0.00874992160261038], null], [[0.5185185185185185, -2.7755575615628914e-17, 0.0], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3703703703703703, 0.0714285714285714, -0.02065234236422864], null], [[0.3703703703703703, 0.14285714285714285, -0.015290480176899404], null], [[0.4444444444444444, 0.0714285714285714, -0.00874992160261038], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3703703703703703, 0.14285714285714285, -0.015290480176899404], null], [[0.3703703703703703, 0.2142857142857143, -0.007209910875128678], null], [[0.4444444444444444, 0.14285714285714285, -0.004232197704044983], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.4444444444444444, 0.0714285714285714, -0.00874992160261038], null], [[0.4444444444444444, 0.14285714285714285, -0.004232197704044983], null], [[0.5185185185185185, 0.0714285714285714, 0.001353329186330128], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3703703703703703, 0.14285714285714285, -0.015290480176899404], null], [[0.4444444444444444, 0.0714285714285714, -0.00874992160261038], null], [[0.4444444444444444, 0.14285714285714285, -0.004232197704044983], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3703703703703703, 0.0714285714285714, -0.02065234236422864], null], [[0.3703703703703703, 0.14285714285714285, -0.015290480176899404], null], [[0.4444444444444444, 0.0714285714285714, -0.00874992160261038], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3703703703703703, 0.14285714285714285, -0.015290480176899404], null], [[0.3703703703703703, 0.2142857142857143, -0.007209910875128678], null], [[0.4444444444444444, 0.14285714285714285, -0.004232197704044983], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.4444444444444444, 0.0714285714285714, -0.00874992160261038], null], [[0.4444444444444444, 0.14285714285714285, -0.004232197704044983], null], [[0.5185185185185185, 0.0714285714285714, 0.001353329186330128], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3703703703703703, 0.14285714285714285, -0.015290480176899404], null], [[0.4444444444444444, 0.0714285714285714, -0.00874992160261038], null], [[0.4444444444444444, 0.14285714285714285, -0.004232197704044983], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3703703703703703, 0.0714285714285714, -0.02065234236422864], null], [[0.4444444444444444, -2.7755575615628914e-17, -0.01032617118211432], null], [[0.4444444444444444, 0.0714285714285714, -0.00874992160261038], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.4444444444444444, -2.7755575615628914e-17, -0.01032617118211432], null], [[0.5185185185185185, -0.07142857142857145, 0.001353329186330128], null], [[0.5185185185185185, -2.7755575615628914e-17, 0.0], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.4444444444444444, 0.0714285714285714, -0.00874992160261038], null], [[0.5185185185185185, -2.7755575615628914e-17, 0.0], null], [[0.5185185185185185, 0.0714285714285714, 0.001353329186330128], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.4444444444444444, -2.7755575615628914e-17, -0.01032617118211432], null], [[0.4444444444444444, 0.0714285714285714, -0.00874992160261038], null], [[0.5185185185185185, -2.7755575615628914e-17, 0.0], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.37037037037037035, -0.5, -0.08391947980893272], null], [[-0.2962962962962963, -0.5, -0.06070337577071934], null], [[-0.2962962962962963, -0.4285714285714286, -0.12140675154143861], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2962962962962963, -0.5, -0.06070337577071934], null], [[-0.22222222222222224, -0.5, -0.037487271732505975], null], [[-0.22222222222222224, -0.4285714285714286, -0.1026631156751857], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2962962962962963, -0.5, -0.06070337577071934], null], [[-0.2962962962962963, -0.4285714285714286, -0.12140675154143861], null], [[-0.22222222222222224, -0.4285714285714286, -0.1026631156751857], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.37037037037037035, -0.4642857142857143, -0.1280010075264823], null], [[-0.37037037037037035, -0.4285714285714286, -0.2607033757707185], null], [[-0.33333333333333326, -0.4285714285714286, -0.15994896659350868], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.33333333333333326, -0.4642857142857143, -0.10266311567518567], null], [[-0.33333333333333326, -0.4285714285714286, -0.15994896659350868], null], [[-0.2962962962962963, -0.4285714285714286, -0.12140675154143861], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.37037037037037035, -0.4642857142857143, -0.1280010075264823], null], [[-0.33333333333333326, -0.4642857142857143, -0.10266311567518567], null], [[-0.33333333333333326, -0.4285714285714286, -0.15994896659350868], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2962962962962963, 0.5, -0.06070337577071934], null], [[-0.22222222222222224, 0.42857142857142855, -0.10266311567518574], null], [[-0.22222222222222224, 0.5, -0.037487271732505975], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2962962962962963, 0.42857142857142855, -0.12140675154143869], null], [[-0.2962962962962963, 0.5, -0.06070337577071934], null], [[-0.22222222222222224, 0.42857142857142855, -0.10266311567518574], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14814814814814817, -0.35714285714285715, -0.1174617550292604], null], [[-0.0740740740740741, -0.35714285714285715, -0.06708455044065538], null], [[-0.0740740740740741, -0.2857142857142857, -0.11351675851708214], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14814814814814817, -0.35714285714285715, -0.1174617550292604], null], [[-0.14814814814814817, -0.2857142857142857, -0.21427116769429227], null], [[-0.0740740740740741, -0.2857142857142857, -0.11351675851708214], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14814814814814817, 0.3571428571428571, -0.11746175502926046], null], [[-0.0740740740740741, 0.2857142857142857, -0.11351675851708214], null], [[-0.0740740740740741, 0.3571428571428571, -0.06708455044065541], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14814814814814817, 0.2857142857142857, -0.21427116769429227], null], [[-0.14814814814814817, 0.3571428571428571, -0.11746175502926046], null], [[-0.0740740740740741, 0.2857142857142857, -0.11351675851708214], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.0740740740740741, -0.35714285714285715, -0.06708455044065538], null], [[-2.878355989768924e-17, -0.35714285714285715, -0.04781344291462029], null], [[-2.878355989768924e-17, -0.2857142857142857, -0.07497454346501195], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.878355989768924e-17, -0.35714285714285715, -0.04781344291462029], null], [[0.07407407407407404, -0.35714285714285715, -0.0285423353885852], null], [[0.07407407407407404, -0.2857142857142857, -0.05066440578047173], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.878355989768924e-17, -0.2857142857142857, -0.07497454346501195], null], [[0.07407407407407404, -0.2857142857142857, -0.05066440578047173], null], [[0.07407407407407404, -0.2142857142857143, -0.07497454346501195], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.878355989768924e-17, -0.35714285714285715, -0.04781344291462029], null], [[-2.878355989768924e-17, -0.2857142857142857, -0.07497454346501195], null], [[0.07407407407407404, -0.2857142857142857, -0.05066440578047173], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.03703703703703701, -0.10714285714285716, -0.14462285557965207], null], [[0.03703703703703701, -0.07142857142857145, -0.1599489665935089], null], [[0.07407407407407404, -0.07142857142857145, -0.12140675154143869], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.878355989768924e-17, -0.10714285714285716, -0.20638117466993566], null], [[0.03703703703703701, -0.10714285714285716, -0.14462285557965207], null], [[0.03703703703703701, -0.07142857142857145, -0.1599489665935089], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.03703703703703701, -0.07142857142857145, -0.1599489665935089], null], [[0.03703703703703701, -0.053571428571428596, -0.16680037266911366], null], [[0.05555555555555552, -0.07142857142857145, -0.1406778590674738], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.03703703703703701, -0.053571428571428596, -0.16680037266911366], null], [[0.03703703703703701, -0.03571428571428574, -0.17216223485644291], null], [[0.05555555555555552, -0.053571428571428596, -0.1467844931989408], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.05555555555555552, -0.07142857142857145, -0.1406778590674738], null], [[0.05555555555555552, -0.053571428571428596, -0.1467844931989408], null], [[0.07407407407407404, -0.07142857142857145, -0.12140675154143869], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.03703703703703701, -0.053571428571428596, -0.16680037266911366], null], [[0.05555555555555552, -0.07142857142857145, -0.1406778590674738], null], [[0.05555555555555552, -0.053571428571428596, -0.1467844931989408], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.03703703703703701, -2.7755575615628914e-17, -0.17678389596178623], null], [[0.03703703703703701, 0.01785714285714283, -0.17559824525181691], null], [[0.05555555555555552, -2.7755575615628914e-17, -0.15356779192357287], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.03703703703703701, 0.01785714285714283, -0.17559824525181691], null], [[0.03703703703703701, 0.035714285714285685, -0.17216223485644291], null], [[0.05555555555555552, 0.01785714285714283, -0.1512569613709012], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.05555555555555552, -2.7755575615628914e-17, -0.15356779192357287], null], [[0.05555555555555552, 0.01785714285714283, -0.1512569613709012], null], [[0.07407407407407404, -2.7755575615628914e-17, -0.13035168788535947], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.03703703703703701, 0.01785714285714283, -0.17559824525181691], null], [[0.05555555555555552, -2.7755575615628914e-17, -0.15356779192357287], null], [[0.05555555555555552, 0.01785714285714283, -0.1512569613709012], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.0740740740740741, 0.3571428571428571, -0.06708455044065541], null], [[-2.878355989768924e-17, 0.2857142857142857, -0.07497454346501195], null], [[-2.878355989768924e-17, 0.3571428571428571, -0.04781344291462031], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.878355989768924e-17, 0.2857142857142857, -0.07497454346501195], null], [[0.07407407407407404, 0.2142857142857143, -0.07497454346501195], null], [[0.07407407407407404, 0.2857142857142857, -0.05066440578047173], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.878355989768924e-17, 0.3571428571428571, -0.04781344291462031], null], [[0.07407407407407404, 0.2857142857142857, -0.05066440578047173], null], [[0.07407407407407404, 0.3571428571428571, -0.02854233538858521], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.878355989768924e-17, 0.2857142857142857, -0.07497454346501195], null], [[-2.878355989768924e-17, 0.3571428571428571, -0.04781344291462031], null], [[0.07407407407407404, 0.2857142857142857, -0.05066440578047173], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.07407407407407404, -0.35714285714285715, -0.0285423353885852], null], [[0.14814814814814814, -0.35714285714285715, -0.016387266546315088], null], [[0.14814814814814814, -0.2857142857142857, -0.032865610627162624], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14814814814814814, -0.35714285714285715, -0.016387266546315088], null], [[0.22222222222222224, -0.35714285714285715, -0.004232197704044975], null], [[0.22222222222222224, -0.2857142857142857, -0.0185489041656038], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14814814814814814, -0.2857142857142857, -0.032865610627162624], null], [[0.22222222222222224, -0.2857142857142857, -0.0185489041656038], null], [[0.22222222222222224, -0.2142857142857143, -0.032865610627162624], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14814814814814814, -0.35714285714285715, -0.016387266546315088], null], [[0.14814814814814814, -0.2857142857142857, -0.032865610627162624], null], [[0.22222222222222224, -0.2857142857142857, -0.0185489041656038], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.07407407407407404, 0.3571428571428571, -0.02854233538858521], null], [[0.14814814814814814, 0.2857142857142857, -0.032865610627162624], null], [[0.14814814814814814, 0.3571428571428571, -0.0163872665463151], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14814814814814814, 0.2857142857142857, -0.032865610627162624], null], [[0.22222222222222224, 0.2142857142857143, -0.032865610627162624], null], [[0.22222222222222224, 0.2857142857142857, -0.018548904165603803], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14814814814814814, 0.3571428571428571, -0.0163872665463151], null], [[0.22222222222222224, 0.2857142857142857, -0.018548904165603803], null], [[0.22222222222222224, 0.3571428571428571, -0.004232197704044983], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.14814814814814814, 0.2857142857142857, -0.032865610627162624], null], [[0.14814814814814814, 0.3571428571428571, -0.0163872665463151], null], [[0.22222222222222224, 0.2857142857142857, -0.018548904165603803], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.22222222222222224, -0.2142857142857143, -0.032865610627162624], null], [[0.2962962962962963, -0.2142857142857143, -0.02003776075114565], null], [[0.2962962962962963, -0.14285714285714288, -0.0285423353885852], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2962962962962963, -0.2142857142857143, -0.02003776075114565], null], [[0.3703703703703703, -0.2142857142857143, -0.007209910875128678], null], [[0.3703703703703703, -0.14285714285714288, -0.015290480176899404], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2962962962962963, -0.14285714285714288, -0.0285423353885852], null], [[0.3703703703703703, -0.14285714285714288, -0.015290480176899404], null], [[0.3703703703703703, -0.07142857142857145, -0.02065234236422864], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2962962962962963, -0.2142857142857143, -0.02003776075114565], null], [[0.2962962962962963, -0.14285714285714288, -0.0285423353885852], null], [[0.3703703703703703, -0.14285714285714288, -0.015290480176899404], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.22222222222222224, 0.2142857142857143, -0.032865610627162624], null], [[0.2962962962962963, 0.14285714285714285, -0.0285423353885852], null], [[0.2962962962962963, 0.2142857142857143, -0.02003776075114565], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2962962962962963, 0.14285714285714285, -0.0285423353885852], null], [[0.3703703703703703, 0.0714285714285714, -0.02065234236422864], null], [[0.3703703703703703, 0.14285714285714285, -0.015290480176899404], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2962962962962963, 0.2142857142857143, -0.02003776075114565], null], [[0.3703703703703703, 0.14285714285714285, -0.015290480176899404], null], [[0.3703703703703703, 0.2142857142857143, -0.007209910875128678], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.2962962962962963, 0.14285714285714285, -0.0285423353885852], null], [[0.2962962962962963, 0.2142857142857143, -0.02003776075114565], null], [[0.3703703703703703, 0.14285714285714285, -0.015290480176899404], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3703703703703703, -0.2142857142857143, -0.007209910875128678], null], [[0.4444444444444444, -0.2142857142857143, 0.002042852913834617], null], [[0.4444444444444444, -0.14285714285714288, -0.004232197704044983], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.4444444444444444, -0.2142857142857143, 0.002042852913834617], null], [[0.5185185185185185, -0.2142857142857143, 0.011295616702797912], null], [[0.5185185185185185, -0.14285714285714288, 0.00632447294456402], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.4444444444444444, -0.14285714285714288, -0.004232197704044983], null], [[0.5185185185185185, -0.14285714285714288, 0.00632447294456402], null], [[0.5185185185185185, -0.07142857142857145, 0.001353329186330128], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.4444444444444444, -0.2142857142857143, 0.002042852913834617], null], [[0.4444444444444444, -0.14285714285714288, -0.004232197704044983], null], [[0.5185185185185185, -0.14285714285714288, 0.00632447294456402], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.3703703703703703, 0.2142857142857143, -0.007209910875128678], null], [[0.4444444444444444, 0.14285714285714285, -0.004232197704044983], null], [[0.4444444444444444, 0.2142857142857143, 0.002042852913834617], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.4444444444444444, 0.14285714285714285, -0.004232197704044983], null], [[0.5185185185185185, 0.0714285714285714, 0.001353329186330128], null], [[0.5185185185185185, 0.14285714285714285, 0.00632447294456402], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.4444444444444444, 0.2142857142857143, 0.002042852913834617], null], [[0.5185185185185185, 0.14285714285714285, 0.00632447294456402], null], [[0.5185185185185185, 0.2142857142857143, 0.011295616702797912], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.4444444444444444, 0.14285714285714285, -0.004232197704044983], null], [[0.4444444444444444, 0.2142857142857143, 0.002042852913834617], null], [[0.5185185185185185, 0.14285714285714285, 0.00632447294456402], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4444444444444445, 0.5, -0.13035168788535947], null], [[-0.42592592592592593, 0.48214285714285715, -0.14883003448651652], null], [[-0.42592592592592593, 0.5, -0.11677113761016365], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.42592592592592593, 0.48214285714285715, -0.14883003448651652], null], [[-0.40740740740740744, 0.4642857142857143, -0.17216223485644291], null], [[-0.40740740740740744, 0.48214285714285715, -0.13767641109570536], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.42592592592592593, 0.5, -0.11677113761016365], null], [[-0.40740740740740744, 0.48214285714285715, -0.13767641109570536], null], [[-0.40740740740740744, 0.5, -0.10319058733496783], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.42592592592592593, 0.48214285714285715, -0.14883003448651652], null], [[-0.42592592592592593, 0.5, -0.11677113761016365], null], [[-0.40740740740740744, 0.48214285714285715, -0.13767641109570536], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.4444444444444445, 0.5, -0.13035168788535947], null], [[-0.42592592592592593, 0.48214285714285715, -0.14883003448651652], null], [[-0.42592592592592593, 0.5, -0.11677113761016365], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.42592592592592593, 0.48214285714285715, -0.14883003448651652], null], [[-0.40740740740740744, 0.4642857142857143, -0.17216223485644291], null], [[-0.40740740740740744, 0.48214285714285715, -0.13767641109570536], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.42592592592592593, 0.5, -0.11677113761016365], null], [[-0.40740740740740744, 0.48214285714285715, -0.13767641109570536], null], [[-0.40740740740740744, 0.5, -0.10319058733496783], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.42592592592592593, 0.48214285714285715, -0.14883003448651652], null], [[-0.42592592592592593, 0.5, -0.11677113761016365], null], [[-0.40740740740740744, 0.48214285714285715, -0.13767641109570536], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.0740740740740741, -0.2142857142857143, -0.21427116769429216], null], [[-0.03703703703703706, -0.2142857142857143, -0.16389396310568713], null], [[-0.03703703703703706, -0.1785714285714286, -0.19293874318083562], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.03703703703703706, -0.2142857142857143, -0.16389396310568713], null], [[-2.878355989768924e-17, -0.2142857142857143, -0.11351675851708212], null], [[-2.878355989768924e-17, -0.1785714285714286, -0.1406778590674738], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.03703703703703706, -0.2142857142857143, -0.16389396310568713], null], [[-0.03703703703703706, -0.1785714285714286, -0.19293874318083562], null], [[-2.878355989768924e-17, -0.1785714285714286, -0.1406778590674738], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.0740740740740741, -0.2142857142857143, -0.21427116769429216], null], [[-0.03703703703703706, -0.2142857142857143, -0.16389396310568713], null], [[-0.03703703703703706, -0.1785714285714286, -0.19293874318083562], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.03703703703703706, -0.2142857142857143, -0.16389396310568713], null], [[-2.878355989768924e-17, -0.2142857142857143, -0.11351675851708212], null], [[-2.878355989768924e-17, -0.1785714285714286, -0.1406778590674738], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.03703703703703706, -0.2142857142857143, -0.16389396310568713], null], [[-0.03703703703703706, -0.1785714285714286, -0.19293874318083562], null], [[-2.878355989768924e-17, -0.1785714285714286, -0.1406778590674738], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.878355989768924e-17, 0.0714285714285714, -0.26070337577071917], null], [[0.018518518518518486, 0.05357142857142854, -0.20454578543910099], null], [[0.018518518518518486, 0.0714285714285714, -0.21032617118211402], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.018518518518518486, 0.05357142857142854, -0.20454578543910099], null], [[0.03703703703703701, 0.035714285714285685, -0.17216223485644291], null], [[0.03703703703703701, 0.05357142857142854, -0.1660556007249759], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.018518518518518486, 0.0714285714285714, -0.21032617118211402], null], [[0.03703703703703701, 0.05357142857142854, -0.1660556007249759], null], [[0.03703703703703701, 0.0714285714285714, -0.1599489665935089], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.018518518518518486, 0.05357142857142854, -0.20454578543910099], null], [[0.018518518518518486, 0.0714285714285714, -0.21032617118211402], null], [[0.03703703703703701, 0.05357142857142854, -0.1660556007249759], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.878355989768924e-17, 0.10714285714285712, -0.20638117466993572], null], [[-2.878355989768924e-17, 0.12499999999999999, -0.18572883230570705], null], [[0.018518518518518486, 0.10714285714285712, -0.17495499830163047], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.878355989768924e-17, 0.12499999999999999, -0.18572883230570705], null], [[-2.878355989768924e-17, 0.14285714285714285, -0.16783895961786546], null], [[0.018518518518518486, 0.12499999999999999, -0.15568389077559533], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.018518518518518486, 0.10714285714285712, -0.17495499830163047], null], [[0.018518518518518486, 0.12499999999999999, -0.15568389077559533], null], [[0.03703703703703701, 0.10714285714285712, -0.14352882193332522], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.878355989768924e-17, 0.12499999999999999, -0.18572883230570705], null], [[0.018518518518518486, 0.10714285714285712, -0.17495499830163047], null], [[0.018518518518518486, 0.12499999999999999, -0.15568389077559533], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.878355989768924e-17, 0.10714285714285712, -0.20638117466993572], null], [[-2.878355989768924e-17, 0.12499999999999999, -0.18572883230570705], null], [[0.018518518518518486, 0.10714285714285712, -0.17495499830163047], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.878355989768924e-17, 0.12499999999999999, -0.18572883230570705], null], [[-2.878355989768924e-17, 0.14285714285714285, -0.16783895961786546], null], [[0.018518518518518486, 0.12499999999999999, -0.15568389077559533], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.018518518518518486, 0.10714285714285712, -0.17495499830163047], null], [[0.018518518518518486, 0.12499999999999999, -0.15568389077559533], null], [[0.03703703703703701, 0.10714285714285712, -0.14352882193332522], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.878355989768924e-17, 0.12499999999999999, -0.18572883230570705], null], [[0.018518518518518486, 0.10714285714285712, -0.17495499830163047], null], [[0.018518518518518486, 0.12499999999999999, -0.15568389077559533], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.878355989768924e-17, 0.0714285714285714, -0.26070337577071917], null], [[0.018518518518518486, 0.05357142857142854, -0.20454578543910099], null], [[0.018518518518518486, 0.0714285714285714, -0.21032617118211402], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.018518518518518486, 0.05357142857142854, -0.20454578543910099], null], [[0.03703703703703701, 0.035714285714285685, -0.17216223485644291], null], [[0.03703703703703701, 0.05357142857142854, -0.1660556007249759], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.018518518518518486, 0.0714285714285714, -0.21032617118211402], null], [[0.03703703703703701, 0.05357142857142854, -0.1660556007249759], null], [[0.03703703703703701, 0.0714285714285714, -0.1599489665935089], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.018518518518518486, 0.05357142857142854, -0.20454578543910099], null], [[0.018518518518518486, 0.0714285714285714, -0.21032617118211402], null], [[0.03703703703703701, 0.05357142857142854, -0.1660556007249759], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.0740740740740741, 0.2142857142857143, -0.21427116769429216], null], [[-0.03703703703703706, 0.17857142857142858, -0.1929387431808357], null], [[-0.03703703703703706, 0.2142857142857143, -0.16389396310568713], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.03703703703703706, 0.2142857142857143, -0.16389396310568713], null], [[-2.878355989768924e-17, 0.17857142857142858, -0.1406778590674738], null], [[-2.878355989768924e-17, 0.2142857142857143, -0.11351675851708212], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.03703703703703706, 0.17857142857142858, -0.1929387431808357], null], [[-0.03703703703703706, 0.2142857142857143, -0.16389396310568713], null], [[-2.878355989768924e-17, 0.17857142857142858, -0.1406778590674738], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.878355989768924e-17, 0.14285714285714285, -0.16783895961786546], null], [[0.03703703703703701, 0.10714285714285712, -0.14352882193332522], null], [[0.03703703703703701, 0.14285714285714285, -0.1339566433229238], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.03703703703703701, 0.10714285714285712, -0.14352882193332522], null], [[0.07407407407407404, 0.0714285714285714, -0.12140675154143872], null], [[0.07407407407407404, 0.10714285714285712, -0.11074053928471045], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.03703703703703701, 0.14285714285714285, -0.1339566433229238], null], [[0.07407407407407404, 0.10714285714285712, -0.11074053928471045], null], [[0.07407407407407404, 0.14285714285714285, -0.10007432702798218], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.03703703703703701, 0.10714285714285712, -0.14352882193332522], null], [[0.03703703703703701, 0.14285714285714285, -0.1339566433229238], null], [[0.07407407407407404, 0.10714285714285712, -0.11074053928471045], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.0740740740740741, 0.2142857142857143, -0.21427116769429216], null], [[-0.03703703703703706, 0.17857142857142858, -0.1929387431808357], null], [[-0.03703703703703706, 0.2142857142857143, -0.16389396310568713], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.03703703703703706, 0.2142857142857143, -0.16389396310568713], null], [[-2.878355989768924e-17, 0.17857142857142858, -0.1406778590674738], null], [[-2.878355989768924e-17, 0.2142857142857143, -0.11351675851708212], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.03703703703703706, 0.17857142857142858, -0.1929387431808357], null], [[-0.03703703703703706, 0.2142857142857143, -0.16389396310568713], null], [[-2.878355989768924e-17, 0.17857142857142858, -0.1406778590674738], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.878355989768924e-17, 0.14285714285714285, -0.16783895961786546], null], [[0.03703703703703701, 0.10714285714285712, -0.14352882193332522], null], [[0.03703703703703701, 0.14285714285714285, -0.1339566433229238], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.03703703703703701, 0.10714285714285712, -0.14352882193332522], null], [[0.07407407407407404, 0.0714285714285714, -0.12140675154143872], null], [[0.07407407407407404, 0.10714285714285712, -0.11074053928471045], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.03703703703703701, 0.14285714285714285, -0.1339566433229238], null], [[0.07407407407407404, 0.10714285714285712, -0.11074053928471045], null], [[0.07407407407407404, 0.14285714285714285, -0.10007432702798218], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.03703703703703701, 0.10714285714285712, -0.14352882193332522], null], [[0.03703703703703701, 0.14285714285714285, -0.1339566433229238], null], [[0.07407407407407404, 0.10714285714285712, -0.11074053928471045], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.07407407407407404, -0.07142857142857145, -0.12140675154143869], null], [[0.07407407407407404, -0.03571428571428574, -0.12800100752648233], null], [[0.11111111111111109, -0.03571428571428574, -0.1026631156751857], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.07407407407407404, -0.03571428571428574, -0.12800100752648233], null], [[0.07407407407407404, -2.7755575615628914e-17, -0.13035168788535947], null], [[0.11111111111111109, -2.7755575615628914e-17, -0.10713558384714608], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11111111111111109, -0.03571428571428574, -0.1026631156751857], null], [[0.11111111111111109, -2.7755575615628914e-17, -0.10713558384714608], null], [[0.14814814814814814, -2.7755575615628914e-17, -0.08391947980893272], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.07407407407407404, -0.03571428571428574, -0.12800100752648233], null], [[0.11111111111111109, -0.03571428571428574, -0.1026631156751857], null], [[0.11111111111111109, -2.7755575615628914e-17, -0.10713558384714608], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.07407407407407404, -2.7755575615628914e-17, -0.13035168788535947], null], [[0.07407407407407404, 0.035714285714285685, -0.12800100752648233], null], [[0.11111111111111109, 0.035714285714285685, -0.10482475329447442], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.07407407407407404, 0.035714285714285685, -0.12800100752648233], null], [[0.07407407407407404, 0.0714285714285714, -0.12140675154143872], null], [[0.11111111111111109, 0.0714285714285714, -0.10035228512251405], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11111111111111109, 0.035714285714285685, -0.10482475329447442], null], [[0.11111111111111109, 0.0714285714285714, -0.10035228512251405], null], [[0.14814814814814814, 0.0714285714285714, -0.07929781870358937], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.07407407407407404, 0.035714285714285685, -0.12800100752648233], null], [[0.11111111111111109, 0.035714285714285685, -0.10482475329447442], null], [[0.11111111111111109, 0.0714285714285714, -0.10035228512251405], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.07407407407407404, -0.07142857142857145, -0.12140675154143869], null], [[0.07407407407407404, -0.03571428571428574, -0.12800100752648233], null], [[0.11111111111111109, -0.03571428571428574, -0.1026631156751857], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.07407407407407404, -0.03571428571428574, -0.12800100752648233], null], [[0.07407407407407404, -2.7755575615628914e-17, -0.13035168788535947], null], [[0.11111111111111109, -2.7755575615628914e-17, -0.10713558384714608], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11111111111111109, -0.03571428571428574, -0.1026631156751857], null], [[0.11111111111111109, -2.7755575615628914e-17, -0.10713558384714608], null], [[0.14814814814814814, -2.7755575615628914e-17, -0.08391947980893272], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.07407407407407404, -0.03571428571428574, -0.12800100752648233], null], [[0.11111111111111109, -0.03571428571428574, -0.1026631156751857], null], [[0.11111111111111109, -2.7755575615628914e-17, -0.10713558384714608], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.07407407407407404, -2.7755575615628914e-17, -0.13035168788535947], null], [[0.07407407407407404, 0.035714285714285685, -0.12800100752648233], null], [[0.11111111111111109, 0.035714285714285685, -0.10482475329447442], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.07407407407407404, 0.035714285714285685, -0.12800100752648233], null], [[0.07407407407407404, 0.0714285714285714, -0.12140675154143872], null], [[0.11111111111111109, 0.0714285714285714, -0.10035228512251405], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.11111111111111109, 0.035714285714285685, -0.10482475329447442], null], [[0.11111111111111109, 0.0714285714285714, -0.10035228512251405], null], [[0.14814814814814814, 0.0714285714285714, -0.07929781870358937], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.07407407407407404, 0.035714285714285685, -0.12800100752648233], null], [[0.11111111111111109, 0.035714285714285685, -0.10482475329447442], null], [[0.11111111111111109, 0.0714285714285714, -0.10035228512251405], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2962962962962963, -0.4285714285714286, -0.12140675154143861], null], [[-0.25925925925925924, -0.4285714285714286, -0.11203493360831215], null], [[-0.25925925925925924, -0.3928571428571429, -0.14352882193332508], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.25925925925925924, -0.4285714285714286, -0.11203493360831215], null], [[-0.22222222222222224, -0.4285714285714286, -0.1026631156751857], null], [[-0.22222222222222224, -0.3928571428571429, -0.13525103764652557], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.25925925925925924, -0.3928571428571429, -0.14352882193332508], null], [[-0.22222222222222224, -0.3928571428571429, -0.13525103764652557], null], [[-0.22222222222222224, -0.35714285714285715, -0.16783895961786544], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.25925925925925924, -0.4285714285714286, -0.11203493360831215], null], [[-0.25925925925925924, -0.3928571428571429, -0.14352882193332508], null], [[-0.22222222222222224, -0.3928571428571429, -0.13525103764652557], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.37037037037037035, -0.5, -0.08391947980893272], null], [[-0.37037037037037035, -0.48214285714285715, -0.10279303414242362], null], [[-0.35185185185185186, -0.48214285714285715, -0.09329129774205919], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.37037037037037035, -0.48214285714285715, -0.10279303414242362], null], [[-0.37037037037037035, -0.4642857142857143, -0.1280010075264823], null], [[-0.35185185185185186, -0.4642857142857143, -0.115332061600834], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.35185185185185186, -0.48214285714285715, -0.09329129774205919], null], [[-0.35185185185185186, -0.4642857142857143, -0.115332061600834], null], [[-0.33333333333333326, -0.4642857142857143, -0.10266311567518567], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.37037037037037035, -0.48214285714285715, -0.10279303414242362], null], [[-0.35185185185185186, -0.48214285714285715, -0.09329129774205919], null], [[-0.35185185185185186, -0.4642857142857143, -0.115332061600834], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.37037037037037035, 0.5, -0.08391947980893272], null], [[-0.33333333333333326, 0.4642857142857143, -0.10161433775546384], null], [[-0.33333333333333326, 0.5, -0.07231142778982602], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.33333333333333326, 0.4642857142857143, -0.10161433775546384], null], [[-0.2962962962962963, 0.42857142857142855, -0.12140675154143869], null], [[-0.2962962962962963, 0.4642857142857143, -0.09105506365607902], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.33333333333333326, 0.5, -0.07231142778982602], null], [[-0.2962962962962963, 0.4642857142857143, -0.09105506365607902], null], [[-0.2962962962962963, 0.5, -0.06070337577071934], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.33333333333333326, 0.4642857142857143, -0.10161433775546384], null], [[-0.33333333333333326, 0.5, -0.07231142778982602], null], [[-0.2962962962962963, 0.4642857142857143, -0.09105506365607902], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.2962962962962963, 0.42857142857142855, -0.12140675154143869], null], [[-0.25925925925925924, 0.3928571428571428, -0.1435288219333253], null], [[-0.25925925925925924, 0.42857142857142855, -0.11203493360831222], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.25925925925925924, 0.3928571428571428, -0.1435288219333253], null], [[-0.22222222222222224, 0.3571428571428571, -0.16783895961786552], null], [[-0.22222222222222224, 0.3928571428571428, -0.13525103764652563], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.25925925925925924, 0.42857142857142855, -0.11203493360831222], null], [[-0.22222222222222224, 0.3928571428571428, -0.13525103764652563], null], [[-0.22222222222222224, 0.42857142857142855, -0.10266311567518574], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.25925925925925924, 0.3928571428571428, -0.1435288219333253], null], [[-0.25925925925925924, 0.42857142857142855, -0.11203493360831222], null], [[-0.22222222222222224, 0.3928571428571428, -0.13525103764652563], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.22222222222222224, -0.35714285714285715, -0.16783895961786544], null], [[-0.1851851851851852, -0.35714285714285715, -0.1426503573235629], null], [[-0.1851851851851852, -0.3214285714285714, -0.19293874318083584], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.1851851851851852, -0.35714285714285715, -0.1426503573235629], null], [[-0.14814814814814817, -0.35714285714285715, -0.1174617550292604], null], [[-0.14814814814814817, -0.3214285714285714, -0.16586646136177635], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.1851851851851852, -0.3214285714285714, -0.19293874318083584], null], [[-0.14814814814814817, -0.3214285714285714, -0.16586646136177635], null], [[-0.14814814814814817, -0.2857142857142857, -0.21427116769429227], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.1851851851851852, -0.35714285714285715, -0.1426503573235629], null], [[-0.1851851851851852, -0.3214285714285714, -0.19293874318083584], null], [[-0.14814814814814817, -0.3214285714285714, -0.16586646136177635], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14814814814814817, -0.2857142857142857, -0.21427116769429227], null], [[-0.11111111111111113, -0.2857142857142857, -0.16389396310568718], null], [[-0.11111111111111113, -0.25, -0.22321610403821301], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.11111111111111113, -0.2857142857142857, -0.16389396310568718], null], [[-0.0740740740740741, -0.2857142857142857, -0.11351675851708214], null], [[-0.0740740740740741, -0.25, -0.16389396310568716], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.11111111111111113, -0.25, -0.22321610403821301], null], [[-0.0740740740740741, -0.25, -0.16389396310568716], null], [[-0.0740740740740741, -0.2142857142857143, -0.21427116769429216], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.11111111111111113, -0.2857142857142857, -0.16389396310568718], null], [[-0.11111111111111113, -0.25, -0.22321610403821301], null], [[-0.0740740740740741, -0.25, -0.16389396310568716], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.22222222222222224, 0.3571428571428571, -0.16783895961786552], null], [[-0.1851851851851852, 0.3214285714285714, -0.19293874318083584], null], [[-0.1851851851851852, 0.3571428571428571, -0.142650357323563], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.1851851851851852, 0.3214285714285714, -0.19293874318083584], null], [[-0.14814814814814817, 0.2857142857142857, -0.21427116769429227], null], [[-0.14814814814814817, 0.3214285714285714, -0.16586646136177638], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.1851851851851852, 0.3571428571428571, -0.142650357323563], null], [[-0.14814814814814817, 0.3214285714285714, -0.16586646136177638], null], [[-0.14814814814814817, 0.3571428571428571, -0.11746175502926046], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.1851851851851852, 0.3214285714285714, -0.19293874318083584], null], [[-0.1851851851851852, 0.3571428571428571, -0.142650357323563], null], [[-0.14814814814814817, 0.3214285714285714, -0.16586646136177638], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.14814814814814817, 0.2857142857142857, -0.21427116769429227], null], [[-0.11111111111111113, 0.25, -0.22321610403821301], null], [[-0.11111111111111113, 0.2857142857142857, -0.16389396310568718], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.11111111111111113, 0.25, -0.22321610403821301], null], [[-0.0740740740740741, 0.2142857142857143, -0.21427116769429216], null], [[-0.0740740740740741, 0.25, -0.16389396310568716], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.11111111111111113, 0.2857142857142857, -0.16389396310568718], null], [[-0.0740740740740741, 0.25, -0.16389396310568716], null], [[-0.0740740740740741, 0.2857142857142857, -0.11351675851708214], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.11111111111111113, 0.25, -0.22321610403821301], null], [[-0.11111111111111113, 0.2857142857142857, -0.16389396310568718], null], [[-0.0740740740740741, 0.25, -0.16389396310568716], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.878355989768924e-17, -0.14285714285714288, -0.16783895961786546], null], [[-2.878355989768924e-17, -0.12500000000000003, -0.185728832305707], null], [[0.018518518518518486, -0.12500000000000003, -0.15623090759875877], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.878355989768924e-17, -0.12500000000000003, -0.185728832305707], null], [[-2.878355989768924e-17, -0.10714285714285716, -0.20638117466993566], null], [[0.018518518518518486, -0.10714285714285716, -0.17550201512479385], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.018518518518518486, -0.12500000000000003, -0.15623090759875877], null], [[0.018518518518518486, -0.10714285714285716, -0.17550201512479385], null], [[0.03703703703703701, -0.10714285714285716, -0.14462285557965207], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.878355989768924e-17, -0.12500000000000003, -0.185728832305707], null], [[0.018518518518518486, -0.12500000000000003, -0.15623090759875877], null], [[0.018518518518518486, -0.10714285714285716, -0.17550201512479385], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.878355989768924e-17, -0.10714285714285716, -0.20638117466993566], null], [[-2.878355989768924e-17, -0.0892857142857143, -0.23354227522032733], null], [[0.018518518518518486, -0.0892857142857143, -0.18316507063172227], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.878355989768924e-17, -0.0892857142857143, -0.23354227522032733], null], [[-2.878355989768924e-17, -0.07142857142857145, -0.26070337577071906], null], [[0.018518518518518486, -0.07142857142857145, -0.1929387431808357], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.018518518518518486, -0.0892857142857143, -0.18316507063172227], null], [[0.018518518518518486, -0.07142857142857145, -0.1929387431808357], null], [[0.03703703703703701, -0.07142857142857145, -0.1599489665935089], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-2.878355989768924e-17, -0.0892857142857143, -0.23354227522032733], null], [[0.018518518518518486, -0.0892857142857143, -0.18316507063172227], null], [[0.018518518518518486, -0.07142857142857145, -0.1929387431808357], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.03703703703703706, -0.1785714285714286, -0.19293874318083562], null], [[-0.018518518518518545, -0.1785714285714286, -0.1668083011241547], null], [[-0.018518518518518545, -0.16071428571428575, -0.18047221368492655], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.018518518518518545, -0.1785714285714286, -0.1668083011241547], null], [[-2.878355989768924e-17, -0.1785714285714286, -0.1406778590674738], null], [[-2.878355989768924e-17, -0.16071428571428575, -0.15425840934266963], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.018518518518518545, -0.16071428571428575, -0.18047221368492655], null], [[-2.878355989768924e-17, -0.16071428571428575, -0.15425840934266963], null], [[-2.878355989768924e-17, -0.14285714285714288, -0.16783895961786546], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.018518518518518545, -0.1785714285714286, -0.1668083011241547], null], [[-0.018518518518518545, -0.16071428571428575, -0.18047221368492655], null], [[-2.878355989768924e-17, -0.16071428571428575, -0.15425840934266963], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.03703703703703706, -0.1785714285714286, -0.19293874318083562], null], [[-0.018518518518518545, -0.1785714285714286, -0.1668083011241547], null], [[-0.018518518518518545, -0.16071428571428575, -0.18047221368492655], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.018518518518518545, -0.1785714285714286, -0.1668083011241547], null], [[-2.878355989768924e-17, -0.1785714285714286, -0.1406778590674738], null], [[-2.878355989768924e-17, -0.16071428571428575, -0.15425840934266963], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.018518518518518545, -0.16071428571428575, -0.18047221368492655], null], [[-2.878355989768924e-17, -0.16071428571428575, -0.15425840934266963], null], [[-2.878355989768924e-17, -0.14285714285714288, -0.16783895961786546], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.018518518518518545, -0.1785714285714286, -0.1668083011241547], null], [[-0.018518518518518545, -0.16071428571428575, -0.18047221368492655], null], [[-2.878355989768924e-17, -0.16071428571428575, -0.15425840934266963], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.03703703703703706, 0.17857142857142858, -0.1929387431808357], null], [[-0.018518518518518545, 0.1607142857142857, -0.18047221368492664], null], [[-0.018518518518518545, 0.17857142857142858, -0.16680830112415473], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.018518518518518545, 0.1607142857142857, -0.18047221368492664], null], [[-2.878355989768924e-17, 0.14285714285714285, -0.16783895961786546], null], [[-2.878355989768924e-17, 0.1607142857142857, -0.15425840934266963], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.018518518518518545, 0.17857142857142858, -0.16680830112415473], null], [[-2.878355989768924e-17, 0.1607142857142857, -0.15425840934266963], null], [[-2.878355989768924e-17, 0.17857142857142858, -0.1406778590674738], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.018518518518518545, 0.1607142857142857, -0.18047221368492664], null], [[-0.018518518518518545, 0.17857142857142858, -0.16680830112415473], null], [[-2.878355989768924e-17, 0.1607142857142857, -0.15425840934266963], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.03703703703703706, 0.17857142857142858, -0.1929387431808357], null], [[-0.018518518518518545, 0.1607142857142857, -0.18047221368492664], null], [[-0.018518518518518545, 0.17857142857142858, -0.16680830112415473], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.018518518518518545, 0.1607142857142857, -0.18047221368492664], null], [[-2.878355989768924e-17, 0.14285714285714285, -0.16783895961786546], null], [[-2.878355989768924e-17, 0.1607142857142857, -0.15425840934266963], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.018518518518518545, 0.17857142857142858, -0.16680830112415473], null], [[-2.878355989768924e-17, 0.1607142857142857, -0.15425840934266963], null], [[-2.878355989768924e-17, 0.17857142857142858, -0.1406778590674738], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[-0.018518518518518545, 0.1607142857142857, -0.18047221368492664], null], [[-0.018518518518518545, 0.17857142857142858, -0.16680830112415473], null], [[-2.878355989768924e-17, 0.1607142857142857, -0.15425840934266963], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.37037037037037035, -0.5, -0.08391947980893272], null], [[-0.37037037037037035, -0.48214285714285715, -0.10279303414242362], null], [[-0.37037037037037035, -0.4642857142857143, -0.1280010075264823], null], [[-0.37037037037037035, -0.4285714285714286, -0.2607033757707185], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.37037037037037035, 0.42857142857142855, -0.26070337577071917], null], [[-0.37037037037037035, 0.4642857142857143, -0.1280010075264823], null], [[-0.37037037037037035, 0.5, -0.08391947980893272], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.22222222222222224, -0.5, -0.037487271732505975], null], [[-0.22222222222222224, -0.35714285714285715, -0.16783895961786544], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.22222222222222224, 0.3571428571428571, -0.16783895961786552], null], [[-0.22222222222222224, 0.5, -0.037487271732505975], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.0740740740740741, -0.5, -0.01032617118211432], null], [[-0.0740740740740741, -0.35714285714285715, -0.06708455044065538], null], [[-0.0740740740740741, -0.2857142857142857, -0.11351675851708214], null], [[-0.0740740740740741, -0.2142857142857143, -0.21427116769429216], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.0740740740740741, 0.2142857142857143, -0.21427116769429216], null], [[-0.0740740740740741, 0.2857142857142857, -0.11351675851708214], null], [[-0.0740740740740741, 0.3571428571428571, -0.06708455044065541], null], [[-0.0740740740740741, 0.5, -0.01032617118211432], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.07407407407407404, -0.5, 0.008944936343920771], null], [[0.07407407407407404, -0.35714285714285715, -0.0285423353885852], null], [[0.07407407407407404, -0.2857142857142857, -0.05066440578047173], null], [[0.07407407407407404, -0.2142857142857143, -0.07497454346501195], null], [[0.07407407407407404, -0.14285714285714288, -0.10007432702798216], null], [[0.07407407407407404, -0.07142857142857145, -0.12140675154143869], null], [[0.07407407407407404, -0.03571428571428574, -0.12800100752648233], null], [[0.07407407407407404, -2.7755575615628914e-17, -0.13035168788535947], null], [[0.07407407407407404, 0.035714285714285685, -0.12800100752648233], null], [[0.07407407407407404, 0.0714285714285714, -0.12140675154143872], null], [[0.07407407407407404, 0.14285714285714285, -0.10007432702798218], null], [[0.07407407407407404, 0.2142857142857143, -0.07497454346501195], null], [[0.07407407407407404, 0.2857142857142857, -0.05066440578047173], null], [[0.07407407407407404, 0.3571428571428571, -0.02854233538858521], null], [[0.07407407407407404, 0.5, 0.008944936343920771], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.22222222222222224, -0.5, 0.023892768631378434], null], [[0.22222222222222224, -0.35714285714285715, -0.004232197704044975], null], [[0.22222222222222224, -0.2142857142857143, -0.032865610627162624], null], [[0.22222222222222224, -0.14285714285714288, -0.04507887889009661], null], [[0.22222222222222224, -0.07142857142857145, -0.0536421189515554], null], [[0.22222222222222224, -2.7755575615628914e-17, -0.056758379258541054], null], [[0.22222222222222224, 0.0714285714285714, -0.05364211895155541], null], [[0.22222222222222224, 0.14285714285714285, -0.04507887889009661], null], [[0.22222222222222224, 0.2142857142857143, -0.032865610627162624], null], [[0.22222222222222224, 0.3571428571428571, -0.004232197704044983], null], [[0.22222222222222224, 0.5, 0.023892768631378434], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.3703703703703703, -0.5, 0.03610603689431242], null], [[0.3703703703703703, -0.35714285714285715, 0.013566597449264119], null], [[0.3703703703703703, -0.2142857142857143, -0.007209910875128678], null], [[0.3703703703703703, -0.14285714285714288, -0.015290480176899404], null], [[0.3703703703703703, -0.07142857142857145, -0.02065234236422864], null], [[0.3703703703703703, -2.7755575615628914e-17, -0.022539439445048316], null], [[0.3703703703703703, 0.0714285714285714, -0.02065234236422864], null], [[0.3703703703703703, 0.14285714285714285, -0.015290480176899404], null], [[0.3703703703703703, 0.2142857142857143, -0.007209910875128678], null], [[0.3703703703703703, 0.3571428571428571, 0.013566597449264108], null], [[0.3703703703703703, 0.5, 0.03610603689431242], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.5185185185185185, -0.5, 0.04643220807642674], null], [[0.5185185185185185, -0.35714285714285715, 0.027615254943032828], null], [[0.5185185185185185, -0.2142857142857143, 0.011295616702797912], null], [[0.5185185185185185, -0.07142857142857145, 0.001353329186330128], null], [[0.5185185185185185, -2.7755575615628914e-17, 0.0], null], [[0.5185185185185185, 0.0714285714285714, 0.001353329186330128], null], [[0.5185185185185185, 0.2142857142857143, 0.011295616702797912], null], [[0.5185185185185185, 0.3571428571428571, 0.027615254943032828], null], [[0.5185185185185185, 0.5, 0.04643220807642674], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.48148148148148145, -0.5, -0.1767838959617862], null], [[-0.4444444444444445, -0.5, -0.13035168788535947], null], [[-0.42592592592592593, -0.5, -0.11540385559790182], null], [[-0.40740740740740744, -0.5, -0.10319058733496783], null], [[-0.38888888888888884, -0.5, -0.09286441615285349], null], [[-0.37037037037037035, -0.5, -0.08391947980893272], null], [[-0.22222222222222224, -0.5, -0.037487271732505975], null], [[-0.0740740740740741, -0.5, -0.01032617118211432], null], [[0.07407407407407404, -0.5, 0.008944936343920771], null], [[0.22222222222222224, -0.5, 0.023892768631378434], null], [[0.3703703703703703, -0.5, 0.03610603689431242], null], [[0.5185185185185185, -0.5, 0.04643220807642674], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.25925925925925924, -0.35714285714285715, -0.30713558384714557], null], [[-0.22222222222222224, -0.35714285714285715, -0.16783895961786544], null], [[-0.0740740740740741, -0.35714285714285715, -0.06708455044065538], null], [[0.07407407407407404, -0.35714285714285715, -0.0285423353885852], null], [[0.22222222222222224, -0.35714285714285715, -0.004232197704044975], null], [[0.3703703703703703, -0.35714285714285715, 0.013566597449264119], null], [[0.5185185185185185, -0.35714285714285715, 0.027615254943032828], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.0740740740740741, -0.2142857142857143, -0.21427116769429216], null], [[-2.878355989768924e-17, -0.2142857142857143, -0.11351675851708212], null], [[0.07407407407407404, -0.2142857142857143, -0.07497454346501195], null], [[0.14814814814814814, -0.2142857142857143, -0.05066440578047172], null], [[0.22222222222222224, -0.2142857142857143, -0.032865610627162624], null], [[0.3703703703703703, -0.2142857142857143, -0.007209910875128678], null], [[0.5185185185185185, -0.2142857142857143, 0.011295616702797912], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-2.878355989768924e-17, -0.07142857142857145, -0.26070337577071906], null], [[0.018518518518518486, -0.07142857142857145, -0.1929387431808357], null], [[0.03703703703703701, -0.07142857142857145, -0.1599489665935089], null], [[0.07407407407407404, -0.07142857142857145, -0.12140675154143869], null], [[0.14814814814814814, -0.07142857142857145, -0.07929781870358937], null], [[0.22222222222222224, -0.07142857142857145, -0.0536421189515554], null], [[0.2962962962962963, -0.07142857142857145, -0.035136591373628824], null], [[0.3703703703703703, -0.07142857142857145, -0.02065234236422864], null], [[0.4444444444444444, -0.07142857142857145, -0.00874992160261038], null], [[0.5185185185185185, -0.07142857142857145, 0.001353329186330128], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-2.878355989768924e-17, 0.0714285714285714, -0.26070337577071917], null], [[0.03703703703703701, 0.0714285714285714, -0.1599489665935089], null], [[0.07407407407407404, 0.0714285714285714, -0.12140675154143872], null], [[0.14814814814814814, 0.0714285714285714, -0.07929781870358937], null], [[0.22222222222222224, 0.0714285714285714, -0.05364211895155541], null], [[0.2962962962962963, 0.0714285714285714, -0.035136591373628824], null], [[0.3703703703703703, 0.0714285714285714, -0.02065234236422864], null], [[0.4444444444444444, 0.0714285714285714, -0.00874992160261038], null], [[0.5185185185185185, 0.0714285714285714, 0.001353329186330128], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.0740740740740741, 0.2142857142857143, -0.21427116769429216], null], [[-2.878355989768924e-17, 0.2142857142857143, -0.11351675851708212], null], [[0.07407407407407404, 0.2142857142857143, -0.07497454346501195], null], [[0.14814814814814814, 0.2142857142857143, -0.05066440578047172], null], [[0.22222222222222224, 0.2142857142857143, -0.032865610627162624], null], [[0.3703703703703703, 0.2142857142857143, -0.007209910875128678], null], [[0.5185185185185185, 0.2142857142857143, 0.011295616702797912], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.25925925925925924, 0.3571428571428571, -0.30713558384714634], null], [[-0.22222222222222224, 0.3571428571428571, -0.16783895961786552], null], [[-0.0740740740740741, 0.3571428571428571, -0.06708455044065541], null], [[0.07407407407407404, 0.3571428571428571, -0.02854233538858521], null], [[0.22222222222222224, 0.3571428571428571, -0.004232197704044983], null], [[0.3703703703703703, 0.3571428571428571, 0.013566597449264108], null], [[0.5185185185185185, 0.3571428571428571, 0.027615254943032828], null]], &quot;color&quot;: [0, 0, 0, 1]}, {&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[-0.48148148148148145, 0.5, -0.1767838959617862], null], [[-0.46296296296296297, 0.5, -0.14962279541139456], null], [[-0.4444444444444445, 0.5, -0.13035168788535947], null], [[-0.40740740740740744, 0.5, -0.10319058733496783], null], [[-0.37037037037037035, 0.5, -0.08391947980893272], null], [[-0.22222222222222224, 0.5, -0.037487271732505975], null], [[-0.0740740740740741, 0.5, -0.01032617118211432], null], [[0.07407407407407404, 0.5, 0.008944936343920771], null], [[0.22222222222222224, 0.5, 0.023892768631378434], null], [[0.3703703703703703, 0.5, 0.03610603689431242], null], [[0.5185185185185185, 0.5, 0.04643220807642674], null]], &quot;color&quot;: [0, 0, 0, 1]}], &quot;axes&quot;: {&quot;hasaxes&quot;: [true, true, true], &quot;ticks&quot;: [[[-0.25925925925925924, 0.0, 0.25925925925925924, 0.5185185185185185], [-0.4666666666666667, -0.4148148148148148, -0.362962962962963, -0.3111111111111111, -0.2074074074074074, -0.15555555555555556, -0.1037037037037037, -0.05185185185185185, 0.05185185185185185, 0.1037037037037037, 0.15555555555555556, 0.2074074074074074, 0.3111111111111111, 0.362962962962963, 0.4148148148148148, 0.4666666666666667], [&quot;-0.5&quot;, &quot;0&quot;, &quot;0.5&quot;, &quot;1&quot;]], [[-0.5, -0.25, 0.0, 0.25, 0.5], [-0.45, -0.4, -0.35000000000000003, -0.30000000000000004, -0.2, -0.15000000000000002, -0.1, -0.05, 0.05, 0.1, 0.15000000000000002, 0.2, 0.30000000000000004, 0.35000000000000003, 0.4, 0.45], [&quot;-1&quot;, &quot;-0.5&quot;, &quot;0&quot;, &quot;0.5&quot;, &quot;1&quot;]], [[-0.33493758164692666, -0.26795006531754134, -0.20096254898815602, -0.13397503265877067, -0.06698751632938534, 0.0], [-0.34833508491280374, -0.32154007838104964, -0.30814257511517257, -0.2947450718492955, -0.2813475685834184, -0.25455256205166427, -0.24115505878578722, -0.22775755551991017, -0.2143600522540331, -0.18756504572227894, -0.17416754245640187, -0.16077003919052482, -0.14737253592464775, -0.12057752939289361, -0.10718002612701655, -0.09378252286113947, -0.08038501959526241, -0.053590013063508274, -0.040192509797631205, -0.026795006531754137, -0.013397503265877068, 0.013397503265877068, 0.026795006531754137, 0.040192509797631205], [&quot;-5&quot;, &quot;-4&quot;, &quot;-3&quot;, &quot;-2&quot;, &quot;-1&quot;, &quot;0&quot;]]]}, &quot;extent&quot;: {&quot;xmin&quot;: -0.48148148148148145, &quot;xmax&quot;: 0.5185185185185185, &quot;ymin&quot;: -0.5, &quot;ymax&quot;: 0.5, &quot;zmin&quot;: -0.3535677919235733, &quot;zmax&quot;: 0.04643220807642675}, &quot;lighting&quot;: [{&quot;type&quot;: &quot;Ambient&quot;, &quot;color&quot;: [0.3, 0.2, 0.4]}, {&quot;type&quot;: &quot;Directional&quot;, &quot;color&quot;: [0.8, 0.0, 0.0], &quot;position&quot;: [2.0, 0.0, 2.0000000000000004]}, {&quot;type&quot;: &quot;Directional&quot;, &quot;color&quot;: [0.0, 0.8, 0.0], &quot;position&quot;: [2.0, 2.0, 2.0000000000000004]}, {&quot;type&quot;: &quot;Directional&quot;, &quot;color&quot;: [0.0, 0.0, 0.8], &quot;position&quot;: [0.0, 2.0, 2.0000000000000004]}], &quot;viewpoint&quot;: [1.3, -2.4, 2.0]}" /></mtd></mtr></mtable></mstyle></math>
p4212
sg15
I5
sass(g1709
g3876
VPlotPoints
p4213
I0
tp4214
(dp4215
g6
VPlot[Sin[Cos[x^2]],{x,-4,4}, PlotPoints->22]
p4216
sg8
(lp4217
(dp4218
g11
(lp4219
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="247px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-17.666667 -14.610939 435.333333 276.435473">
                <polyline points="0.000000,234.312793 2.380952,237.216083 4.761905,229.310423 7.142857,208.322421 9.523810,172.532620 14.285714,80.173343 15.476190,60.492212 16.666667,44.183512 17.857143,31.484440 18.452381,26.450906 19.047619,22.238791 21.428571,12.497011 22.619048,11.202580 23.809524,12.002571 25.000000,14.932684 25.595238,17.256834 26.190476,20.200735 27.380952,28.100566 27.976190,33.123844 28.571429,38.893443 29.761905,52.681930 30.952381,69.306367 33.333333,108.872247 35.714286,150.833935 36.904762,170.208633 38.095238,187.439109 40.476190,213.881947 41.666667,222.987434 42.857143,229.607210 44.047619,234.047754 44.642857,235.544819 45.238095,236.602080 46.428571,237.486568 47.023810,237.340034 47.619048,236.805792 50.000000,230.594770 51.190476,224.780962 52.380952,216.929552 54.761905,194.747492 57.142857,164.638847 61.904762,94.476713 64.285714,63.722428 66.666667,40.163770 69.047619,24.341762 70.238095,19.045869 71.428571,15.248167 72.619048,12.768550 73.214286,11.975619 73.809524,11.461123 75.000000,11.229163 75.595238,11.501230 76.190476,12.030583 78.571429,16.812580 79.761905,20.920293 80.952381,26.281004 82.142857,32.964081 83.333333,41.005874 85.714286,61.054459 88.095238,85.585677 90.476190,112.830673 92.857143,140.471417 95.238095,166.230990 97.619048,188.401371 100.000000,206.106443 101.190476,213.232773 101.785714,216.379796 102.380952,219.260110 103.571429,224.259795 104.166667,226.400604 104.761905,228.317007 105.952381,231.521687 106.547619,232.831842 107.142857,233.960990 107.738095,234.918647 108.035714,235.335926 108.333333,235.713538 108.928571,236.353518 109.226190,236.617619 109.523810,236.845517 110.714286,237.408517 111.309524,237.488603 111.904762,237.438923 112.500000,237.261763 112.797619,237.125870 113.095238,236.958602 113.690476,236.530187 113.988095,236.269062 114.285714,235.976614 116.666667,232.495133 117.857143,229.974165 119.047619,226.915049 120.238095,223.306253 120.833333,221.293410 121.428571,219.141201 122.619048,214.420570 123.214286,211.854547 123.809524,209.154023 126.190476,197.072642 128.571429,183.179225 133.333333,151.779083 138.095238,119.243214 140.476190,103.851328 142.857143,89.563262 145.238095,76.620282 147.619048,65.147334 148.809524,59.973402 150.000000,55.170064 151.190476,50.728807 151.785714,48.640395 152.380952,46.637886 154.761905,39.448126 155.952381,36.315761 157.142857,33.467779 158.333333,30.885691 158.928571,29.688580 159.523810,28.551041 160.714286,26.445695 161.309524,25.473487 161.904762,24.552062 163.095238,22.853262 163.690476,22.071873 164.285714,21.333240 164.880952,20.635499 165.178571,20.301395 165.476190,19.976841 166.071429,19.355519 166.369048,19.058329 166.666667,18.769845 167.857143,17.698976 168.452381,17.210696 169.047619,16.751892 169.642857,16.321162 169.940476,16.115901 170.238095,15.917157 170.833333,15.538582 171.130952,15.358440 171.428571,15.184192 173.809524,13.985290 175.000000,13.502055 176.190476,13.085891 177.380952,12.729756 177.976190,12.572150 178.571429,12.427159 179.761905,12.172119 180.357143,12.060691 180.952381,11.959119 182.142857,11.783076 182.738095,11.707435 183.333333,11.639307 183.928571,11.578165 184.226190,11.550055 184.523810,11.523504 185.119048,11.474841 185.416667,11.452613 185.714286,11.431713 186.904762,11.360312 187.500000,11.331215 188.095238,11.306001 188.690476,11.284308 189.285714,11.265789 189.880952,11.250116 190.476190,11.236982 192.857143,11.204277 195.238095,11.192134 200.000000,11.189145 204.761905,11.192134 207.142857,11.204277 208.333333,11.217181 209.523810,11.236982 211.904762,11.306001 213.095238,11.360312 214.285714,11.431713 215.476190,11.523504 216.071429,11.578165 216.666667,11.639307 217.857143,11.783076 218.452381,11.866779 219.047619,11.959119 220.238095,12.172119 220.833333,12.294050 221.428571,12.427159 222.023810,12.572150 222.321429,12.649329 222.619048,12.729756 223.214286,12.900738 223.511905,12.991492 223.809524,13.085891 225.000000,13.502055 225.595238,13.734825 226.190476,13.985290 226.785714,14.254422 227.083333,14.396304 227.380952,14.543237 227.976190,14.852793 228.273810,15.015692 228.571429,15.184192 230.952381,16.751892 232.142857,17.698976 233.333333,18.769845 234.523810,19.976841 235.119048,20.635499 235.714286,21.333240 236.904762,22.853262 237.500000,23.679332 238.095238,24.552062 239.285714,26.445695 239.880952,27.470819 240.476190,28.551041 241.071429,29.688580 241.369048,30.279547 241.666667,30.885691 242.261905,32.144656 242.559524,32.798053 242.857143,33.467779 244.047619,36.315761 244.642857,37.845248 245.238095,39.448126 245.833333,41.126651 246.428571,42.883034 247.023810,44.719423 247.619048,46.637886 250.000000,55.170064 252.380952,65.147334 254.761905,76.620282 257.142857,89.563262 259.523810,103.851328 261.904762,119.243214 266.666667,151.779083 269.047619,167.903958 271.428571,183.179225 273.809524,197.072642 275.000000,203.361297 276.190476,209.154023 277.380952,214.420570 277.976190,216.849955 278.571429,219.141201 279.166667,221.293410 279.464286,222.317252 279.761905,223.306253 280.357143,225.179918 280.654762,226.064744 280.952381,226.915049 282.142857,229.974165 282.738095,231.301076 283.333333,232.495133 283.928571,233.558098 284.226190,234.040959 284.523810,234.491677 285.119048,235.297419 285.416667,235.652767 285.714286,235.976614 288.095238,237.438923 289.285714,237.408517 290.476190,236.845517 291.666667,235.713538 292.261905,234.918647 292.857143,233.960990 294.047619,231.521687 294.642857,230.020325 295.238095,228.317007 297.619048,219.260110 298.809524,213.232773 300.000000,206.106443 302.380952,188.401371 304.761905,166.230990 309.523810,112.830673 311.904762,85.585677 314.285714,61.054459 316.666667,41.005874 317.857143,32.964081 319.047619,26.281004 320.238095,20.920293 320.833333,18.714921 321.428571,16.812580 322.619048,13.874813 323.214286,12.819983 323.809524,12.030583 326.190476,11.461123 327.380952,12.768550 328.571429,15.248167 329.761905,19.045869 330.357143,21.494558 330.952381,24.341762 332.142857,31.325587 332.738095,35.504423 333.333333,40.163770 334.523810,50.961145 335.714286,63.722428 338.095238,94.476713 340.476190,129.640250 342.857143,164.638847 345.238095,194.747492 347.619048,216.929552 348.809524,224.780962 349.404762,227.932228 350.000000,230.594770 351.190476,234.546041 351.785714,235.878391 352.380952,236.805792 353.571429,237.486568 354.166667,237.243685 354.761905,236.602080 355.357143,235.544819 355.654762,234.853033 355.952381,234.047754 356.547619,232.080388 356.845238,230.909395 357.142857,229.607210 358.333333,222.987434 358.928571,218.762862 359.523810,213.881947 360.714286,202.055809 361.904762,187.439109 366.666667,108.872247 369.047619,69.306367 371.428571,38.893443 372.619048,28.100566 373.214286,23.803073 373.809524,20.200735 374.404762,17.256834 374.702381,16.019674 375.000000,14.932684 375.595238,13.191609 375.892857,12.529716 376.190476,12.002571 377.380952,11.202580 377.976190,11.582125 378.571429,12.497011 379.166667,13.975530 379.464286,14.938298 379.761905,16.057851 380.357143,18.793662 380.654762,20.423944 380.952381,22.238791 383.333333,44.183512 385.714286,80.173343 388.095238,126.323951 389.285714,150.162607 390.476190,172.532620 392.857143,208.322421 394.047619,220.649558 395.238095,229.310423 397.619048,237.216083 400.000000,234.312793" style="stroke: rgb(24.720000%, 24.000000%, 60.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="-16.000000,124.339294 416.000000,124.339294" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="0.000000" y="127.005961" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-4</mtext></math></foreignObject>
<foreignObject x="100.000000" y="127.005961" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-2</mtext></math></foreignObject>
<foreignObject x="300.000000" y="127.005961" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>2</mn></math></foreignObject>
<foreignObject x="400.000000" y="127.005961" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>4</mn></math></foreignObject>
<polyline points="0.000000,124.339294 0.000000,117.672627" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="100.000000,124.339294 100.000000,117.672627" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="300.000000,124.339294 300.000000,117.672627" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="400.000000,124.339294 400.000000,117.672627" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="25.000000,124.339294 25.000000,120.339294" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="50.000000,124.339294 50.000000,120.339294" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="75.000000,124.339294 75.000000,120.339294" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="125.000000,124.339294 125.000000,120.339294" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="150.000000,124.339294 150.000000,120.339294" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,124.339294 175.000000,120.339294" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="225.000000,124.339294 225.000000,120.339294" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="250.000000,124.339294 250.000000,120.339294" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="275.000000,124.339294 275.000000,120.339294" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="325.000000,124.339294 325.000000,120.339294" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="350.000000,124.339294 350.000000,120.339294" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="375.000000,124.339294 375.000000,120.339294" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="200.000000,260.157867 200.000000,-12.944272" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="197.333333" y="191.572835" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-0.5</mtext></math></foreignObject>
<foreignObject x="197.333333" y="57.105752" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.5</mn></math></foreignObject>
<polyline points="200.000000,191.572835 206.666667,191.572835" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,57.105752 206.666667,57.105752" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,245.359669 204.000000,245.359669" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,231.912960 204.000000,231.912960" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,218.466252 204.000000,218.466252" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,205.019544 204.000000,205.019544" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,178.126127 204.000000,178.126127" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,164.679419 204.000000,164.679419" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,151.232711 204.000000,151.232711" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,137.786002 204.000000,137.786002" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,110.892586 204.000000,110.892586" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,97.445877 204.000000,97.445877" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,83.999169 204.000000,83.999169" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,70.552461 204.000000,70.552461" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,43.659044 204.000000,43.659044" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,30.212336 204.000000,30.212336" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,16.765627 204.000000,16.765627" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,3.318919 204.000000,3.318919" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
            </svg>
        "/></mstyle></math>
p4220
sg15
I1
sass(g1709
g3876
VPlotRange
p4221
I0
tp4222
(dp4223
g6
VPlot[Sin[Cos[x^2]],{x,-4,4}, PlotRange -> All]
p4224
sg8
(lp4225
(dp4226
g11
(lp4227
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="247px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-17.666667 -14.610939 435.333333 276.435473">
                <polyline points="0.000000,243.743388 0.892857,246.320666 1.785714,247.211313 2.678571,246.500755 3.125000,245.540453 3.571429,244.161026 4.464286,240.065766 4.910714,237.301778 5.357143,234.025588 5.803571,230.212038 6.250000,225.838910 7.142857,215.351143 8.928571,187.427729 10.714286,151.816550 12.500000,112.659046 14.285714,75.359301 16.071429,44.462982 16.964286,32.206169 17.857143,22.170864 18.303571,17.960552 18.750000,14.262872 19.196429,11.053806 19.419643,9.624396 19.642857,8.307280 20.089286,5.996575 20.312500,4.996452 20.535714,4.095627 20.758929,3.291132 20.870536,2.924128 20.982143,2.580175 21.205357,1.960164 21.316964,1.683514 21.428571,1.428731 22.321429,0.150263 22.767857,0.000140 23.214286,0.168372 23.660714,0.654989 23.883929,1.018924 24.107143,1.464458 24.553571,2.605292 24.776786,3.303604 25.000000,4.089495 25.446429,5.931858 25.669643,6.992535 25.892857,8.149139 26.116071,9.403920 26.339286,10.759126 26.785714,13.779631 27.678571,21.117204 28.125000,25.460461 28.571429,30.264562 30.357143,54.044568 32.142857,84.229300 33.928571,118.274926 35.714286,152.549918 37.500000,183.459081 39.285714,208.505408 40.178571,218.480157 40.625000,222.826408 41.071429,226.756426 41.964286,233.421342 42.410714,236.188636 42.633929,237.438762 42.857143,238.602943 43.750000,242.445804 44.196429,243.909466 44.642857,245.089270 45.089286,245.998965 45.312500,246.356223 45.535714,246.650096 45.982143,247.051761 46.205357,247.161180 46.428571,247.210464 46.875000,247.130048 47.098214,247.000649 47.321429,246.811721 47.544643,246.563021 47.656250,246.416139 47.767857,246.254156 47.991071,245.884594 48.102679,245.676848 48.214286,245.453669 48.660714,244.404464 48.883929,243.784279 49.107143,243.098943 49.330357,242.347285 49.441964,241.946200 49.553571,241.528067 49.776786,240.640002 49.888393,240.169740 50.000000,239.681767 50.892857,235.120199 51.785714,229.330757 52.678571,222.244126 53.571429,213.820467 55.357143,193.026638 57.142857,167.630596 60.714286,109.871744 62.500000,81.972324 64.285714,57.388092 66.071429,37.279005 66.964286,29.040814 67.857143,21.997330 68.750000,16.094696 69.196429,13.548267 69.419643,12.371715 69.642857,11.257777 70.089286,9.212173 70.312500,8.277715 70.535714,7.400301 70.758929,6.578564 70.870536,6.188153 70.982143,5.811159 71.205357,5.096774 71.316964,4.759063 71.428571,4.434132 72.321429,2.277113 72.767857,1.479532 73.214286,0.859155 73.660714,0.409796 73.883929,0.247634 74.107143,0.126441 74.553571,0.005282 74.776786,0.004667 75.000000,0.043717 75.446429,0.240323 75.669643,0.397808 75.892857,0.594813 76.116071,0.831470 76.227679,0.964726 76.339286,1.107970 76.562500,1.424562 76.674107,1.597985 76.785714,1.781550 77.232143,2.618184 77.455357,3.098677 77.678571,3.621251 77.901786,4.186424 78.013393,4.485155 78.125000,4.794743 78.348214,5.446778 78.459821,5.789372 78.571429,6.143119 79.464286,9.383746 79.910714,11.285812 80.357143,13.382055 80.803571,15.676832 81.250000,18.173981 82.142857,23.787244 83.035714,30.236528 83.928571,37.519405 85.714286,54.473565 89.285714,95.934004 92.857143,141.229758 96.428571,182.051665 98.214286,198.898604 99.107143,206.271372 100.000000,212.930377 100.892857,218.884164 101.785714,224.153132 102.232143,226.539764 102.678571,228.766846 103.125000,230.839065 103.348214,231.818635 103.571429,232.761352 104.017857,234.538805 104.464286,236.176622 104.910714,237.680032 105.133929,238.382962 105.357143,239.054235 105.803571,240.304349 106.026786,240.884436 106.250000,241.435358 106.473214,241.957708 106.584821,242.208351 106.696429,242.452068 106.919643,242.919006 107.031250,243.142364 107.142857,243.359073 108.035714,244.861073 108.482143,245.463914 108.928571,245.972704 109.375000,246.390584 109.598214,246.566324 109.821429,246.720364 110.267857,246.964520 110.491071,247.055173 110.714286,247.125200 111.160714,247.204223 111.383929,247.213595 111.607143,247.203094 111.830357,247.172858 111.941964,247.150379 112.053571,247.123011 112.276786,247.053657 112.388393,247.011693 112.500000,246.964884 112.946429,246.729348 113.169643,246.582680 113.392857,246.416785 113.616071,246.231674 113.727679,246.131912 113.839286,246.027345 114.062500,245.803785 114.174107,245.684786 114.285714,245.560969 115.178571,244.396265 115.625000,243.696994 116.071429,242.918948 116.517857,242.061401 116.741071,241.602571 116.964286,241.123569 117.410714,240.104643 117.633929,239.564515 117.857143,239.003810 118.303571,237.820281 118.750000,236.553318 119.196429,235.202251 119.642857,233.766508 120.535714,230.639292 120.982143,228.947325 121.428571,227.169729 123.214286,219.209686 124.107143,214.730376 125.000000,209.931542 126.785714,199.437081 128.571429,187.884364 135.714286,135.663794 139.285714,109.503593 142.857143,85.616980 146.428571,65.006532 148.214286,56.067615 149.107143,51.943136 150.000000,48.045370 151.785714,40.912269 152.678571,37.665477 153.571429,34.622847 154.464286,31.776845 154.910714,30.425102 155.357143,29.119499 156.250000,26.642534 156.696429,25.469055 156.919643,24.898100 157.142857,24.337491 158.035714,22.195834 158.482143,21.183610 158.928571,20.209041 159.375000,19.271078 159.821429,18.368679 160.267857,17.500814 160.714286,16.666468 161.160714,15.864637 161.607143,15.094335 162.053571,14.354592 162.276786,13.995881 162.500000,13.644454 162.946429,12.962987 163.392857,12.309276 163.839286,11.682422 164.062500,11.378793 164.285714,11.081551 165.178571,9.954349 165.625000,9.426366 166.071429,8.921061 166.517857,8.437660 166.741071,8.203936 166.964286,7.975406 167.410714,7.533568 167.633929,7.320080 167.857143,7.111430 168.303571,6.708298 168.526786,6.513647 168.750000,6.323497 168.973214,6.137765 169.196429,5.956372 169.419643,5.779239 169.642857,5.606287 170.089286,5.272622 170.312500,5.111760 170.535714,4.954779 170.758929,4.801608 170.870536,4.726429 170.982143,4.652175 171.205357,4.506411 171.316964,4.434882 171.428571,4.364245 172.321429,3.830232 172.767857,3.583102 173.214286,3.348551 173.660714,3.126094 173.883929,3.019253 174.107143,2.915261 174.553571,2.715595 174.776786,2.619812 175.000000,2.526655 175.446429,2.348012 175.669643,2.262422 175.892857,2.179250 176.116071,2.098448 176.227679,2.058920 176.339286,2.019966 176.562500,1.943755 176.674107,1.906486 176.785714,1.869768 177.232143,1.728277 177.455357,1.660682 177.678571,1.595126 177.901786,1.531565 178.125000,1.469957 178.348214,1.410257 178.571429,1.352424 179.464286,1.138934 179.910714,1.042335 180.357143,0.952089 180.803571,0.867898 181.026786,0.827983 181.250000,0.789474 181.696429,0.716538 181.919643,0.682042 182.142857,0.648818 182.589286,0.586052 183.035714,0.527986 183.482143,0.474371 183.705357,0.449159 183.928571,0.424971 184.375000,0.379552 184.821429,0.337892 185.267857,0.299772 185.491071,0.281975 185.714286,0.264985 186.607143,0.204600 187.500000,0.155199 188.392857,0.115350 189.285714,0.083726 190.178571,0.059105 191.071429,0.040364 192.857143,0.016530 196.428571,0.001033 200.000000,0.000000 203.571429,0.001033 205.357143,0.005230 207.142857,0.016530 208.928571,0.040364 209.821429,0.059105 210.714286,0.083726 211.607143,0.115350 212.053571,0.134166 212.500000,0.155199 213.392857,0.204600 213.839286,0.233326 214.062500,0.248776 214.285714,0.264985 215.178571,0.337892 215.625000,0.379552 216.071429,0.424971 216.517857,0.474371 216.741071,0.500637 216.964286,0.527986 217.410714,0.586052 217.633929,0.616832 217.857143,0.648818 218.303571,0.716538 218.526786,0.752337 218.750000,0.789474 218.973214,0.827983 219.196429,0.867898 219.419643,0.909255 219.642857,0.952089 220.089286,1.042335 220.312500,1.089822 220.535714,1.138934 220.758929,1.189711 220.982143,1.242192 221.205357,1.296416 221.428571,1.352424 222.321429,1.595126 222.767857,1.728277 223.214286,1.869768 223.660714,2.019966 223.883929,2.098448 224.107143,2.179250 224.553571,2.348012 224.776786,2.436073 225.000000,2.526655 225.446429,2.715595 225.669643,2.814060 225.892857,2.915261 226.116071,3.019253 226.227679,3.072314 226.339286,3.126094 226.562500,3.235840 226.674107,3.291821 226.785714,3.348551 227.232143,3.583102 227.455357,3.705064 227.678571,3.830232 227.901786,3.958670 228.013393,4.024135 228.125000,4.090442 228.348214,4.225611 228.459821,4.294491 228.571429,4.364245 229.464286,4.954779 229.910714,5.272622 230.357143,5.606287 230.803571,5.956372 231.026786,6.137765 231.250000,6.323497 231.696429,6.708298 231.919643,6.907531 232.142857,7.111430 232.589286,7.533568 232.812500,7.751980 233.035714,7.975406 233.258929,8.203936 233.482143,8.437660 233.705357,8.676670 233.928571,8.921061 234.375000,9.426366 234.598214,9.687474 234.821429,9.954349 235.044643,10.227093 235.267857,10.505806 235.491071,10.790591 235.714286,11.081551 236.607143,12.309276 237.053571,12.962987 237.500000,13.644454 237.946429,14.354592 238.169643,14.720704 238.392857,15.094335 238.839286,15.864637 239.062500,16.261550 239.285714,16.666468 239.732143,17.500814 240.178571,18.368679 240.625000,19.271078 241.071429,20.209041 241.964286,22.195834 242.410714,23.246773 242.633929,23.787093 242.857143,24.337491 243.750000,26.642534 244.642857,29.119499 245.535714,31.776845 246.428571,34.622847 247.321429,37.665477 248.214286,40.912269 249.107143,44.370169 250.000000,48.045370 251.785714,56.067615 253.571429,65.006532 255.357143,74.865410 257.142857,85.616980 260.714286,109.503593 264.285714,135.663794 267.857143,162.467074 271.428571,187.884364 273.214286,199.437081 275.000000,209.931542 275.892857,214.730376 276.785714,219.209686 277.678571,223.358570 278.125000,225.306684 278.571429,227.169729 279.464286,230.639292 279.910714,232.245629 280.357143,233.766508 280.803571,235.202251 281.026786,235.888336 281.250000,236.553318 281.696429,237.820281 281.919643,238.422430 282.142857,239.003810 282.589286,240.104643 282.812500,240.624294 283.035714,241.123569 283.258929,241.602571 283.370536,241.834501 283.482143,242.061401 283.705357,242.500160 283.816964,242.712045 283.928571,242.918948 284.375000,243.696994 284.598214,244.056434 284.821429,244.396265 285.044643,244.716567 285.156250,244.869417 285.267857,245.017411 285.491071,245.298859 285.602679,245.432328 285.714286,245.560969 286.607143,246.416785 287.053571,246.729348 287.500000,246.964884 287.946429,247.123011 288.169643,247.172858 288.392857,247.203094 288.839286,247.204223 289.062500,247.174817 289.285714,247.125200 289.732143,246.964520 289.955357,246.853003 290.178571,246.720364 290.401786,246.566324 290.513393,246.481186 290.625000,246.390584 290.848214,246.192825 290.959821,246.085582 291.071429,245.972704 291.517857,245.463914 291.741071,245.174458 291.964286,244.861073 292.187500,244.523313 292.299107,244.345149 292.410714,244.160717 292.633929,243.772804 292.745536,243.569198 292.857143,243.359073 293.750000,241.435358 294.196429,240.304349 294.642857,239.054235 295.089286,237.680032 295.312500,236.944802 295.535714,236.176622 295.982143,234.538805 296.428571,232.761352 297.321429,228.766846 297.767857,226.539764 298.214286,224.153132 299.107143,218.884164 299.553571,215.994394 300.000000,212.930377 301.785714,198.898604 303.571429,182.051665 307.142857,141.229758 310.714286,95.934004 312.500000,74.204120 314.285714,54.473565 316.071429,37.519405 316.964286,30.236528 317.857143,23.787244 318.750000,18.173981 319.196429,15.676832 319.642857,13.382055 320.089286,11.285812 320.535714,9.383746 320.758929,8.504067 320.982143,7.671148 321.205357,6.884371 321.428571,6.143119 322.321429,3.621251 322.767857,2.618184 323.214286,1.781550 323.660714,1.107970 323.883929,0.831470 324.107143,0.594813 324.553571,0.240323 324.776786,0.122292 325.000000,0.043717 325.446429,0.005282 325.669643,0.045778 325.892857,0.126441 326.116071,0.247634 326.227679,0.323563 326.339286,0.409796 326.562500,0.613440 326.674107,0.730999 326.785714,0.859155 327.232143,1.479532 327.455357,1.855741 327.678571,2.277113 327.901786,2.744595 328.013393,2.995942 328.125000,3.259201 328.348214,3.822003 328.459821,4.121829 328.571429,4.434132 329.464286,7.400301 329.910714,9.212173 330.357143,11.257777 330.803571,13.548267 331.250000,16.094696 332.142857,21.997330 333.035714,29.040814 333.928571,37.279005 335.714286,57.388092 339.285714,109.871744 341.071429,139.188776 342.857143,167.630596 344.642857,193.026638 346.428571,213.820467 347.321429,222.244126 347.767857,225.952940 348.214286,229.330757 348.660714,232.383812 349.107143,235.120199 349.330357,236.372564 349.553571,237.549396 349.776786,238.652016 350.000000,239.681767 350.892857,243.098943 351.339286,244.404464 351.785714,245.453669 352.232143,246.254156 352.455357,246.563021 352.678571,246.811721 353.125000,247.130048 353.348214,247.200009 353.571429,247.210464 354.017857,247.051761 354.241071,246.881644 354.464286,246.650096 354.687500,246.356223 354.799107,246.185590 354.910714,245.998965 355.133929,245.577105 355.245536,245.341526 355.357143,245.089270 355.803571,243.909466 356.026786,243.214055 356.250000,242.445804 356.473214,241.602704 356.696429,240.682656 356.919643,239.683481 357.142857,238.602943 358.035714,233.421342 358.928571,226.756426 359.821429,218.480157 360.714286,208.505408 362.500000,183.459081 364.285714,152.549918 367.857143,84.229300 369.642857,54.044568 370.535714,41.258682 371.428571,30.264562 372.321429,21.117204 372.767857,17.227433 373.214286,13.779631 373.660714,10.759126 373.883929,9.403920 374.107143,8.149139 374.553571,5.931858 374.776786,4.964895 375.000000,4.089495 375.446429,2.605292 375.669643,1.992779 375.892857,1.464458 376.116071,1.018924 376.227679,0.826821 376.339286,0.654989 376.562500,0.371703 376.674107,0.260076 376.785714,0.168372 377.232143,0.000140 377.455357,0.035229 377.678571,0.150263 377.901786,0.345968 378.013393,0.474378 378.125000,0.623361 378.348214,0.983751 378.459821,1.195557 378.571429,1.428731 379.464286,4.095627 379.910714,5.996575 380.357143,8.307280 380.803571,11.053806 381.250000,14.262872 381.696429,17.960552 382.142857,22.170864 383.035714,32.206169 383.928571,44.462982 385.714286,75.359301 389.285714,151.816550 391.071429,187.427729 391.964286,202.513038 392.857143,215.351143 393.750000,225.838910 394.196429,230.212038 394.642857,234.025588 395.089286,237.301778 395.312500,238.746163 395.535714,240.065766 395.982143,242.343732 396.205357,243.308460 396.428571,244.161026 397.321429,246.500755 397.767857,247.055342 398.214286,247.211313 399.107143,246.320666 400.000000,243.743388" style="stroke: rgb(24.720000%, 24.000000%, 60.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="-16.000000,123.606802 416.000000,123.606802" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="0.000000" y="126.273469" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-4</mtext></math></foreignObject>
<foreignObject x="100.000000" y="126.273469" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-2</mtext></math></foreignObject>
<foreignObject x="300.000000" y="126.273469" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>2</mn></math></foreignObject>
<foreignObject x="400.000000" y="126.273469" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>4</mn></math></foreignObject>
<polyline points="0.000000,123.606802 0.000000,116.940135" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="100.000000,123.606802 100.000000,116.940135" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="300.000000,123.606802 300.000000,116.940135" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="400.000000,123.606802 400.000000,116.940135" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="25.000000,123.606802 25.000000,119.606802" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="50.000000,123.606802 50.000000,119.606802" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="75.000000,123.606802 75.000000,119.606802" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="125.000000,123.606802 125.000000,119.606802" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="150.000000,123.606802 150.000000,119.606802" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,123.606802 175.000000,119.606802" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="225.000000,123.606802 225.000000,119.606802" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="250.000000,123.606802 250.000000,119.606802" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="275.000000,123.606802 275.000000,119.606802" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="325.000000,123.606802 325.000000,119.606802" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="350.000000,123.606802 350.000000,119.606802" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="375.000000,123.606802 375.000000,119.606802" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="200.000000,260.157867 200.000000,-12.944272" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="197.333333" y="197.053661" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-0.5</mtext></math></foreignObject>
<foreignObject x="197.333333" y="50.159943" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.5</mn></math></foreignObject>
<polyline points="200.000000,197.053661 206.666667,197.053661" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,50.159943 206.666667,50.159943" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,241.121777 204.000000,241.121777" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,226.432405 204.000000,226.432405" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,211.743033 204.000000,211.743033" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,182.364290 204.000000,182.364290" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,167.674918 204.000000,167.674918" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,152.985546 204.000000,152.985546" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,138.296174 204.000000,138.296174" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,108.917430 204.000000,108.917430" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,94.228058 204.000000,94.228058" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,79.538687 204.000000,79.538687" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,64.849315 204.000000,64.849315" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,35.470571 204.000000,35.470571" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,20.781199 204.000000,20.781199" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,6.091827 204.000000,6.091827" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
            </svg>
        "/></mstyle></math>
p4228
sg15
I1
sass(g1709
g3876
VPolarPlot
p4229
I0
tp4230
(dp4231
g6
VPolarPlot[Cos[5t], {t, 0, Pi}]
p4232
sg8
(lp4233
(dp4234
g11
(lp4235
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="350px" height="350px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-16.666667 -16.666667 383.333333 383.333333">
                <polyline points="334.090909,175.000000 333.978809,173.823097 333.642674,172.650594 333.082996,171.486878 332.719573,170.909682 332.300597,170.336320 331.296626,169.203261 330.711997,168.644640 330.072553,168.092004 329.378528,167.545883 329.011126,167.275431 328.630175,167.006804 327.827770,166.475291 327.406389,166.212533 326.971606,165.951861 325.099277,164.931305 324.083797,164.435193 323.015930,163.949193 321.896067,163.473799 321.316764,163.240232 320.724617,163.009498 319.502009,162.556774 318.871660,162.334901 318.228691,162.116100 316.905127,161.687947 316.224654,161.478710 315.531803,161.272776 314.826636,161.070201 314.109219,160.871042 313.379616,160.675355 312.637896,160.483194 311.118370,160.109670 309.551198,159.750902 307.936950,159.407316 307.112357,159.241345 306.276216,159.079325 302.817729,158.471752 301.021236,158.192955 299.180778,157.931329 297.297024,157.687242 295.370661,157.461056 293.402388,157.253121 291.392922,157.063777 289.342992,156.893354 287.253343,156.742171 285.124735,156.610539 282.957939,156.498753 278.512938,156.335861 276.236344,156.285293 275.084882,156.267841 273.924783,156.255651 269.200112,156.260098 264.345756,156.350982 259.368719,156.529893 254.276176,156.798217 249.075453,157.157140 246.436854,157.370891 243.774023,157.607643 238.379488,158.150493 235.649715,158.456731 234.277129,158.618578 232.899572,158.786249 227.342104,159.515256 221.715010,160.337640 216.026297,161.253314 210.284043,162.261969 204.496382,163.363079 201.588079,163.948081 198.671493,164.555901 192.817586,165.839471 189.882322,166.514926 186.942890,167.212609 181.055639,168.673918 175.164060,170.221788 172.219214,171.027622 169.276361,171.854395 163.400716,173.569705 157.545253,175.365477 154.627615,176.292780 151.718043,177.239267 145.927087,179.188431 143.047682,180.190398 140.180301,181.210128 134.485508,183.301326 128.850421,185.458809 126.057647,186.561351 123.282638,187.679176 117.789623,189.958855 112.378700,192.294100 109.706271,193.481345 107.057040,194.681006 101.831650,197.115509 99.257199,198.349300 97.979902,198.970095 96.709363,199.593399 91.696827,202.110322 86.800496,204.661790 82.026620,207.243190 77.381238,209.849789 72.870164,212.476748 70.666747,213.796322 68.498984,215.119126 64.273046,217.771888 62.216146,219.100568 61.201985,219.765200 60.197451,220.429920 56.277048,223.088033 54.376488,224.415481 52.516426,225.740976 50.697395,227.063852 48.919909,228.383442 47.184467,229.699076 45.491549,231.010083 43.841617,232.315787 42.235119,233.615514 40.672480,234.908587 39.907737,235.552417 39.154112,236.194329 37.680406,237.472062 36.251735,238.741108 34.868456,240.000788 34.193944,240.626904 33.530905,241.250425 30.994243,243.716864 29.795713,244.932315 28.644075,246.135025 27.539572,247.324321 27.005067,247.913731 26.482429,248.499536 25.472852,249.660005 24.985961,250.234502 24.511030,250.805064 23.597130,251.934056 23.158199,252.492321 22.731303,253.046324 22.316457,253.595982 21.913678,254.141216 21.522977,254.681945 21.144367,255.218087 20.423464,256.276294 20.081188,256.798198 19.751041,257.315198 19.433028,257.827214 19.278573,258.081329 19.127154,258.334168 18.833423,258.835982 18.691112,259.084937 18.551838,259.332578 17.546968,261.265236 17.117391,262.198263 16.736341,263.108284 16.403757,263.994706 16.255618,264.428883 16.119565,264.856941 15.883668,265.694410 15.783796,266.103679 15.695953,266.506543 15.556287,267.292777 15.504426,267.676008 15.464520,268.052557 15.436546,268.422356 15.427027,268.604704 15.420483,268.785339 15.416305,269.141437 15.418666,269.316884 15.423989,269.490586 15.474834,270.167771 15.517940,270.495679 15.572796,270.816379 15.639371,271.129807 15.677044,271.283775 15.717634,271.435901 15.807552,271.734600 15.856871,271.881157 15.909091,272.025842 16.430745,273.115043 16.760340,273.613364 17.135353,274.080224 17.555439,274.515181 17.782273,274.720562 18.020240,274.917807 18.529381,275.287682 18.800457,275.460211 19.082470,275.624402 19.679099,275.927572 19.993610,276.066458 20.318846,276.196814 20.654752,276.318596 20.826689,276.376258 21.001272,276.431759 21.358348,276.536259 21.540827,276.585247 21.725922,276.632054 22.492329,276.797356 22.891041,276.866782 23.300009,276.927338 23.719171,276.978986 23.932555,277.001457 24.148463,277.021687 24.587821,277.055405 24.811254,277.068884 25.037179,277.080103 26.933279,277.088006 27.939568,277.036964 28.983933,276.948932 30.065792,276.823681 30.620598,276.747032 31.184555,276.661000 32.339615,276.460690 32.930564,276.346367 33.530355,276.222569 34.756148,275.946469 35.381989,275.794129 36.016352,275.632239 36.659155,275.460782 37.310315,275.279743 37.969751,275.089107 38.637377,274.888860 39.996863,274.459485 40.688551,274.230335 41.388089,273.991530 42.095390,273.743062 42.810364,273.484922 43.532925,273.217105 44.262984,272.939604 47.256400,271.732694 48.795746,271.071069 50.362535,270.370671 51.956022,269.631523 52.762541,269.247431 53.575452,268.853668 55.220065,268.037163 56.051575,267.614439 56.889092,267.182082 58.581759,266.288517 60.297286,265.356575 62.034884,264.386380 63.793763,263.378073 67.372166,261.247769 69.190082,260.126135 70.105864,259.551286 71.026060,258.967118 74.748941,256.537842 76.634206,255.268080 78.534256,253.961926 80.448265,252.619669 82.375404,251.241615 84.314846,249.828084 86.265758,248.379414 88.227309,246.895957 90.198668,245.378084 92.179001,243.826178 94.167476,242.240641 98.165530,238.970350 100.173449,237.286474 101.179269,236.432553 102.186192,235.570721 106.222849,232.045508 110.268928,228.398700 114.317904,224.634517 118.363313,220.757407 122.398760,216.772036 124.410771,214.740268 126.417933,212.683282 130.414612,208.496232 132.402600,206.367489 133.393676,205.294608 134.382680,204.216169 138.316132,199.848570 142.209084,195.399092 146.055788,190.873570 149.850633,186.278002 153.588159,181.618544 155.433766,179.266822 157.263068,176.901502 160.870225,172.133317 162.646841,169.732094 163.528142,168.527563 164.404674,167.320558 167.861638,162.469915 171.236534,157.588183 174.524974,152.682254 177.722773,147.759106 180.825958,142.825795 182.340887,140.357550 183.830770,137.889438 186.733671,132.957204 188.145860,130.494886 188.841965,129.265072 189.531347,128.036305 192.220718,123.133983 194.798933,118.257496 197.263383,113.414110 199.611697,108.611083 201.841747,103.855659 202.911826,101.498052 203.951653,99.155049 205.939779,94.516425 206.887732,92.222585 207.350113,91.082421 207.804740,89.946907 209.545399,85.453548 210.368827,83.237612 211.160867,81.043327 211.921446,78.871549 212.650507,76.723133 213.348010,74.598923 214.013929,72.499757 214.648254,70.426469 215.250991,68.379880 215.822160,66.360808 216.361798,64.370060 216.869954,62.408434 217.346696,60.476721 217.573312,59.522326 217.792105,58.575702 218.003089,57.636943 218.206277,56.706146 218.941369,53.064462 219.262555,51.293823 219.553035,49.557630 219.812980,47.856599 219.931558,47.019491 220.042572,46.191438 220.242009,44.562841 220.330485,43.762467 220.411502,42.971489 220.551277,41.418053 220.610095,40.655760 220.661573,39.903190 220.705744,39.160426 220.742641,38.427544 220.772297,37.704625 220.794747,36.991746 220.818171,35.596413 220.819217,34.914110 220.813203,34.242148 220.800166,33.580600 220.780148,32.929540 220.753186,32.289037 220.719322,31.659164 220.515691,29.247335 220.373580,28.106957 220.205088,27.010962 220.010591,25.959849 219.903712,25.451274 219.790478,24.954101 219.545147,23.994186 219.413152,23.531557 219.275008,23.080554 218.980481,22.213642 218.824207,21.797837 218.661997,21.393866 218.493909,21.001781 218.407677,20.810210 218.319997,20.621629 218.140319,20.253457 218.048335,20.073879 217.954931,19.897313 217.567258,19.221287 217.365091,18.901493 217.157449,18.593900 216.944392,18.298551 216.835852,18.155480 216.725981,18.015484 216.502277,17.744740 216.388459,17.614000 216.273342,17.486354 215.306539,16.577119 214.793392,16.197553 214.261103,15.868351 213.710201,15.589737 213.427935,15.469465 213.141217,15.361915 212.554694,15.185073 212.255025,15.115823 211.951177,15.059379 211.331221,14.984983 211.015252,14.967062 210.695384,14.962014 210.371686,14.969850 210.208424,14.978604 210.044231,14.990584 209.713089,15.024226 209.546157,15.045890 209.378331,15.070785 208.698260,15.202692 208.353092,15.288053 208.004598,15.386359 207.652851,15.497613 207.475782,15.558097 207.297927,15.621820 206.939897,15.758979 206.759740,15.832416 206.578836,15.909091 205.105762,16.639032 204.352973,17.081638 203.590150,17.575925 202.817894,18.121812 202.428419,18.414076 202.036812,18.719201 201.247512,19.367973 200.849970,19.711584 200.450601,20.067988 199.646689,20.819089 199.242299,21.213743 198.836388,21.621100 198.429032,22.041136 198.224836,22.255901 198.020308,22.473825 197.610292,22.919139 197.404823,23.146522 197.199060,23.377049 196.373257,24.330539 195.958838,24.826055 195.543508,25.334041 195.127345,25.854462 194.710424,26.387284 194.292822,26.932468 193.874614,27.489977 192.197245,29.842460 191.356895,31.091576 190.516238,32.388796 189.675872,33.733735 189.255985,34.423976 188.836395,35.125995 187.998397,36.565155 187.580138,37.302188 187.162469,38.050780 186.329196,39.582415 185.499158,41.159589 184.672933,42.781812 184.261429,43.609660 183.851092,44.448579 183.034202,46.159366 182.222825,47.913634 181.417515,49.710825 181.017308,50.625339 180.618824,51.550368 179.043463,55.354135 178.267861,57.317133 177.501012,59.320032 176.743431,61.362179 175.995628,63.442909 175.258102,65.561540 174.531347,67.717377 173.815846,69.909708 173.112076,72.137811 172.420503,74.400948 171.741586,76.698368 170.423501,81.392983 169.785203,83.788613 169.471424,84.998159 169.161296,86.215391 167.958282,91.159128 166.817610,96.217544 165.742254,101.383812 164.735012,106.650938 163.798498,112.011776 163.357529,114.725063 162.935136,117.459033 162.147155,122.985283 161.782076,125.775676 161.606869,127.177273 161.436589,128.582978 160.805265,134.244460 160.254806,139.961974 159.786626,145.727677 159.401923,151.533651 159.101685,157.371917 158.983488,160.300652 158.886678,163.234446 158.757454,169.113171 158.725122,172.056079 158.717038,173.527976 158.714343,175.000000 158.757454,180.886829 158.886678,186.765554 159.101685,192.628083 159.401923,198.466349 159.786626,204.272323 160.010351,207.160705 160.254806,210.038026 160.805265,215.755540 161.110915,218.593772 161.271262,220.007330 161.436589,221.417022 162.147155,227.014717 162.935136,232.540967 163.798498,237.988224 164.735012,243.349062 165.742254,248.616188 166.271588,251.212370 166.817610,253.782456 167.958282,258.840872 168.552189,261.327495 168.854867,262.559792 169.161296,263.784609 170.423501,268.607017 171.075772,270.970695 171.741586,273.301632 172.420503,275.599052 173.112076,277.862189 173.815846,280.090292 174.531347,282.282623 175.258102,284.438460 175.995628,286.557091 176.743431,288.637821 177.501012,290.679968 179.043463,294.645865 179.827294,296.568327 180.222130,297.514163 180.618824,298.449632 182.222825,302.086366 183.034202,303.840634 183.851092,305.551421 184.672933,307.218188 185.085533,308.034899 185.499158,308.840411 186.329196,310.417585 186.745464,311.189124 187.162469,311.949220 187.998397,313.434845 188.836395,314.874005 189.675872,316.266265 190.095981,316.944675 190.516238,317.611204 191.356895,318.908424 191.777146,319.539018 192.197245,320.157540 192.617117,320.763944 193.036686,321.358188 193.455877,321.940228 193.874614,322.510023 195.543508,324.665959 196.373257,325.669461 197.199060,326.622951 198.020308,327.526175 198.429032,327.958864 198.836388,328.378900 199.646689,329.180911 200.049482,329.562837 200.450601,329.932012 201.247512,330.632027 201.643152,330.962828 202.036812,331.280799 202.428419,331.585924 202.623427,331.733664 202.817894,331.878188 203.205163,332.157576 203.397946,332.292437 203.590150,332.424075 204.352973,332.918362 204.730660,333.146129 205.105762,333.360968 205.478206,333.562870 205.663407,333.658968 205.847916,333.751831 206.214817,333.927845 206.397191,334.010996 206.578836,334.090909 208.004598,334.613641 208.698260,334.797308 209.378331,334.929215 210.044231,335.009416 210.371686,335.030150 210.695384,335.037986 211.331221,335.015017 211.643219,334.984240 211.951177,334.940621 212.554694,334.814927 212.850114,334.732889 213.141217,334.638085 213.427935,334.530535 213.569629,334.471988 213.710201,334.410263 213.987946,334.277293 214.125102,334.206053 214.261103,334.131649 214.793392,333.802447 215.052391,333.618944 215.306539,333.422881 215.555773,333.214287 215.678526,333.105300 215.800026,332.993194 216.039237,332.759635 216.156932,332.638192 216.273342,332.513646 217.157449,331.406100 217.567258,330.778713 217.954931,330.102687 218.319997,329.378371 218.493909,328.998219 218.661997,328.606134 218.980481,327.786358 219.130766,327.358768 219.275008,326.919446 219.545147,326.005814 219.670939,325.531615 219.790478,325.045899 219.903712,324.548726 219.957949,324.295860 220.010591,324.040151 220.111066,323.520236 220.158886,323.256043 220.205088,322.989038 220.373580,321.893043 220.447956,321.328370 220.515691,320.752665 220.576739,320.165993 220.604742,319.868565 220.631056,319.568419 220.678598,318.960011 220.699815,318.651765 220.719322,318.340836 220.813203,315.757852 220.818171,314.403587 220.794747,313.008254 220.742641,311.572456 220.705744,310.839574 220.661573,310.096810 220.551277,308.581947 220.485090,307.810010 220.411502,307.028511 220.242009,305.437159 220.042572,303.808562 219.812980,302.143401 219.686813,301.297325 219.553035,300.442370 219.262555,298.706177 218.941369,296.935538 218.589323,295.131184 218.401683,294.216594 218.206277,293.293854 217.346696,289.523279 216.869954,287.591566 216.361798,285.629940 215.822160,283.639192 215.250991,281.620120 214.648254,279.573531 214.013929,277.500243 213.348010,275.401077 212.650507,273.276867 211.921446,271.128451 211.160867,268.956673 209.545399,264.546452 208.690669,262.309731 208.251597,261.183847 207.804740,260.053093 205.939779,255.483575 203.951653,250.844951 201.841747,246.144341 199.611697,241.388917 197.263383,236.585890 196.045533,234.168788 194.798933,231.742504 192.220718,226.866017 190.889754,224.417631 190.213959,223.191300 189.531347,221.963695 186.733671,217.042796 183.830770,212.110562 180.825958,207.174205 177.722773,202.240894 174.524974,197.317746 172.891827,194.862192 171.236534,192.411817 167.861638,187.530085 166.143132,185.100450 165.276361,183.888814 164.404674,182.679442 160.870225,177.866683 157.263068,173.098498 153.588159,168.381456 149.850633,163.721998 146.055788,159.126430 144.138571,156.854535 142.209084,154.600908 138.316132,150.151430 136.354103,147.957038 135.369520,146.867742 134.382680,145.783831 130.414612,141.503768 126.417933,137.316718 122.398760,133.227964 118.363313,129.242593 114.317904,125.365483 112.293460,123.468992 110.268928,121.601300 106.222849,117.954492 104.202933,116.176431 103.194114,115.298960 102.186192,114.429279 98.165530,111.029650 94.167476,107.759359 90.198668,104.621916 88.227309,103.104043 86.265758,101.620586 84.314846,100.171916 82.375404,98.758385 80.448265,97.380331 78.534256,96.038074 74.748941,93.462158 72.879285,92.229060 71.950568,91.626341 71.026060,91.032882 67.372166,88.752231 65.573125,87.668188 63.793763,86.621927 62.034884,85.613620 61.163375,85.123749 60.297286,84.643425 58.581759,83.711483 57.732519,83.259896 56.889092,82.817918 55.220065,81.962837 53.575452,81.146332 51.956022,80.368477 51.155988,79.994062 50.362535,79.629329 48.795746,78.928931 47.256400,78.267306 45.745236,77.644464 45.000451,77.347584 44.262984,77.060396 41.388089,76.008470 39.996863,75.540515 38.637377,75.111140 37.310315,74.720257 36.659155,74.539218 36.016352,74.367761 34.756148,74.053531 34.138910,73.910724 33.530355,73.777431 32.339615,73.539310 31.757586,73.434440 31.184555,73.339000 30.620598,73.252968 30.342047,73.213472 30.065792,73.176319 29.520212,73.109028 29.250905,73.078883 28.983933,73.051068 27.939568,72.963036 27.431628,72.932906 26.933279,72.911994 26.444590,72.900270 26.203890,72.897842 25.965631,72.897700 25.496472,72.904254 25.265588,72.910941 25.037179,72.919897 23.300009,73.072662 22.492329,73.202644 21.725922,73.367946 21.001272,73.568241 20.654752,73.681404 20.318846,73.803186 19.679099,74.072428 19.375368,74.219795 19.082470,74.375598 18.529381,74.712318 18.269292,74.893136 18.020240,75.082193 17.782273,75.279438 17.667462,75.381115 17.555439,75.484819 17.339784,75.698282 17.236162,75.808029 17.135353,75.919776 16.760340,76.386636 16.589845,76.631892 16.430745,76.884957 16.283081,77.145774 16.213549,77.279072 16.146892,77.414286 16.022216,77.690434 15.964208,77.831353 15.909091,77.974158 15.572796,79.183621 15.474834,79.832229 15.423989,80.509414 15.420483,81.214661 15.436546,81.577644 15.464520,81.947443 15.556287,82.707223 15.620123,83.097068 15.695953,83.493457 15.883668,84.305590 15.995587,84.721193 16.119565,85.143059 16.255618,85.571117 16.328176,85.787445 16.403757,86.005294 16.563995,86.445518 16.648654,86.667875 16.736341,86.891716 17.117391,87.801737 17.326111,88.265412 17.546968,88.734764 17.779966,89.209717 17.901020,89.449270 18.025110,89.690195 18.282400,90.176122 18.415600,90.421106 18.551838,90.667422 19.751041,92.684802 20.423464,93.723706 21.144367,94.781913 21.913678,95.858784 22.316457,96.404018 22.731303,96.953676 23.597130,98.065944 24.048080,98.628390 24.511030,99.194936 25.472852,100.339995 26.482429,101.500464 27.539572,102.675679 28.085917,103.268609 28.644075,103.864975 29.795713,105.067685 30.994243,106.283136 32.239400,107.510658 32.879378,108.128734 33.530905,108.749575 36.251735,111.258892 37.680406,112.527938 39.154112,113.805671 40.672480,115.091413 42.235119,116.384486 43.841617,117.684213 45.491549,118.989917 47.184467,120.300924 48.919909,121.616558 50.697395,122.936148 52.516426,124.259024 56.277048,126.911967 58.217557,128.240707 59.202617,128.905355 60.197451,129.570080 64.273046,132.228112 68.498984,134.880874 72.870164,137.523252 77.381238,140.150211 82.026620,142.756810 84.397869,144.050959 86.800496,145.338210 91.696827,147.889678 94.188968,149.152741 95.445684,149.780856 96.709363,150.406601 101.831650,152.884491 107.057040,155.318994 112.378700,157.705900 117.789623,160.041145 123.282638,162.320824 126.057647,163.438649 128.850421,164.541191 134.485508,166.698674 137.325921,167.752764 140.180301,168.789872 145.927087,170.811569 151.718043,172.760733 154.627615,173.707220 157.545253,174.634523 163.400716,176.430295 169.276361,178.145605 172.219214,178.972378 175.164060,179.778212 181.055639,181.326082 184.000320,182.067662 186.942890,182.787391 192.817586,184.160529 198.671493,185.444099 201.588079,186.051919 204.496382,186.636921 210.284043,187.738031 216.026297,188.746686 218.877853,189.216170 221.715010,189.662360 227.342104,190.484744 230.130039,190.860917 231.517167,191.040250 232.899572,191.213751 238.379488,191.849507 243.774023,192.392357 249.075453,192.842860 254.276176,193.201783 259.368719,193.470107 261.872128,193.570657 264.345756,193.649018 269.200112,193.739902 271.579089,193.752824 272.756150,193.751247 273.924783,193.744349 278.512938,193.664139 280.753740,193.592898 282.957939,193.501247 285.124735,193.389461 287.253343,193.257829 289.342992,193.106646 291.392922,192.936223 293.402388,192.746879 295.370661,192.538944 297.297024,192.312758 298.244271,192.192930 299.180778,192.068671 301.021236,191.807045 302.817729,191.528248 304.569602,191.232662 305.428606,191.078694 306.276216,190.920675 309.551198,190.249098 311.118370,189.890330 312.637896,189.516806 314.109219,189.128958 314.826636,188.929799 315.531803,188.727224 316.905127,188.312053 317.573160,188.099571 318.228691,187.883900 319.502009,187.443226 320.119680,187.218341 320.724617,186.990502 321.316764,186.759768 321.608024,186.643335 321.896067,186.526201 322.462473,186.289860 322.740824,186.170669 323.015930,186.050807 324.083797,185.564807 324.598109,185.317984 325.099277,185.068695 325.587255,184.817004 325.826283,184.690276 326.061998,184.562971 326.523462,184.306662 326.749202,184.177673 326.971606,184.048139 328.630175,182.993196 329.378528,182.454117 330.072553,181.907996 330.711997,181.355360 331.011177,181.076765 331.296626,180.796739 331.826224,180.232667 332.070325,179.948755 332.300597,179.663680 333.082996,178.513122 333.390734,177.932637 333.642674,177.349406 333.978809,176.176903 334.090909,175.000000" style="stroke: rgb(24.720000%, 24.000000%, 60.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="-15.000000,175.000000 365.000000,175.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="71.026060" y="177.666667" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-0.5</mtext></math></foreignObject>
<foreignObject x="246.402626" y="177.666667" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.5</mn></math></foreignObject>
<foreignObject x="334.090909" y="177.666667" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1.0</mn></math></foreignObject>
<polyline points="71.026060,175.000000 71.026060,168.333333" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="246.402626,175.000000 246.402626,168.333333" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="334.090909,175.000000 334.090909,168.333333" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.875433,175.000000 0.875433,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="18.413090,175.000000 18.413090,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="35.950746,175.000000 35.950746,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="53.488403,175.000000 53.488403,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="88.563716,175.000000 88.563716,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="106.101373,175.000000 106.101373,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="123.639029,175.000000 123.639029,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="141.176686,175.000000 141.176686,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="176.251999,175.000000 176.251999,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="193.789656,175.000000 193.789656,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="211.327313,175.000000 211.327313,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="228.864969,175.000000 228.864969,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="263.940283,175.000000 263.940283,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="281.477939,175.000000 281.477939,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="299.015596,175.000000 299.015596,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="316.553252,175.000000 316.553252,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="351.628566,175.000000 351.628566,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="158.714343,365.000000 158.714343,-15.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="156.047676" y="342.934235" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-1.0</mtext></math></foreignObject>
<foreignObject x="156.047676" y="258.967118" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-0.5</mtext></math></foreignObject>
<foreignObject x="156.047676" y="91.032882" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.5</mn></math></foreignObject>
<foreignObject x="156.047676" y="7.065765" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1.0</mn></math></foreignObject>
<polyline points="158.714343,342.934235 165.381009,342.934235" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="158.714343,258.967118 165.381009,258.967118" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="158.714343,91.032882 165.381009,91.032882" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="158.714343,7.065765 165.381009,7.065765" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="158.714343,326.140812 162.714343,326.140812" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="158.714343,309.347388 162.714343,309.347388" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="158.714343,292.553965 162.714343,292.553965" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="158.714343,275.760541 162.714343,275.760541" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="158.714343,242.173694 162.714343,242.173694" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="158.714343,225.380271 162.714343,225.380271" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="158.714343,208.586847 162.714343,208.586847" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="158.714343,191.793424 162.714343,191.793424" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="158.714343,158.206576 162.714343,158.206576" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="158.714343,141.413153 162.714343,141.413153" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="158.714343,124.619729 162.714343,124.619729" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="158.714343,107.826306 162.714343,107.826306" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="158.714343,74.239459 162.714343,74.239459" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="158.714343,57.446035 162.714343,57.446035" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="158.714343,40.652612 162.714343,40.652612" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="158.714343,23.859188 162.714343,23.859188" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
            </svg>
        "/></mstyle></math>
p4236
sg15
I1
sass(g1709
g3876
g4229
I1
tp4237
(dp4238
g6
VPolarPlot[{1, 1 + Sin[20 t] / 5}, {t, 0, 2 Pi}]
p4239
sg8
(lp4240
(dp4241
g11
(lp4242
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="350px" height="350px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-16.666667 -16.666667 383.333333 383.333333">
                <polyline points="311.555813,175.000000 311.542383,173.084872 311.502096,171.170121 311.434959,169.256123 311.391326,168.299524 311.340986,167.343254 311.220195,165.431892 311.072610,163.522412 310.898260,161.615190 310.801058,160.662542 310.697179,159.710600 310.469407,157.809017 310.214989,155.910816 309.933974,154.016370 309.626419,152.126051 309.292383,150.240232 309.115455,149.299125 308.931932,148.359282 308.545137,146.483573 308.341884,145.547799 308.237798,145.080452 308.132074,144.613473 307.692825,142.749350 307.227475,140.891570 306.736117,139.040499 306.218847,137.196502 305.675766,135.359940 305.394580,134.444560 305.106982,133.531175 304.512606,131.710567 304.205858,130.803434 304.050100,130.350680 303.892756,129.898474 303.247553,128.095252 302.577124,126.301257 301.881601,124.516840 301.161121,122.742353 300.415826,120.978144 300.033918,120.100004 299.645861,119.224562 298.851380,117.481951 298.444993,116.614866 298.239522,116.182398 298.032537,115.750653 297.189494,114.031009 296.322417,112.323358 295.431476,110.628035 294.516846,108.945374 293.578708,107.275705 293.100881,106.445846 292.617247,105.619358 291.632650,103.976657 291.131736,103.160526 290.879136,102.753782 290.625112,102.347927 289.594831,100.733487 288.542009,99.133655 287.466854,97.548745 286.369578,95.979070 285.250395,94.424939 284.682658,93.653797 284.109527,92.886655 282.947197,91.364524 282.358055,90.609608 282.061503,90.233705 281.763634,89.858843 280.559071,88.369909 279.333745,86.898015 278.087897,85.443450 276.821772,84.006501 275.535619,82.587450 274.885111,81.884723 274.229691,81.186576 272.904245,79.804155 272.234284,79.119949 271.897509,78.779612 271.559542,78.440458 270.195845,77.095755 268.813424,75.770309 267.412550,74.464381 265.993499,73.178228 264.556550,71.912103 263.831452,71.286629 263.101985,70.666255 261.630091,69.440929 260.887736,68.836037 260.514972,68.535547 260.141157,68.236366 258.635476,67.052803 257.113345,65.890473 255.575061,64.749605 254.020930,63.630422 252.451255,62.533146 251.660685,61.992790 250.866345,61.457991 249.266513,60.405169 248.461099,59.887198 248.057035,59.630334 247.652073,59.374888 246.023343,58.367350 244.380642,57.382753 242.724295,56.421292 241.054626,55.483154 239.371965,54.568524 238.525865,54.120082 237.676642,53.677583 235.968991,52.810506 235.110647,52.385970 234.680364,52.175962 234.249347,51.967463 232.518049,51.148620 230.775438,50.354139 229.021856,49.584174 227.257647,48.838879 225.483160,48.118399 224.592171,47.767509 223.698743,47.422876 221.904748,46.752447 221.004268,46.426684 220.553177,46.266173 220.101526,46.107244 218.289433,45.487394 216.468825,44.893018 214.640060,44.324234 212.803498,43.781153 210.959501,43.263883 210.034827,43.014959 209.108430,42.772525 207.250650,42.307175 206.319359,42.084283 205.853133,41.975287 205.386527,41.867926 203.516427,41.454863 201.640718,41.068068 199.759768,40.707617 197.873949,40.373581 195.983630,40.066026 195.036899,39.922197 194.089184,39.785011 192.190983,39.530593 191.240591,39.413373 190.765092,39.357263 190.289400,39.302821 188.384810,39.101740 186.477588,38.927390 184.568108,38.779805 182.656746,38.659014 180.743877,38.565041 179.786996,38.528117 178.829879,38.497904 176.915128,38.457617 175.957588,38.447544 175.478797,38.445026 175.000000,38.444187 173.084872,38.457617 171.170121,38.497904 169.256123,38.565041 167.343254,38.659014 165.431892,38.779805 164.476894,38.850250 163.522412,38.927390 161.615190,39.101740 160.662542,39.198942 160.186480,39.250047 159.710600,39.302821 157.809017,39.530593 155.910816,39.785011 154.016370,40.066026 152.126051,40.373581 150.240232,40.707617 149.299125,40.884545 148.359282,41.068068 146.483573,41.454863 145.547799,41.658116 145.080452,41.762202 144.613473,41.867926 142.749350,42.307175 140.891570,42.772525 139.040499,43.263883 137.196502,43.781153 135.359940,44.324234 134.444560,44.605420 133.531175,44.893018 131.710567,45.487394 130.803434,45.794142 130.350680,45.949900 129.898474,46.107244 128.095252,46.752447 126.301257,47.422876 124.516840,48.118399 122.742353,48.838879 120.978144,49.584174 120.100004,49.966082 119.224562,50.354139 117.481951,51.148620 116.614866,51.555007 116.182398,51.760478 115.750653,51.967463 114.031009,52.810506 112.323358,53.677583 110.628035,54.568524 108.945374,55.483154 107.275705,56.421292 106.445846,56.899119 105.619358,57.382753 103.976657,58.367350 103.160526,58.868264 102.753782,59.120864 102.347927,59.374888 100.733487,60.405169 99.133655,61.457991 97.548745,62.533146 95.979070,63.630422 94.424939,64.749605 93.653797,65.317342 92.886655,65.890473 91.364524,67.052803 90.609608,67.641945 90.233705,67.938497 89.858843,68.236366 88.369909,69.440929 86.898015,70.666255 85.443450,71.912103 84.006501,73.178228 82.587450,74.464381 81.884723,75.114889 81.186576,75.770309 79.804155,77.095755 79.119949,77.765716 78.779612,78.102491 78.440458,78.440458 77.095755,79.804155 75.770309,81.186576 74.464381,82.587450 73.178228,84.006501 71.912103,85.443450 71.286629,86.168548 70.666255,86.898015 69.440929,88.369909 68.836037,89.112264 68.535547,89.485028 68.236366,89.858843 67.052803,91.364524 65.890473,92.886655 64.749605,94.424939 63.630422,95.979070 62.533146,97.548745 61.992790,98.339315 61.457991,99.133655 60.405169,100.733487 59.887198,101.538901 59.630334,101.942965 59.374888,102.347927 58.367350,103.976657 57.382753,105.619358 56.421292,107.275705 55.483154,108.945374 54.568524,110.628035 54.120082,111.474135 53.677583,112.323358 52.810506,114.031009 52.385970,114.889353 52.175962,115.319636 51.967463,115.750653 51.148620,117.481951 50.354139,119.224562 49.584174,120.978144 48.838879,122.742353 48.118399,124.516840 47.767509,125.407829 47.422876,126.301257 46.752447,128.095252 46.426684,128.995732 46.266173,129.446823 46.107244,129.898474 45.487394,131.710567 44.893018,133.531175 44.324234,135.359940 43.781153,137.196502 43.263883,139.040499 43.014959,139.965173 42.772525,140.891570 42.307175,142.749350 42.084283,143.680641 41.975287,144.146867 41.867926,144.613473 41.454863,146.483573 41.068068,148.359282 40.707617,150.240232 40.373581,152.126051 40.066026,154.016370 39.922197,154.963101 39.785011,155.910816 39.530593,157.809017 39.413373,158.759409 39.357263,159.234908 39.302821,159.710600 39.101740,161.615190 38.927390,163.522412 38.779805,165.431892 38.659014,167.343254 38.565041,169.256123 38.528117,170.213004 38.497904,171.170121 38.457617,173.084872 38.447544,174.042412 38.445026,174.521203 38.444187,175.000000 38.457617,176.915128 38.497904,178.829879 38.565041,180.743877 38.659014,182.656746 38.779805,184.568108 38.850250,185.523106 38.927390,186.477588 39.101740,188.384810 39.198942,189.337458 39.250047,189.813520 39.302821,190.289400 39.530593,192.190983 39.785011,194.089184 40.066026,195.983630 40.373581,197.873949 40.707617,199.759768 40.884545,200.700875 41.068068,201.640718 41.454863,203.516427 41.658116,204.452201 41.762202,204.919548 41.867926,205.386527 42.307175,207.250650 42.772525,209.108430 43.263883,210.959501 43.781153,212.803498 44.324234,214.640060 44.605420,215.555440 44.893018,216.468825 45.487394,218.289433 45.794142,219.196566 45.949900,219.649320 46.107244,220.101526 46.752447,221.904748 47.422876,223.698743 48.118399,225.483160 48.838879,227.257647 49.584174,229.021856 49.966082,229.899996 50.354139,230.775438 51.148620,232.518049 51.555007,233.385134 51.760478,233.817602 51.967463,234.249347 52.810506,235.968991 53.677583,237.676642 54.568524,239.371965 55.483154,241.054626 56.421292,242.724295 56.899119,243.554154 57.382753,244.380642 58.367350,246.023343 58.868264,246.839474 59.120864,247.246218 59.374888,247.652073 60.405169,249.266513 61.457991,250.866345 62.533146,252.451255 63.630422,254.020930 64.749605,255.575061 65.317342,256.346203 65.890473,257.113345 67.052803,258.635476 67.641945,259.390392 67.938497,259.766295 68.236366,260.141157 69.440929,261.630091 70.666255,263.101985 71.912103,264.556550 73.178228,265.993499 74.464381,267.412550 75.114889,268.115277 75.770309,268.813424 77.095755,270.195845 77.765716,270.880051 78.102491,271.220388 78.440458,271.559542 79.804155,272.904245 81.186576,274.229691 82.587450,275.535619 84.006501,276.821772 85.443450,278.087897 86.168548,278.713371 86.898015,279.333745 88.369909,280.559071 89.112264,281.163963 89.485028,281.464453 89.858843,281.763634 91.364524,282.947197 92.886655,284.109527 94.424939,285.250395 95.979070,286.369578 97.548745,287.466854 98.339315,288.007210 99.133655,288.542009 100.733487,289.594831 101.538901,290.112802 101.942965,290.369666 102.347927,290.625112 103.976657,291.632650 105.619358,292.617247 107.275705,293.578708 108.945374,294.516846 110.628035,295.431476 111.474135,295.879918 112.323358,296.322417 114.031009,297.189494 114.889353,297.614030 115.319636,297.824038 115.750653,298.032537 117.481951,298.851380 119.224562,299.645861 120.978144,300.415826 122.742353,301.161121 124.516840,301.881601 125.407829,302.232491 126.301257,302.577124 128.095252,303.247553 128.995732,303.573316 129.446823,303.733827 129.898474,303.892756 131.710567,304.512606 133.531175,305.106982 135.359940,305.675766 137.196502,306.218847 139.040499,306.736117 139.965173,306.985041 140.891570,307.227475 142.749350,307.692825 143.680641,307.915717 144.146867,308.024713 144.613473,308.132074 146.483573,308.545137 148.359282,308.931932 150.240232,309.292383 152.126051,309.626419 154.016370,309.933974 154.963101,310.077803 155.910816,310.214989 157.809017,310.469407 158.759409,310.586627 159.234908,310.642737 159.710600,310.697179 161.615190,310.898260 163.522412,311.072610 165.431892,311.220195 167.343254,311.340986 169.256123,311.434959 170.213004,311.471883 171.170121,311.502096 173.084872,311.542383 174.042412,311.552456 174.521203,311.554974 175.000000,311.555813 176.915128,311.542383 178.829879,311.502096 180.743877,311.434959 182.656746,311.340986 184.568108,311.220195 185.523106,311.149750 186.477588,311.072610 188.384810,310.898260 189.337458,310.801058 189.813520,310.749953 190.289400,310.697179 192.190983,310.469407 194.089184,310.214989 195.983630,309.933974 197.873949,309.626419 199.759768,309.292383 200.700875,309.115455 201.640718,308.931932 203.516427,308.545137 204.452201,308.341884 204.919548,308.237798 205.386527,308.132074 207.250650,307.692825 209.108430,307.227475 210.959501,306.736117 212.803498,306.218847 214.640060,305.675766 215.555440,305.394580 216.468825,305.106982 218.289433,304.512606 219.196566,304.205858 219.649320,304.050100 220.101526,303.892756 221.904748,303.247553 223.698743,302.577124 225.483160,301.881601 227.257647,301.161121 229.021856,300.415826 229.899996,300.033918 230.775438,299.645861 232.518049,298.851380 233.385134,298.444993 233.817602,298.239522 234.249347,298.032537 235.968991,297.189494 237.676642,296.322417 239.371965,295.431476 241.054626,294.516846 242.724295,293.578708 243.554154,293.100881 244.380642,292.617247 246.023343,291.632650 246.839474,291.131736 247.246218,290.879136 247.652073,290.625112 249.266513,289.594831 250.866345,288.542009 252.451255,287.466854 254.020930,286.369578 255.575061,285.250395 256.346203,284.682658 257.113345,284.109527 258.635476,282.947197 259.390392,282.358055 259.766295,282.061503 260.141157,281.763634 261.630091,280.559071 263.101985,279.333745 264.556550,278.087897 265.993499,276.821772 267.412550,275.535619 268.115277,274.885111 268.813424,274.229691 270.195845,272.904245 270.880051,272.234284 271.220388,271.897509 271.559542,271.559542 272.904245,270.195845 274.229691,268.813424 275.535619,267.412550 276.821772,265.993499 278.087897,264.556550 278.713371,263.831452 279.333745,263.101985 280.559071,261.630091 281.163963,260.887736 281.464453,260.514972 281.763634,260.141157 282.947197,258.635476 284.109527,257.113345 285.250395,255.575061 286.369578,254.020930 287.466854,252.451255 288.007210,251.660685 288.542009,250.866345 289.594831,249.266513 290.112802,248.461099 290.369666,248.057035 290.625112,247.652073 291.632650,246.023343 292.617247,244.380642 293.578708,242.724295 294.516846,241.054626 295.431476,239.371965 295.879918,238.525865 296.322417,237.676642 297.189494,235.968991 297.614030,235.110647 297.824038,234.680364 298.032537,234.249347 298.851380,232.518049 299.645861,230.775438 300.415826,229.021856 301.161121,227.257647 301.881601,225.483160 302.232491,224.592171 302.577124,223.698743 303.247553,221.904748 303.573316,221.004268 303.733827,220.553177 303.892756,220.101526 304.512606,218.289433 305.106982,216.468825 305.675766,214.640060 306.218847,212.803498 306.736117,210.959501 306.985041,210.034827 307.227475,209.108430 307.692825,207.250650 307.915717,206.319359 308.024713,205.853133 308.132074,205.386527 308.545137,203.516427 308.931932,201.640718 309.292383,199.759768 309.626419,197.873949 309.933974,195.983630 310.077803,195.036899 310.214989,194.089184 310.469407,192.190983 310.586627,191.240591 310.642737,190.765092 310.697179,190.289400 310.898260,188.384810 311.072610,186.477588 311.220195,184.568108 311.283941,183.612638 311.340986,182.656746 311.434959,180.743877 311.471883,179.786996 311.502096,178.829879 311.542383,176.915128 311.555813,175.000000" style="stroke: rgb(24.720000%, 24.000000%, 60.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="311.555813,175.000000 319.102340,172.978837 326.026795,170.762597 331.781291,168.399547 334.072375,167.185275 335.908783,165.963557 338.079303,163.545308 338.368988,162.373100 338.116013,161.241328 337.324461,160.161001 336.730892,159.643271 336.008984,159.141999 334.194492,158.192736 333.110583,157.746408 331.915644,157.319853 326.147859,155.819432 322.769754,155.194236 319.146725,154.649865 315.348277,154.181300 313.405912,153.973200 311.447136,153.781058 307.517786,153.439306 303.634980,153.144038 296.300430,152.635585 292.986272,152.390000 291.445224,152.261750 289.991096,152.126849 287.369599,151.827972 286.213991,151.659452 285.168771,151.475222 284.238456,151.273093 283.817641,151.164649 283.426981,151.050936 282.737673,150.806696 282.439703,150.675677 282.173239,150.538408 281.196010,149.189332 281.479775,148.328205 282.266013,147.330446 283.532734,146.190481 284.336763,145.566298 285.248352,144.905931 287.372351,143.477790 288.572593,142.711130 289.856124,141.910521 292.643979,140.212082 295.674276,138.393859 298.880680,136.470519 302.193510,134.459782 305.541139,132.382108 308.851440,130.260317 310.470269,129.190545 311.266767,128.654842 312.053221,128.119140 313.591777,127.049408 314.341806,126.516219 315.077650,125.984710 320.339016,121.844289 322.461926,119.892435 324.181652,118.054376 325.459629,116.354448 325.923315,115.563309 326.266147,114.814811 326.580901,113.454882 326.550184,112.847499 326.393345,112.290823 325.702853,111.335087 325.171516,110.938123 324.518673,110.596037 323.746986,110.309188 323.317566,110.186510 322.859691,110.077644 321.860583,109.901181 321.320432,109.833454 320.753995,109.779280 318.238260,109.695605 316.840249,109.731315 315.356968,109.816560 313.795044,109.949360 312.986762,110.032898 312.161466,110.127458 310.463549,110.348329 309.592831,110.473943 308.708900,110.609187 301.282994,111.988472 297.441925,112.828875 293.605656,113.726870 289.841326,114.647588 286.214050,115.554852 282.785628,116.411918 279.613339,117.182251 276.748820,117.830317 275.446322,118.097861 274.237078,118.322362 273.125537,118.500004 272.607657,118.570115 272.115639,118.627174 271.210790,118.700487 270.798676,118.715956 270.413855,118.716804 269.152378,118.567236 268.690741,118.396471 268.342817,118.158979 268.108616,117.853117 268.034008,117.674126 267.987575,117.477580 267.978562,117.031416 268.015558,116.781650 268.079882,116.514034 269.535615,113.733445 270.842404,111.927793 272.484744,109.862776 274.416577,107.558791 276.586386,105.041672 281.413165,99.495833 283.949938,96.541488 286.486753,93.521363 287.735952,92.000434 288.962263,90.479826 290.158296,88.965286 291.316845,87.462592 293.493785,84.515795 294.498986,83.083107 295.440386,81.685034 296.312192,80.327036 296.720289,79.664730 297.108986,79.014421 297.825745,77.752314 298.152656,77.141748 298.457868,76.545636 300.063844,72.362755 300.273484,70.712029 300.069289,69.388411 299.447886,68.409247 298.981943,68.052441 298.414171,67.785209 296.981118,67.519974 296.121017,67.521095 295.169422,67.610039 293.007000,68.044690 291.804807,68.385939 290.528339,68.806111 289.182805,69.301913 288.485853,69.577036 287.773726,69.869650 286.306899,70.505238 285.553709,70.847099 284.788367,71.204226 281.621412,72.772877 279.986020,73.631986 278.324920,74.533437 274.952767,76.439328 273.255379,77.431230 271.559542,78.440458 264.925127,82.516429 261.786793,84.482629 258.831074,86.328984 253.631211,89.457100 251.455249,90.644632 249.597037,91.525877 248.074462,92.066410 247.442690,92.199929 246.898308,92.238377 246.441538,92.179403 246.245953,92.112781 246.072150,92.021143 245.789469,91.762229 245.680312,91.594737 245.592381,91.401798 245.448402,90.375506 245.497184,89.710504 245.622937,88.945702 245.822535,88.082825 245.948952,87.615288 246.092497,87.124109 246.429010,86.072292 246.620946,85.512460 246.827950,84.930600 248.955986,79.545992 251.689281,73.097792 253.172232,69.596947 254.671486,65.985963 256.141403,62.324516 256.851442,60.494023 257.537692,58.674010 258.818288,55.096347 259.402870,53.354004 259.944181,51.652677 260.437944,49.999688 260.665734,49.193553 260.880161,48.402156 261.267130,46.866966 261.438827,46.124826 261.595467,45.400726 262.064343,42.699954 262.199798,41.476966 262.266471,40.345953 262.262724,39.311665 262.234032,38.832154 262.187290,38.378396 262.039280,37.549957 261.937884,37.176103 261.818180,36.829658 260.205664,35.077517 258.974673,34.896722 257.478088,35.179362 255.735482,35.913876 254.779290,36.444493 253.770952,37.079661 251.612527,38.647411 250.470276,39.570612 249.291503,40.579647 246.841715,42.831407 245.579617,44.061218 244.298782,45.351098 243.003810,46.693724 241.699319,48.081490 240.389910,49.506543 239.080153,50.960823 236.477548,53.924028 233.926454,56.904006 231.459806,59.832976 230.267731,61.257297 229.107881,62.643827 224.852658,67.654209 222.991878,69.734909 221.330155,71.462272 219.877637,72.791856 219.231710,73.295704 218.639748,73.687022 217.617204,74.119721 217.185646,74.156382 216.806118,74.071103 216.198216,73.531957 215.966744,73.078254 215.781132,72.502945 215.639256,71.807661 215.584000,71.415706 215.538790,70.994647 215.477221,70.066749 215.460190,69.560770 215.451863,69.027404 215.498277,66.630959 215.563979,65.283520 215.653784,63.843911 215.764419,62.318219 215.892548,60.712986 216.187762,57.292138 216.839183,49.826227 217.397432,41.979546 217.581399,38.091520 217.640282,36.187807 217.673979,34.322744 217.657544,30.742927 217.603765,29.044785 217.517518,27.418431 217.242603,24.410922 217.051968,23.043714 216.824933,21.776119 216.561062,20.613984 216.415236,20.074155 216.260135,19.562652 215.922147,18.626929 215.739312,18.203771 215.547306,17.811063 214.688917,16.552961 214.206790,16.116237 213.690633,15.810360 213.141615,15.636507 212.855192,15.599279 212.561066,15.595204 211.950472,15.686324 211.634412,15.781326 211.311462,15.909091 208.508076,18.078497 206.986472,19.885954 205.408284,22.127233 203.791750,24.755362 202.974819,26.197682 202.155122,27.715665 200.516207,30.946834 199.701228,32.643317 198.891935,34.382142 197.297963,37.950764 195.748317,41.579187 192.828232,48.716747 191.475294,52.078702 190.201397,55.209044 189.009143,58.042892 188.443766,59.329941 187.898653,60.521286 185.911620,64.212464 185.024011,65.346904 184.196504,65.970793 183.419313,66.069488 183.046210,65.920198 182.681524,65.638914 181.971457,64.685649 181.623054,64.017952 181.277048,63.226811 180.586228,61.289723 180.238484,60.153035 179.887302,58.911373 179.169309,56.137684 178.422356,53.022603 176.809093,46.017573 175.930815,42.265287 175.000000,38.444187 172.978837,30.897660 171.892768,27.321784 170.762597,23.973205 169.595317,20.918550 169.000398,19.520730 168.399547,18.218709 167.185275,15.927625 166.574623,14.950057 165.963557,14.091217 164.746180,12.746469 164.142917,12.267397 163.545308,11.920697 162.954872,11.708183 162.662811,11.652633 162.373100,11.631012 161.801449,11.689672 161.519862,11.769910 161.241328,11.883987 160.161001,12.675539 159.643271,13.269108 159.141999,13.991016 158.658190,14.837830 158.423117,15.306837 158.192736,15.805508 157.746408,16.889417 157.530624,17.473354 157.319853,18.084356 155.819432,23.852141 155.194236,27.230246 154.649865,30.853275 154.181300,34.651723 153.973200,36.594088 153.781058,38.552864 153.439306,42.482214 153.144038,46.365020 152.635585,53.699570 152.390000,57.013728 152.261750,58.554776 152.126849,60.008904 151.827972,62.630401 151.659452,63.786009 151.475222,64.831229 151.273093,65.761544 151.164649,66.182359 151.050936,66.573019 150.806696,67.262327 150.675677,67.560297 150.538408,67.826761 149.189332,68.803990 148.328205,68.520225 147.330446,67.733987 146.190481,66.467266 145.566298,65.663237 144.905931,64.751648 143.477790,62.627649 142.711130,61.427407 141.910521,60.143876 140.212082,57.356021 138.393859,54.325724 136.470519,51.119320 134.459782,47.806490 132.382108,44.458861 130.260317,41.148560 129.190545,39.529731 128.654842,38.733233 128.119140,37.946779 127.049408,36.408223 126.516219,35.658194 125.984710,34.922350 121.844289,29.660984 119.892435,27.538074 118.054376,25.818348 116.354448,24.540371 115.563309,24.076685 114.814811,23.733853 113.454882,23.419099 112.847499,23.449816 112.290823,23.606655 111.335087,24.297147 110.938123,24.828484 110.596037,25.481327 110.309188,26.253014 110.186510,26.682434 110.077644,27.140309 109.901181,28.139417 109.833454,28.679568 109.779280,29.246005 109.695605,31.761740 109.731315,33.159751 109.816560,34.643032 109.949360,36.204956 110.032898,37.013238 110.127458,37.838534 110.348329,39.536451 110.473943,40.407169 110.609187,41.291100 111.988472,48.717006 112.828875,52.558075 113.726870,56.394344 114.647588,60.158674 115.554852,63.785950 116.411918,67.214372 117.182251,70.386661 117.830317,73.251180 118.097861,74.553678 118.322362,75.762922 118.500004,76.874463 118.570115,77.392343 118.627174,77.884361 118.700487,78.789210 118.715956,79.201324 118.716804,79.586145 118.567236,80.847622 118.396471,81.309259 118.158979,81.657183 117.853117,81.891384 117.674126,81.965992 117.477580,82.012425 117.031416,82.021438 116.781650,81.984442 116.514034,81.920118 113.733445,80.464385 111.927793,79.157596 109.862776,77.515256 107.558791,75.583423 105.041672,73.413614 99.495833,68.586835 96.541488,66.050062 93.521363,63.513247 92.000434,62.264048 90.479826,61.037737 88.965286,59.841704 87.462592,58.683155 84.515795,56.506215 83.083107,55.501014 81.685034,54.559614 80.327036,53.687808 79.664730,53.279711 79.014421,52.891014 77.752314,52.174255 77.141748,51.847344 76.545636,51.542132 72.362755,49.936156 70.712029,49.726516 69.388411,49.930711 68.409247,50.552114 68.052441,51.018057 67.785209,51.585829 67.519974,53.018882 67.521095,53.878983 67.610039,54.830578 68.044690,56.993000 68.385939,58.195193 68.806111,59.471661 69.301913,60.817195 69.577036,61.514147 69.869650,62.226274 70.505238,63.693101 70.847099,64.446291 71.204226,65.211633 72.772877,68.378588 73.631986,70.013980 74.533437,71.675080 76.439328,75.047233 77.431230,76.744621 78.440458,78.440458 82.516429,85.074873 84.482629,88.213207 86.328984,91.168926 89.457100,96.368789 90.644632,98.544751 91.525877,100.402963 92.066410,101.925538 92.199929,102.557310 92.238377,103.101692 92.179403,103.558462 92.112781,103.754047 92.021143,103.927850 91.762229,104.210531 91.594737,104.319688 91.401798,104.407619 90.375506,104.551598 89.710504,104.502816 88.945702,104.377063 88.082825,104.177465 87.615288,104.051048 87.124109,103.907503 86.072292,103.570990 85.512460,103.379054 84.930600,103.172050 79.545992,101.044014 73.097792,98.310719 69.596947,96.827768 65.985963,95.328514 62.324516,93.858597 60.494023,93.148558 58.674010,92.462308 55.096347,91.181712 53.354004,90.597130 51.652677,90.055819 49.999688,89.562056 49.193553,89.334266 48.402156,89.119839 46.866966,88.732870 46.124826,88.561173 45.400726,88.404533 42.699954,87.935657 41.476966,87.800202 40.345953,87.733529 39.311665,87.737276 38.832154,87.765968 38.378396,87.812710 37.549957,87.960720 37.176103,88.062116 36.829658,88.181820 35.077517,89.794336 34.896722,91.025327 35.179362,92.521912 35.913876,94.264518 36.444493,95.220710 37.079661,96.229048 38.647411,98.387473 39.570612,99.529724 40.579647,100.708497 42.831407,103.158285 44.061218,104.420383 45.351098,105.701218 46.693724,106.996190 48.081490,108.300681 49.506543,109.610090 50.960823,110.919847 53.924028,113.522452 56.904006,116.073546 59.832976,118.540194 61.257297,119.732269 62.643827,120.892119 67.654209,125.147342 69.734909,127.008122 71.462272,128.669845 72.791856,130.122363 73.295704,130.768290 73.687022,131.360252 74.119721,132.382796 74.156382,132.814354 74.071103,133.193882 73.531957,133.801784 73.078254,134.033256 72.502945,134.218868 71.807661,134.360744 71.415706,134.416000 70.994647,134.461210 70.066749,134.522779 69.560770,134.539810 69.027404,134.548137 66.630959,134.501723 65.283520,134.436021 63.843911,134.346216 62.318219,134.235581 60.712986,134.107452 57.292138,133.812238 49.826227,133.160817 41.979546,132.602568 38.091520,132.418601 36.187807,132.359718 34.322744,132.326021 30.742927,132.342456 29.044785,132.396235 27.418431,132.482482 24.410922,132.757397 23.043714,132.948032 21.776119,133.175067 20.613984,133.438938 20.074155,133.584764 19.562652,133.739865 18.626929,134.077853 18.203771,134.260688 17.811063,134.452694 16.552961,135.311083 16.116237,135.793210 15.810360,136.309367 15.636507,136.858385 15.599279,137.144808 15.595204,137.438934 15.686324,138.049528 15.781326,138.365588 15.909091,138.688538 18.078497,141.491924 19.885954,143.013528 22.127233,144.591716 24.755362,146.208250 26.197682,147.025181 27.715665,147.844878 30.946834,149.483793 32.643317,150.298772 34.382142,151.108065 37.950764,152.702037 41.579187,154.251683 48.716747,157.171768 52.078702,158.524706 55.209044,159.798603 58.042892,160.990857 59.329941,161.556234 60.521286,162.101347 64.212464,164.088380 65.346904,164.975989 65.970793,165.803496 66.069488,166.580687 65.920198,166.953790 65.638914,167.318476 64.685649,168.028543 64.017952,168.376946 63.226811,168.722952 61.289723,169.413772 60.153035,169.761516 58.911373,170.112698 56.137684,170.830691 53.022603,171.577644 46.017573,173.190907 42.265287,174.069185 38.444187,175.000000 30.897660,177.021163 27.321784,178.107232 23.973205,179.237403 20.918550,180.404683 19.520730,180.999602 18.218709,181.600453 15.927625,182.814725 14.950057,183.425377 14.091217,184.036443 12.746469,185.253820 12.267397,185.857083 11.920697,186.454692 11.708183,187.045128 11.652633,187.337189 11.631012,187.626900 11.689672,188.198551 11.769910,188.480138 11.883987,188.758672 12.675539,189.838999 13.269108,190.356729 13.991016,190.858001 14.837830,191.341810 15.306837,191.576883 15.805508,191.807264 16.889417,192.253592 17.473354,192.469376 18.084356,192.680147 23.852141,194.180568 27.230246,194.805764 30.853275,195.350135 34.651723,195.818700 36.594088,196.026800 38.552864,196.218942 42.482214,196.560694 46.365020,196.855962 53.699570,197.364415 57.013728,197.610000 58.554776,197.738250 60.008904,197.873151 62.630401,198.172028 63.786009,198.340548 64.831229,198.524778 65.761544,198.726907 66.182359,198.835351 66.573019,198.949064 67.262327,199.193304 67.560297,199.324323 67.826761,199.461592 68.803990,200.810668 68.520225,201.671795 67.733987,202.669554 66.467266,203.809519 65.663237,204.433702 64.751648,205.094069 62.627649,206.522210 61.427407,207.288870 60.143876,208.089479 57.356021,209.787918 54.325724,211.606141 51.119320,213.529481 47.806490,215.540218 44.458861,217.617892 41.148560,219.739683 39.529731,220.809455 38.733233,221.345158 37.946779,221.880860 36.408223,222.950592 35.658194,223.483781 34.922350,224.015290 29.660984,228.155711 27.538074,230.107565 25.818348,231.945624 24.540371,233.645552 24.076685,234.436691 23.733853,235.185189 23.419099,236.545118 23.449816,237.152501 23.606655,237.709177 24.297147,238.664913 24.828484,239.061877 25.481327,239.403963 26.253014,239.690812 26.682434,239.813490 27.140309,239.922356 28.139417,240.098819 28.679568,240.166546 29.246005,240.220720 31.761740,240.304395 33.159751,240.268685 34.643032,240.183440 36.204956,240.050640 37.013238,239.967102 37.838534,239.872542 39.536451,239.651671 40.407169,239.526057 41.291100,239.390813 48.717006,238.011528 52.558075,237.171125 56.394344,236.273130 60.158674,235.352412 63.785950,234.445148 67.214372,233.588082 70.386661,232.817749 73.251180,232.169683 74.553678,231.902139 75.762922,231.677638 76.874463,231.499996 77.392343,231.429885 77.884361,231.372826 78.789210,231.299513 79.201324,231.284044 79.586145,231.283196 80.847622,231.432764 81.309259,231.603529 81.657183,231.841021 81.891384,232.146883 81.965992,232.325874 82.012425,232.522420 82.021438,232.968584 81.984442,233.218350 81.920118,233.485966 80.464385,236.266555 79.157596,238.072207 77.515256,240.137224 75.583423,242.441209 73.413614,244.958328 68.586835,250.504167 66.050062,253.458512 63.513247,256.478637 62.264048,257.999566 61.037737,259.520174 59.841704,261.034714 58.683155,262.537408 56.506215,265.484205 55.501014,266.916893 54.559614,268.314966 53.687808,269.672964 53.279711,270.335270 52.891014,270.985579 52.174255,272.247686 51.847344,272.858252 51.542132,273.454364 49.936156,277.637245 49.726516,279.287971 49.930711,280.611589 50.552114,281.590753 51.018057,281.947559 51.585829,282.214791 53.018882,282.480026 53.878983,282.478905 54.830578,282.389961 56.993000,281.955310 58.195193,281.614061 59.471661,281.193889 60.817195,280.698087 61.514147,280.422964 62.226274,280.130350 63.693101,279.494762 64.446291,279.152901 65.211633,278.795774 68.378588,277.227123 70.013980,276.368014 71.675080,275.466563 75.047233,273.560672 76.744621,272.568770 78.440458,271.559542 85.074873,267.483571 88.213207,265.517371 91.168926,263.671016 96.368789,260.542900 98.544751,259.355368 100.402963,258.474123 101.925538,257.933590 102.557310,257.800071 103.101692,257.761623 103.558462,257.820597 103.754047,257.887219 103.927850,257.978857 104.210531,258.237771 104.319688,258.405263 104.407619,258.598202 104.551598,259.624494 104.502816,260.289496 104.377063,261.054298 104.177465,261.917175 104.051048,262.384712 103.907503,262.875891 103.570990,263.927708 103.379054,264.487540 103.172050,265.069400 101.044014,270.454008 98.310719,276.902208 96.827768,280.403053 95.328514,284.014037 93.858597,287.675484 93.148558,289.505977 92.462308,291.325990 91.181712,294.903653 90.597130,296.645996 90.055819,298.347323 89.562056,300.000312 89.334266,300.806447 89.119839,301.597844 88.732870,303.133034 88.561173,303.875174 88.404533,304.599274 87.935657,307.300046 87.800202,308.523034 87.733529,309.654047 87.737276,310.688335 87.765968,311.167846 87.812710,311.621604 87.960720,312.450043 88.062116,312.823897 88.181820,313.170342 89.794336,314.922483 91.025327,315.103278 92.521912,314.820638 94.264518,314.086124 95.220710,313.555507 96.229048,312.920339 98.387473,311.352589 99.529724,310.429388 100.708497,309.420353 103.158285,307.168593 104.420383,305.938782 105.701218,304.648902 106.996190,303.306276 108.300681,301.918510 109.610090,300.493457 110.919847,299.039177 113.522452,296.075972 116.073546,293.095994 118.540194,290.167024 119.732269,288.742703 120.892119,287.356173 125.147342,282.345791 127.008122,280.265091 128.669845,278.537728 130.122363,277.208144 130.768290,276.704296 131.360252,276.312978 132.382796,275.880279 132.814354,275.843618 133.193882,275.928897 133.801784,276.468043 134.033256,276.921746 134.218868,277.497055 134.360744,278.192339 134.416000,278.584294 134.461210,279.005353 134.522779,279.933251 134.539810,280.439230 134.548137,280.972596 134.501723,283.369041 134.436021,284.716480 134.346216,286.156089 134.235581,287.681781 134.107452,289.287014 133.812238,292.707862 133.160817,300.173773 132.602568,308.020454 132.418601,311.908480 132.359718,313.812193 132.326021,315.677256 132.342456,319.257073 132.396235,320.955215 132.482482,322.581569 132.757397,325.589078 132.948032,326.956286 133.175067,328.223881 133.438938,329.386016 133.584764,329.925845 133.739865,330.437348 134.077853,331.373071 134.260688,331.796229 134.452694,332.188937 135.311083,333.447039 135.793210,333.883763 136.309367,334.189640 136.858385,334.363493 137.144808,334.400721 137.438934,334.404796 138.049528,334.313676 138.365588,334.218674 138.688538,334.090909 141.491924,331.921503 143.013528,330.114046 144.591716,327.872767 146.208250,325.244638 147.025181,323.802318 147.844878,322.284335 149.483793,319.053166 150.298772,317.356683 151.108065,315.617858 152.702037,312.049236 154.251683,308.420813 157.171768,301.283253 158.524706,297.921298 159.798603,294.790956 160.990857,291.957108 161.556234,290.670059 162.101347,289.478714 164.088380,285.787536 164.975989,284.653096 165.803496,284.029207 166.580687,283.930512 166.953790,284.079802 167.318476,284.361086 168.028543,285.314351 168.376946,285.982048 168.722952,286.773189 169.413772,288.710277 169.761516,289.846965 170.112698,291.088627 170.830691,293.862316 171.577644,296.977397 173.190907,303.982427 174.069185,307.734713 175.000000,311.555813 177.021163,319.102340 178.107232,322.678216 179.237403,326.026795 180.404683,329.081450 180.999602,330.479270 181.600453,331.781291 182.814725,334.072375 183.425377,335.049943 184.036443,335.908783 185.253820,337.253531 185.857083,337.732603 186.454692,338.079303 187.045128,338.291817 187.337189,338.347367 187.626900,338.368988 188.198551,338.310328 188.480138,338.230090 188.758672,338.116013 189.838999,337.324461 190.356729,336.730892 190.858001,336.008984 191.341810,335.162170 191.576883,334.693163 191.807264,334.194492 192.253592,333.110583 192.469376,332.526646 192.680147,331.915644 194.180568,326.147859 194.805764,322.769754 195.350135,319.146725 195.818700,315.348277 196.026800,313.405912 196.218942,311.447136 196.560694,307.517786 196.855962,303.634980 197.364415,296.300430 197.610000,292.986272 197.738250,291.445224 197.873151,289.991096 198.172028,287.369599 198.340548,286.213991 198.524778,285.168771 198.726907,284.238456 198.835351,283.817641 198.949064,283.426981 199.193304,282.737673 199.324323,282.439703 199.461592,282.173239 200.810668,281.196010 201.671795,281.479775 202.669554,282.266013 203.809519,283.532734 204.433702,284.336763 205.094069,285.248352 206.522210,287.372351 207.288870,288.572593 208.089479,289.856124 209.787918,292.643979 211.606141,295.674276 213.529481,298.880680 215.540218,302.193510 217.617892,305.541139 219.739683,308.851440 220.809455,310.470269 221.345158,311.266767 221.880860,312.053221 222.950592,313.591777 223.483781,314.341806 224.015290,315.077650 228.155711,320.339016 230.107565,322.461926 231.945624,324.181652 233.645552,325.459629 234.436691,325.923315 235.185189,326.266147 236.545118,326.580901 237.152501,326.550184 237.709177,326.393345 238.664913,325.702853 239.061877,325.171516 239.403963,324.518673 239.690812,323.746986 239.813490,323.317566 239.922356,322.859691 240.098819,321.860583 240.166546,321.320432 240.220720,320.753995 240.304395,318.238260 240.268685,316.840249 240.183440,315.356968 240.050640,313.795044 239.967102,312.986762 239.872542,312.161466 239.651671,310.463549 239.526057,309.592831 239.390813,308.708900 238.011528,301.282994 237.171125,297.441925 236.273130,293.605656 235.352412,289.841326 234.445148,286.214050 233.588082,282.785628 232.817749,279.613339 232.169683,276.748820 231.902139,275.446322 231.677638,274.237078 231.499996,273.125537 231.429885,272.607657 231.372826,272.115639 231.299513,271.210790 231.284044,270.798676 231.283196,270.413855 231.432764,269.152378 231.603529,268.690741 231.841021,268.342817 232.146883,268.108616 232.325874,268.034008 232.522420,267.987575 232.968584,267.978562 233.218350,268.015558 233.485966,268.079882 236.266555,269.535615 238.072207,270.842404 240.137224,272.484744 242.441209,274.416577 244.958328,276.586386 250.504167,281.413165 253.458512,283.949938 256.478637,286.486753 257.999566,287.735952 259.520174,288.962263 261.034714,290.158296 262.537408,291.316845 265.484205,293.493785 266.916893,294.498986 268.314966,295.440386 269.672964,296.312192 270.335270,296.720289 270.985579,297.108986 272.247686,297.825745 272.858252,298.152656 273.454364,298.457868 277.637245,300.063844 279.287971,300.273484 280.611589,300.069289 281.590753,299.447886 281.947559,298.981943 282.214791,298.414171 282.480026,296.981118 282.478905,296.121017 282.389961,295.169422 281.955310,293.007000 281.614061,291.804807 281.193889,290.528339 280.698087,289.182805 280.422964,288.485853 280.130350,287.773726 279.494762,286.306899 279.152901,285.553709 278.795774,284.788367 277.227123,281.621412 276.368014,279.986020 275.466563,278.324920 273.560672,274.952767 272.568770,273.255379 271.559542,271.559542 267.483571,264.925127 265.517371,261.786793 263.671016,258.831074 260.542900,253.631211 259.355368,251.455249 258.474123,249.597037 257.933590,248.074462 257.800071,247.442690 257.761623,246.898308 257.820597,246.441538 257.887219,246.245953 257.978857,246.072150 258.237771,245.789469 258.405263,245.680312 258.598202,245.592381 259.624494,245.448402 260.289496,245.497184 261.054298,245.622937 261.917175,245.822535 262.384712,245.948952 262.875891,246.092497 263.927708,246.429010 264.487540,246.620946 265.069400,246.827950 270.454008,248.955986 276.902208,251.689281 280.403053,253.172232 284.014037,254.671486 287.675484,256.141403 289.505977,256.851442 291.325990,257.537692 294.903653,258.818288 296.645996,259.402870 298.347323,259.944181 300.000312,260.437944 300.806447,260.665734 301.597844,260.880161 303.133034,261.267130 303.875174,261.438827 304.599274,261.595467 307.300046,262.064343 308.523034,262.199798 309.654047,262.266471 310.688335,262.262724 311.167846,262.234032 311.621604,262.187290 312.450043,262.039280 312.823897,261.937884 313.170342,261.818180 314.922483,260.205664 315.103278,258.974673 314.820638,257.478088 314.086124,255.735482 313.555507,254.779290 312.920339,253.770952 311.352589,251.612527 310.429388,250.470276 309.420353,249.291503 307.168593,246.841715 305.938782,245.579617 304.648902,244.298782 303.306276,243.003810 301.918510,241.699319 300.493457,240.389910 299.039177,239.080153 296.075972,236.477548 293.095994,233.926454 290.167024,231.459806 288.742703,230.267731 287.356173,229.107881 282.345791,224.852658 280.265091,222.991878 278.537728,221.330155 277.208144,219.877637 276.704296,219.231710 276.312978,218.639748 275.880279,217.617204 275.843618,217.185646 275.928897,216.806118 276.468043,216.198216 276.921746,215.966744 277.497055,215.781132 278.192339,215.639256 278.584294,215.584000 279.005353,215.538790 279.933251,215.477221 280.439230,215.460190 280.972596,215.451863 283.369041,215.498277 284.716480,215.563979 286.156089,215.653784 287.681781,215.764419 289.287014,215.892548 292.707862,216.187762 300.173773,216.839183 308.020454,217.397432 311.908480,217.581399 313.812193,217.640282 315.677256,217.673979 319.257073,217.657544 320.955215,217.603765 322.581569,217.517518 325.589078,217.242603 326.956286,217.051968 328.223881,216.824933 329.386016,216.561062 329.925845,216.415236 330.437348,216.260135 331.373071,215.922147 331.796229,215.739312 332.188937,215.547306 333.447039,214.688917 333.883763,214.206790 334.189640,213.690633 334.363493,213.141615 334.400721,212.855192 334.404796,212.561066 334.313676,211.950472 334.218674,211.634412 334.090909,211.311462 331.921503,208.508076 330.114046,206.986472 327.872767,205.408284 325.244638,203.791750 323.802318,202.974819 322.284335,202.155122 319.053166,200.516207 317.356683,199.701228 315.617858,198.891935 312.049236,197.297963 308.420813,195.748317 301.283253,192.828232 297.921298,191.475294 294.790956,190.201397 291.957108,189.009143 290.670059,188.443766 289.478714,187.898653 285.787536,185.911620 284.653096,185.024011 284.029207,184.196504 283.930512,183.419313 284.079802,183.046210 284.361086,182.681524 285.314351,181.971457 285.982048,181.623054 286.773189,181.277048 291.088627,179.887302 296.977397,178.422356 311.555813,175.000000" style="stroke: rgb(60.000000%, 24.000000%, 44.289312%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="-15.000000,175.000000 365.000000,175.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="38.444187" y="177.666667" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-1.0</mtext></math></foreignObject>
<foreignObject x="106.722093" y="177.666667" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-0.5</mtext></math></foreignObject>
<foreignObject x="243.277907" y="177.666667" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.5</mn></math></foreignObject>
<foreignObject x="311.555813" y="177.666667" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1.0</mn></math></foreignObject>
<polyline points="38.444187,175.000000 38.444187,168.333333" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="106.722093,175.000000 106.722093,168.333333" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="243.277907,175.000000 243.277907,168.333333" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="311.555813,175.000000 311.555813,168.333333" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="-2.522557,175.000000 -2.522557,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="11.133024,175.000000 11.133024,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="24.788605,175.000000 24.788605,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="52.099768,175.000000 52.099768,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="65.755349,175.000000 65.755349,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="79.410931,175.000000 79.410931,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="93.066512,175.000000 93.066512,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="120.377675,175.000000 120.377675,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="134.033256,175.000000 134.033256,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="147.688837,175.000000 147.688837,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="161.344419,175.000000 161.344419,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="188.655581,175.000000 188.655581,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="202.311163,175.000000 202.311163,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="215.966744,175.000000 215.966744,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="229.622325,175.000000 229.622325,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="256.933488,175.000000 256.933488,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="270.589069,175.000000 270.589069,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="284.244651,175.000000 284.244651,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="297.900232,175.000000 297.900232,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="325.211395,175.000000 325.211395,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="338.866976,175.000000 338.866976,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="352.522557,175.000000 352.522557,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="175.000000,365.000000 175.000000,-15.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="172.333333" y="311.555813" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-1.0</mtext></math></foreignObject>
<foreignObject x="172.333333" y="243.277907" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-0.5</mtext></math></foreignObject>
<foreignObject x="172.333333" y="106.722093" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.5</mn></math></foreignObject>
<foreignObject x="172.333333" y="38.444187" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1.0</mn></math></foreignObject>
<polyline points="175.000000,311.555813 181.666667,311.555813" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,243.277907 181.666667,243.277907" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,106.722093 181.666667,106.722093" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,38.444187 181.666667,38.444187" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,352.522557 179.000000,352.522557" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,338.866976 179.000000,338.866976" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,325.211395 179.000000,325.211395" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,297.900232 179.000000,297.900232" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,284.244651 179.000000,284.244651" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,270.589069 179.000000,270.589069" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,256.933488 179.000000,256.933488" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,229.622325 179.000000,229.622325" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,215.966744 179.000000,215.966744" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,202.311163 179.000000,202.311163" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,188.655581 179.000000,188.655581" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,161.344419 179.000000,161.344419" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,147.688837 179.000000,147.688837" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,134.033256 179.000000,134.033256" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,120.377675 179.000000,120.377675" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,93.066512 179.000000,93.066512" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,79.410931 179.000000,79.410931" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,65.755349 179.000000,65.755349" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,52.099768 179.000000,52.099768" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,24.788605 179.000000,24.788605" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,11.133024 179.000000,11.133024" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,-2.522557 179.000000,-2.522557" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
            </svg>
        "/></mstyle></math>
p4243
sg15
I2
sass(g1709
g3876
VTop
p4244
I0
tp4245
(dp4246
g6
VListLinePlot[Table[Sin[x], {x, -5, 5, 0.5}], Filling->Axis|Top|Bottom]
p4247
sg8
(lp4248
(dp4249
g11
(lp4250
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="247px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-31.666667 -14.610939 449.333333 276.435473">
                <polyline points="18.181818,15.582050 36.363636,13.486064 54.545455,38.351475 72.727273,84.090362 90.909091,139.504250 109.090909,191.025888 127.272727,226.040981 145.454545,235.976614 163.636364,218.400196 181.818182,177.615049 200.000000,123.606798 218.181818,69.598547 236.363636,28.813399 254.545455,11.236982 272.727273,21.172614 290.909091,56.187707 309.090909,107.709345 327.272727,163.123234 345.454545,208.862121 363.636364,233.727531 381.818182,231.631546" style="stroke: rgb(24.720000%, 24.000000%, 60.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="-16.000000,123.606798 416.000000,123.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="90.909091" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>5</mn></math></foreignObject>
<foreignObject x="181.818182" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>10</mn></math></foreignObject>
<foreignObject x="272.727273" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>15</mn></math></foreignObject>
<foreignObject x="363.636364" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>20</mn></math></foreignObject>
<polyline points="90.909091,123.606798 90.909091,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="181.818182,123.606798 181.818182,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="272.727273,123.606798 272.727273,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="363.636364,123.606798 363.636364,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="18.181818,123.606798 18.181818,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="36.363636,123.606798 36.363636,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="54.545455,123.606798 54.545455,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="72.727273,123.606798 72.727273,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="109.090909,123.606798 109.090909,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="127.272727,123.606798 127.272727,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="145.454545,123.606798 145.454545,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="163.636364,123.606798 163.636364,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,123.606798 200.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="218.181818,123.606798 218.181818,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="236.363636,123.606798 236.363636,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="254.545455,123.606798 254.545455,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="290.909091,123.606798 290.909091,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="309.090909,123.606798 309.090909,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="327.272727,123.606798 327.272727,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="345.454545,123.606798 345.454545,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="381.818182,123.606798 381.818182,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="400.000000,123.606798 400.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="0.000000,260.157867 0.000000,-12.944272" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="-2.666667" y="236.258809" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-1.0</mtext></math></foreignObject>
<foreignObject x="-2.666667" y="179.932803" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-0.5</mtext></math></foreignObject>
<foreignObject x="-2.666667" y="67.280792" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.5</mn></math></foreignObject>
<foreignObject x="-2.666667" y="10.954787" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1.0</mn></math></foreignObject>
<polyline points="0.000000,236.258809 6.666667,236.258809" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,179.932803 6.666667,179.932803" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,67.280792 6.666667,67.280792" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,10.954787 6.666667,10.954787" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,247.524010 4.000000,247.524010" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,224.993608 4.000000,224.993608" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,213.728406 4.000000,213.728406" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,202.463205 4.000000,202.463205" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,191.198004 4.000000,191.198004" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,168.667602 4.000000,168.667602" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,157.402401 4.000000,157.402401" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,146.137200 4.000000,146.137200" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,134.871999 4.000000,134.871999" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,112.341597 4.000000,112.341597" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,101.076396 4.000000,101.076396" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,89.811194 4.000000,89.811194" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,78.545993 4.000000,78.545993" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,56.015591 4.000000,56.015591" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,44.750390 4.000000,44.750390" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,33.485189 4.000000,33.485189" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,22.219988 4.000000,22.219988" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,-0.310414 4.000000,-0.310414" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
            </svg>
        "/></mstyle></math>
p4251
sg15
I1
sass(g1709
VLogic
p4252
VAllTrue
p4253
I0
tp4254
(dp4255
g6
VAllTrue[{2, 4, 6}, EvenQ]
p4256
sg8
(lp4257
(dp4258
g11
(lp4259
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p4260
sg15
I1
sass(g1709
g4252
g4253
I1
tp4261
(dp4262
g6
VAllTrue[{2, 4, 7}, EvenQ]
p4263
sg8
(lp4264
(dp4265
g11
(lp4266
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p4267
sg15
I2
sass(g1709
g4252
VAnd
p4268
I0
tp4269
(dp4270
g6
VTrue && True && False
p4271
sg8
(lp4272
(dp4273
g11
(lp4274
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p4275
sg15
I1
sass(g1709
g4252
g4268
I1
tp4276
(dp4277
g6
Va && b && True && c
p4278
sg8
(lp4279
(dp4280
g11
(lp4281
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>a</mi> <mo>&amp;&amp;</mo> <mi>b</mi> <mo>&amp;&amp;</mo> <mi>c</mi></mrow></mstyle></math>
p4282
sg15
I2
sass(g1709
g4252
VAnyTrue
p4283
I0
tp4284
(dp4285
g6
VAnyTrue[{1, 3, 5}, EvenQ]
p4286
sg8
(lp4287
(dp4288
g11
(lp4289
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p4290
sg15
I1
sass(g1709
g4252
g4283
I1
tp4291
(dp4292
g6
VAnyTrue[{1, 4, 5}, EvenQ]
p4293
sg8
(lp4294
(dp4295
g11
(lp4296
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p4297
sg15
I2
sass(g1709
g4252
VEquivalent
p4298
I0
tp4299
(dp4300
g6
VEquivalent[True, True, False]
p4301
sg8
(lp4302
(dp4303
g11
(lp4304
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p4305
sg15
I1
sass(g1709
g4252
g4298
I1
tp4306
(dp4307
g6
VEquivalent[a, b, c]
p4308
sg8
(lp4309
(dp4310
g11
(lp4311
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>a</mi> <mo>\u29e6</mo> <mi>b</mi> <mo>\u29e6</mo> <mi>c</mi></mrow></mstyle></math>
p4312
sg15
I2
sass(g1709
g4252
g4298
I2
tp4313
(dp4314
g6
VEquivalent[a, b, True, c]
p4315
sg8
(lp4316
(dp4317
g11
(lp4318
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>a</mi> <mo>&amp;&amp;</mo> <mi>b</mi> <mo>&amp;&amp;</mo> <mi>c</mi></mrow></mstyle></math>
p4319
sg15
I3
sass(g1709
g4252
VImplies
p4320
I0
tp4321
(dp4322
g6
VImplies[False, a]
p4323
sg8
(lp4324
(dp4325
g11
(lp4326
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p4327
sg15
I1
sass(g1709
g4252
g4320
I1
tp4328
(dp4329
g6
VImplies[True, a]
p4330
sg8
(lp4331
(dp4332
g11
(lp4333
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>a</mi></mstyle></math>
p4334
sg15
I2
sass(g1709
g4252
g4320
I2
tp4335
(dp4336
g6
VImplies[a, Implies[b, Implies[True, c]]]
p4337
sg8
(lp4338
(dp4339
g11
(lp4340
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>a</mi> <mo>\uf523</mo> <mrow><mi>b</mi> <mo>\uf523</mo> <mi>c</mi></mrow></mrow></mstyle></math>
p4341
sg15
I3
sass(g1709
g4252
VNoneTrue
p4342
I0
tp4343
(dp4344
g6
VNoneTrue[{1, 3, 5}, EvenQ]
p4345
sg8
(lp4346
(dp4347
g11
(lp4348
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p4349
sg15
I1
sass(g1709
g4252
g4342
I1
tp4350
(dp4351
g6
VNoneTrue[{1, 4, 5}, EvenQ]
p4352
sg8
(lp4353
(dp4354
g11
(lp4355
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p4356
sg15
I2
sass(g1709
g4252
VNot
p4357
I0
tp4358
(dp4359
g6
V!True
p4360
sg8
(lp4361
(dp4362
g11
(lp4363
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p4364
sg15
I1
sass(g1709
g4252
g4357
I1
tp4365
(dp4366
g6
V!False
p4367
sg8
(lp4368
(dp4369
g11
(lp4370
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p4371
sg15
I2
sass(g1709
g4252
g4357
I2
tp4372
(dp4373
g6
V!b
p4374
sg8
(lp4375
(dp4376
g11
(lp4377
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>!</mo> <mi>b</mi></mrow></mstyle></math>
p4378
sg15
I3
sass(g1709
g4252
VOr
p4379
I0
tp4380
(dp4381
g6
VFalse || True
p4382
sg8
(lp4383
(dp4384
g11
(lp4385
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p4386
sg15
I1
sass(g1709
g4252
g4379
I1
tp4387
(dp4388
g6
Va || False || b
p4389
sg8
(lp4390
(dp4391
g11
(lp4392
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>a</mi> <mo>||</mo> <mi>b</mi></mrow></mstyle></math>
p4393
sg15
I2
sass(g1709
g4252
VXor
p4394
I0
tp4395
(dp4396
g6
VXor[False, True]
p4397
sg8
(lp4398
(dp4399
g11
(lp4400
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p4401
sg15
I1
sass(g1709
g4252
g4394
I1
tp4402
(dp4403
g6
VXor[True, True]
p4404
sg8
(lp4405
(dp4406
g11
(lp4407
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p4408
sg15
I2
sass(g1709
g4252
g4394
I2
tp4409
(dp4410
g6
VXor[a, False, b]
p4411
sg8
(lp4412
(dp4413
g11
(lp4414
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>a</mi> <mo>\u22bb</mo> <mi>b</mi></mrow></mstyle></math>
p4415
sg15
I3
sass(g1709
VScoping
p4416
VBegin
p4417
I0
tp4418
(dp4419
g6
VBegin["test`"]
p4420
sg8
(lp4421
(dp4422
g11
(lp4423
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>test`</mtext></mstyle></math>
p4424
sg15
I1
sass(g1709
g4416
g4417
I1
tp4425
(dp4426
g6
V{$Context, $ContextPath}
p4427
sg8
(lp4428
(dp4429
g11
(lp4430
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mtext>test`</mtext> <mo>,</mo> <mrow><mo>{</mo> <mrow><mtext>Global`</mtext> <mo>,</mo> <mtext>System`</mtext></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p4431
sg15
I2
sass(g1709
g4416
g4417
I2
tp4432
(dp4433
g6
VContext[newsymbol]
p4434
sg8
(lp4435
(dp4436
g11
(lp4437
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>test`</mtext></mstyle></math>
p4438
sg15
I3
sass(g1709
g4416
g4417
I3
tp4439
(dp4440
g6
VEnd[]
p4441
sg8
(lp4442
(dp4443
g11
(lp4444
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>test`</mtext></mstyle></math>
p4445
sg15
I4
sass(g1709
g4416
g4417
I4
tp4446
(dp4447
g6
VEnd[]
p4448
sg8
(lp4449
(dp4450
g11
(lp4451
(dp4452
g149
I01
sg150
VEnd
p4453
sg152
Vnoctx
p4454
sg154
VEnd::noctx
p4455
sg156
VNo previous context defined.
p4456
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>Global`</mtext></mstyle></math>
p4457
sg15
I5
sass(g1709
g4416
VBeginPackage
p4458
I0
tp4459
(dp4460
g6
VBeginPackage["test`"]
p4461
sg8
(lp4462
(dp4463
g11
(lp4464
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>test`</mtext></mstyle></math>
p4465
sg15
I1
sass(g1709
g4416
VBlock
p4466
I0
tp4467
(dp4468
g6
Vn = 10
p4469
sg8
(lp4470
(dp4471
g11
(lp4472
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>10</mn></mstyle></math>
p4473
sg15
I1
sass(g1709
g4416
g4466
I1
tp4474
(dp4475
g6
VBlock[{n = 5}, n ^ 2]
p4476
sg8
(lp4477
(dp4478
g11
(lp4479
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>25</mn></mstyle></math>
p4480
sg15
I2
sass(g1709
g4416
g4466
I2
tp4481
(dp4482
g6
g2204
sg8
(lp4483
(dp4484
g11
(lp4485
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>10</mn></mstyle></math>
p4486
sg15
I3
sass(g1709
g4416
g4466
I3
tp4487
(dp4488
g6
VBlock[{x = n+2, n}, {x, n}]
p4489
sg8
(lp4490
(dp4491
g11
(lp4492
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>12</mn> <mo>,</mo> <mn>10</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p4493
sg15
I4
sass(g1709
g4416
g4466
I4
tp4494
(dp4495
g6
VBlock[{x + y}, x]
p4496
sg8
(lp4497
(dp4498
g11
(lp4499
(dp4500
g149
I01
sg150
VBlock
p4501
sg152
Vlvsym
p4502
sg154
VBlock::lvsym
p4503
sg156
VLocal variable specification contains x + y, which is not a symbol or an assignment to a symbol.
p4504
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>x</mi></mstyle></math>
p4505
sg15
I5
sass(g1709
g4416
g4466
I5
tp4506
(dp4507
g6
VBlock[{x, x}, x]
p4508
sg8
(lp4509
(dp4510
g11
(lp4511
(dp4512
g149
I01
sg150
VBlock
p4513
sg152
Vdup
p4514
sg154
VBlock::dup
p4515
sg156
VDuplicate local variable x found in local variable specification.
p4516
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>x</mi></mstyle></math>
p4517
sg15
I6
sass(g1709
g4416
VContext
p4518
I0
tp4519
(dp4520
g6
VContext[a]
p4521
sg8
(lp4522
(dp4523
g11
(lp4524
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>Global`</mtext></mstyle></math>
p4525
sg15
I1
sass(g1709
g4416
g4518
I1
tp4526
(dp4527
g6
VContext[b`c]
p4528
sg8
(lp4529
(dp4530
g11
(lp4531
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>b`</mtext></mstyle></math>
p4532
sg15
I2
sass(g1709
g4416
g4518
I2
tp4533
(dp4534
g6
VInputForm[Context[]]
p4535
sg8
(lp4536
(dp4537
g11
(lp4538
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><ms>Global`</ms></mstyle></math>
p4539
sg15
I3
sass(g1709
g4416
V$ContextPath
p4540
I0
tp4541
(dp4542
g6
V$ContextPath // InputForm
p4543
sg8
(lp4544
(dp4545
g11
(lp4546
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><ms>Global`</ms> <mtext>,&nbsp;</mtext> <ms>System`</ms></mrow> <mo>}</mo></mrow></mstyle></math>
p4547
sg15
I1
sass(g1709
g4416
V$Context
p4548
I0
tp4549
(dp4550
g6
V$Context
p4551
sg8
(lp4552
(dp4553
g11
(lp4554
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>Global`</mtext></mstyle></math>
p4555
sg15
I1
sass(g1709
g4416
VContexts
p4556
I0
tp4557
(dp4558
g6
Vx = 5;
p4559
sg8
(lp4560
(dp4561
g11
(lp4562
sg13
Nsg15
I1
sass(g1709
g4416
g4556
I1
tp4563
(dp4564
g6
VContexts[] // InputForm
p4565
sg8
(lp4566
(dp4567
g11
(lp4568
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><ms>CombinatoricaOld`</ms> <mtext>,&nbsp;</mtext> <ms>Global`</ms> <mtext>,&nbsp;</mtext> <ms>ImportExport`</ms> <mtext>,&nbsp;</mtext> <ms>Internal`</ms> <mtext>,&nbsp;</mtext> <ms>Settings`</ms> <mtext>,&nbsp;</mtext> <ms>System`</ms> <mtext>,&nbsp;</mtext> <ms>System`Convert`B64Dump`</ms> <mtext>,&nbsp;</mtext> <ms>System`Convert`CommonDump`</ms> <mtext>,&nbsp;</mtext> <ms>System`Convert`Image`</ms> <mtext>,&nbsp;</mtext> <ms>System`Convert`JSONDump`</ms> <mtext>,&nbsp;</mtext> <ms>System`Convert`TableDump`</ms> <mtext>,&nbsp;</mtext> <ms>System`Convert`TextDump`</ms> <mtext>,&nbsp;</mtext> <ms>System`ConvertersDump`</ms> <mtext>,&nbsp;</mtext> <ms>System`Private`</ms> <mtext>,&nbsp;</mtext> <ms>XML`</ms> <mtext>,&nbsp;</mtext> <ms>XML`Parser`</ms></mrow> <mo>}</mo></mrow></mstyle></math>
p4569
sg15
I2
sass(g1709
g4416
VModule
p4570
I0
tp4571
(dp4572
g6
Vx = 10;
p4573
sg8
(lp4574
(dp4575
g11
(lp4576
sg13
Nsg15
I1
sass(g1709
g4416
g4570
I1
tp4577
(dp4578
g6
VModule[{x=x}, x=x+1; x]
p4579
sg8
(lp4580
(dp4581
g11
(lp4582
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>11</mn></mstyle></math>
p4583
sg15
I2
sass(g1709
g4416
g4570
I2
tp4584
(dp4585
g6
g195
sg8
(lp4586
(dp4587
g11
(lp4588
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>10</mn></mstyle></math>
p4589
sg15
I3
sass(g1709
g4416
g4570
I3
tp4590
(dp4591
g6
Vt === Module[{t}, t]
p4592
sg8
(lp4593
(dp4594
g11
(lp4595
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p4596
sg15
I4
sass(g1709
g4416
g4570
I4
tp4597
(dp4598
g6
VModule[{t=x}, x = x + 1; t]
p4599
sg8
(lp4600
(dp4601
g11
(lp4602
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>10</mn></mstyle></math>
p4603
sg15
I5
sass(g1709
g4416
g4570
I5
tp4604
(dp4605
g6
g195
sg8
(lp4606
(dp4607
g11
(lp4608
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>11</mn></mstyle></math>
p4609
sg15
I6
sass(g1709
g4416
g4570
I6
tp4610
(dp4611
g6
VModule[{a}, Block[{a}, a]]
p4612
sg8
(lp4613
(dp4614
g11
(lp4615
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>a</mi></mstyle></math>
p4616
sg15
I7
sass(g1709
g4416
g4570
I7
tp4617
(dp4618
g6
VModule[{a}, Block[{}, a]]
p4619
sg8
(lp4620
(dp4621
g11
(lp4622
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>a$5</mi></mstyle></math>
p4623
sg15
I8
sass(g1709
g4416
V$ModuleNumber
p4624
I0
tp4625
(dp4626
g6
VUnprotect[$ModuleNumber]
p4627
sg8
(lp4628
(dp4629
g11
(lp4630
sg13
Nsg15
I1
sass(g1709
g4416
g4624
I1
tp4631
(dp4632
g6
V$ModuleNumber = 20;
p4633
sg8
(lp4634
(dp4635
g11
(lp4636
sg13
Nsg15
I2
sass(g1709
g4416
g4624
I2
tp4637
(dp4638
g6
VModule[{x}, x]
p4639
sg8
(lp4640
(dp4641
g11
(lp4642
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>x$20</mi></mstyle></math>
p4643
sg15
I3
sass(g1709
g4416
g4624
I3
tp4644
(dp4645
g6
V$ModuleNumber = x;
p4646
sg8
(lp4647
(dp4648
g11
(lp4649
(dp4650
g149
I01
sg150
V$ModuleNumber
p4651
sg152
Vset
p4652
sg154
V$ModuleNumber::set
p4653
sg156
VCannot set $ModuleNumber to x; value must be a positive integer.
p4654
sasg13
Nsg15
I4
sass(g1709
g4416
VUnique
p4655
I0
tp4656
(dp4657
g6
VUnique[]
p4658
sg8
(lp4659
(dp4660
g11
(lp4661
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>$7</mi></mstyle></math>
p4662
sg15
I1
sass(g1709
g4416
g4655
I1
tp4663
(dp4664
g6
VUnique[sym]
p4665
sg8
(lp4666
(dp4667
g11
(lp4668
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>sym$1</mi></mstyle></math>
p4669
sg15
I2
sass(g1709
g4416
g4655
I2
tp4670
(dp4671
g6
VUnique["x"]
p4672
sg8
(lp4673
(dp4674
g11
(lp4675
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>x8</mi></mstyle></math>
p4676
sg15
I3
sass(g1709
g4416
g4655
I7
tp4677
(dp4678
g6
V{$ModuleNumber, Unique[x], $ModuleNumber}
p4679
sg8
(lp4680
(dp4681
g11
(lp4682
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>2</mn> <mo>,</mo> <mi>x$2</mi> <mo>,</mo> <mn>3</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p4683
sg15
I4
sass(g1709
g4416
g4655
I8
tp4684
(dp4685
g6
V{Module[{x}, x], Unique[x]}
p4686
sg8
(lp4687
(dp4688
g11
(lp4689
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>x$3</mi> <mo>,</mo> <mi>x$4</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p4690
sg15
I5
sass(g1709
g4416
g4655
I9
tp4691
(dp4692
g6
VUnique[{x, "s"}, Flat ^ Listable ^ Orderless]
p4693
sg8
(lp4694
(dp4695
g11
(lp4696
(dp4697
g149
I01
sg150
VUnique
p4698
sg152
Vattnf
p4699
sg154
VUnique::attnf
p4700
sg156
VFlat ^ Listable ^ Orderless is not a known attribute.
p4701
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Unique</mi> <mo>[</mo> <mrow><mrow><mo>{</mo> <mrow><mi>x</mi> <mo>,</mo> <mtext>s</mtext></mrow> <mo>}</mo></mrow> <mo>,</mo> <msup><mi>Flat</mi> <msup><mi>Listable</mi> <mi>Orderless</mi></msup></msup></mrow> <mo>]</mo></mrow></mstyle></math>
p4702
sg15
I6
sass(g1709
g4416
g4655
I10
tp4703
(dp4704
g6
VUnique[x + y]
p4705
sg8
(lp4706
(dp4707
g11
(lp4708
(dp4709
g149
I01
sg150
VUnique
p4710
sg152
Vusym
p4711
sg154
VUnique::usym
p4712
sg156
Vx + y is not a symbol or a valid symbol name.
p4713
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Unique</mi> <mo>[</mo> <mrow><mi>x</mi> <mo>+</mo> <mi>y</mi></mrow> <mo>]</mo></mrow></mstyle></math>
p4714
sg15
I7
sass(g1709
g4416
VWith
p4715
I0
tp4716
(dp4717
g6
Vn = 10
p4718
sg8
(lp4719
(dp4720
g11
(lp4721
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>10</mn></mstyle></math>
p4722
sg15
I1
sass(g1709
g4416
g4715
I1
tp4723
(dp4724
g6
VWith[{x = a}, (1 + x^2) &]
p4725
sg8
(lp4726
(dp4727
g11
(lp4728
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mrow><mn>1</mn> <mo>+</mo> <msup><mi>a</mi> <mn>2</mn></msup></mrow> <mo>&amp;</mo></mrow></mstyle></math>
p4729
sg15
I2
sass(g1709
g4416
g4715
I2
tp4730
(dp4731
g6
VWith[{x=y}, Hold[x]]
p4732
sg8
(lp4733
(dp4734
g11
(lp4735
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Hold</mi> <mo>[</mo> <mi>y</mi> <mo>]</mo></mrow></mstyle></math>
p4736
sg15
I3
sass(g1709
g4416
g4715
I3
tp4737
(dp4738
g6
VTable[With[{i=j}, Hold[i]],{j,1,4}]
p4739
sg8
(lp4740
(dp4741
g11
(lp4742
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mi>Hold</mi> <mo>[</mo> <mn>1</mn> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>Hold</mi> <mo>[</mo> <mn>2</mn> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>Hold</mi> <mo>[</mo> <mn>3</mn> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>Hold</mi> <mo>[</mo> <mn>4</mn> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p4743
sg15
I4
sass(g1709
g4416
g4715
I4
tp4744
(dp4745
g6
Vx=5; With[{x=x}, Hold[x]]
p4746
sg8
(lp4747
(dp4748
g11
(lp4749
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Hold</mi> <mo>[</mo> <mn>5</mn> <mo>]</mo></mrow></mstyle></math>
p4750
sg15
I5
sass(g1709
g4416
g4715
I5
tp4751
(dp4752
g6
V{Block[{x = 3}, Hold[x]], With[{x = 3}, Hold[x]]}
p4753
sg8
(lp4754
(dp4755
g11
(lp4756
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mi>Hold</mi> <mo>[</mo> <mi>x</mi> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>Hold</mi> <mo>[</mo> <mn>3</mn> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p4757
sg15
I6
sass(g1709
g4416
g4715
I6
tp4758
(dp4759
g6
Vx=.; ReleaseHold /@ %
p4760
sg8
(lp4761
(dp4762
g11
(lp4763
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>x</mi> <mo>,</mo> <mn>3</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p4764
sg15
I7
sass(g1709
g4416
g4715
I7
tp4765
(dp4766
g6
VWith[{e = y}, Function[{x,y}, e*x*y]]
p4767
sg8
(lp4768
(dp4769
g11
(lp4770
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Function</mi> <mo>[</mo> <mrow><mrow><mo>{</mo> <mrow><mi>x$</mi> <mo>,</mo> <mi>y$</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mi>y</mi> <mo>&nbsp;</mo> <mi>x$</mi> <mo>&nbsp;</mo> <mi>y$</mi></mrow></mrow> <mo>]</mo></mrow></mstyle></math>
p4771
sg15
I8
sass(g1709
VRandom number generation
p4772
VRandomChoice
p4773
I0
tp4774
(dp4775
g6
VSeedRandom[42]
p4776
sg8
(lp4777
(dp4778
g11
(lp4779
sg13
Nsg15
I1
sass(g1709
g4772
g4773
I1
tp4780
(dp4781
g6
VRandomChoice[{a, b, c}]
p4782
sg8
(lp4783
(dp4784
g11
(lp4785
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mi>c</mi> <mo>}</mo></mrow></mstyle></math>
p4786
sg15
I2
sass(g1709
g4772
g4773
I2
tp4787
(dp4788
g6
VSeedRandom[42]
p4789
sg8
(lp4790
(dp4791
g11
(lp4792
sg13
Nsg15
I3
sass(g1709
g4772
g4773
I3
tp4793
(dp4794
g6
VRandomChoice[{a, b, c}, 20]
p4795
sg8
(lp4796
(dp4797
g11
(lp4798
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>c</mi> <mo>,</mo> <mi>a</mi> <mo>,</mo> <mi>c</mi> <mo>,</mo> <mi>c</mi> <mo>,</mo> <mi>a</mi> <mo>,</mo> <mi>a</mi> <mo>,</mo> <mi>c</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>c</mi> <mo>,</mo> <mi>c</mi> <mo>,</mo> <mi>c</mi> <mo>,</mo> <mi>c</mi> <mo>,</mo> <mi>a</mi> <mo>,</mo> <mi>c</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>a</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>b</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p4799
sg15
I4
sass(g1709
g4772
g4773
I4
tp4800
(dp4801
g6
VSeedRandom[42]
p4802
sg8
(lp4803
(dp4804
g11
(lp4805
sg13
Nsg15
I5
sass(g1709
g4772
g4773
I5
tp4806
(dp4807
g6
VRandomChoice[{"a", {1, 2}, x, {}}, 10]
p4808
sg8
(lp4809
(dp4810
g11
(lp4811
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>x</mi> <mo>,</mo> <mrow><mo>{</mo> <mo>}</mo></mrow> <mo>,</mo> <mtext>a</mtext> <mo>,</mo> <mi>x</mi> <mo>,</mo> <mi>x</mi> <mo>,</mo> <mrow><mo>{</mo> <mo>}</mo></mrow> <mo>,</mo> <mtext>a</mtext> <mo>,</mo> <mtext>a</mtext> <mo>,</mo> <mi>x</mi> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>2</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p4812
sg15
I6
sass(g1709
g4772
g4773
I6
tp4813
(dp4814
g6
VSeedRandom[42]
p4815
sg8
(lp4816
(dp4817
g11
(lp4818
sg13
Nsg15
I7
sass(g1709
g4772
g4773
I7
tp4819
(dp4820
g6
VRandomChoice[{a, b, c}, {5, 2}]
p4821
sg8
(lp4822
(dp4823
g11
(lp4824
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mi>c</mi> <mo>,</mo> <mi>a</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>c</mi> <mo>,</mo> <mi>c</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>a</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>c</mi> <mo>,</mo> <mi>b</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>c</mi> <mo>,</mo> <mi>c</mi></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p4825
sg15
I8
sass(g1709
g4772
g4773
I8
tp4826
(dp4827
g6
VSeedRandom[42]
p4828
sg8
(lp4829
(dp4830
g11
(lp4831
sg13
Nsg15
I9
sass(g1709
g4772
g4773
I9
tp4832
(dp4833
g6
VRandomChoice[{1, 100, 5} -> {a, b, c}, 20]
p4834
sg8
(lp4835
(dp4836
g11
(lp4837
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>b</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>c</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>b</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p4838
sg15
I10
sass(g1709
g4772
VRandomComplex
p4839
I0
tp4840
(dp4841
g6
VRandomComplex[]
p4842
sg8
(lp4843
(dp4844
g11
(lp4845
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>0.631528</mn> <mo>+</mo> <mrow><mn>0.946217</mn> <mo>&nbsp;</mo> <mi>I</mi></mrow></mrow></mstyle></math>
p4846
sg15
I1
sass(g1709
g4772
g4839
I2
tp4847
(dp4848
g6
VRandomComplex[{1+I, 5+5I}]
p4849
sg8
(lp4850
(dp4851
g11
(lp4852
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>1.13683</mn> <mo>+</mo> <mrow><mn>1.6536</mn> <mo>&nbsp;</mo> <mi>I</mi></mrow></mrow></mstyle></math>
p4853
sg15
I2
sass(g1709
g4772
g4839
I4
tp4854
(dp4855
g6
VRandomComplex[1+I, 5]
p4856
sg8
(lp4857
(dp4858
g11
(lp4859
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mn>0.572238</mn> <mo>+</mo> <mrow><mn>0.673682</mn> <mo>&nbsp;</mo> <mi>I</mi></mrow></mrow> <mo>,</mo> <mrow><mn>0.513061</mn> <mo>+</mo> <mrow><mn>0.22161</mn> <mo>&nbsp;</mo> <mi>I</mi></mrow></mrow> <mo>,</mo> <mrow><mn>0.515064</mn> <mo>+</mo> <mrow><mn>0.610418</mn> <mo>&nbsp;</mo> <mi>I</mi></mrow></mrow> <mo>,</mo> <mrow><mn>0.465623</mn> <mo>+</mo> <mrow><mn>0.566118</mn> <mo>&nbsp;</mo> <mi>I</mi></mrow></mrow> <mo>,</mo> <mrow><mn>0.105406</mn> <mo>+</mo> <mrow><mn>0.939674</mn> <mo>&nbsp;</mo> <mi>I</mi></mrow></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p4860
sg15
I3
sass(g1709
g4772
g4839
I5
tp4861
(dp4862
g6
VRandomComplex[{1+I, 2+2I}, {2, 2}]
p4863
sg8
(lp4864
(dp4865
g11
(lp4866
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mrow><mn>1.83443</mn> <mo>+</mo> <mrow><mn>1.40017</mn> <mo>&nbsp;</mo> <mi>I</mi></mrow></mrow> <mo>,</mo> <mrow><mn>1.00411</mn> <mo>+</mo> <mrow><mn>1.33292</mn> <mo>&nbsp;</mo> <mi>I</mi></mrow></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mrow><mn>1.0684</mn> <mo>+</mo> <mrow><mn>1.85541</mn> <mo>&nbsp;</mo> <mi>I</mi></mrow></mrow> <mo>,</mo> <mrow><mn>1.93269</mn> <mo>+</mo> <mrow><mn>1.54294</mn> <mo>&nbsp;</mo> <mi>I</mi></mrow></mrow></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p4867
sg15
I4
sass(g1709
g4772
VRandomInteger
p4868
I0
tp4869
(dp4870
g6
VRandomInteger[{1, 5}]
p4871
sg8
(lp4872
(dp4873
g11
(lp4874
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>1</mn></mstyle></math>
p4875
sg15
I1
sass(g1709
g4772
g4868
I2
tp4876
(dp4877
g6
VRandomInteger[100, {2, 3}] // TableForm
p4878
sg8
(lp4879
(dp4880
g11
(lp4881
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtable columnalign="center">\u000a<mtr><mtd columnalign="center"><mn>18</mn></mtd><mtd columnalign="center"><mn>70</mn></mtd><mtd columnalign="center"><mn>38</mn></mtd></mtr>\u000a<mtr><mtd columnalign="center"><mn>97</mn></mtd><mtd columnalign="center"><mn>66</mn></mtd><mtd columnalign="center"><mn>8</mn></mtd></mtr>\u000a</mtable></mstyle></math>
p4882
sg15
I2
sass(g1709
g4772
g4868
I3
tp4883
(dp4884
g6
VpreviousState = $RandomState;
p4885
sg8
(lp4886
(dp4887
g11
(lp4888
sg13
Nsg15
I3
sass(g1709
g4772
g4868
I4
tp4889
(dp4890
g6
VRandomInteger[]
p4891
sg8
(lp4892
(dp4893
g11
(lp4894
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>1</mn></mstyle></math>
p4895
sg15
I4
sass(g1709
g4772
g4868
I5
tp4896
(dp4897
g6
V$RandomState != previousState
p4898
sg8
(lp4899
(dp4900
g11
(lp4901
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p4902
sg15
I5
sass(g1709
g4772
VRandomReal
p4903
I0
tp4904
(dp4905
g6
VRandomReal[]
p4906
sg8
(lp4907
(dp4908
g11
(lp4909
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0.503423</mn></mstyle></math>
p4910
sg15
I1
sass(g1709
g4772
g4903
I2
tp4911
(dp4912
g6
VRandomReal[{1, 5}]
p4913
sg8
(lp4914
(dp4915
g11
(lp4916
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>2.02004</mn></mstyle></math>
p4917
sg15
I2
sass(g1709
g4772
VRandomSample
p4918
I0
tp4919
(dp4920
g6
VSeedRandom[42]
p4921
sg8
(lp4922
(dp4923
g11
(lp4924
sg13
Nsg15
I1
sass(g1709
g4772
g4918
I1
tp4925
(dp4926
g6
VRandomSample[{a, b, c}]
p4927
sg8
(lp4928
(dp4929
g11
(lp4930
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mi>a</mi> <mo>}</mo></mrow></mstyle></math>
p4931
sg15
I2
sass(g1709
g4772
g4918
I2
tp4932
(dp4933
g6
VSeedRandom[42]
p4934
sg8
(lp4935
(dp4936
g11
(lp4937
sg13
Nsg15
I3
sass(g1709
g4772
g4918
I3
tp4938
(dp4939
g6
VRandomSample[{a, b, c, d, e, f, g, h}, 7]
p4940
sg8
(lp4941
(dp4942
g11
(lp4943
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>b</mi> <mo>,</mo> <mi>f</mi> <mo>,</mo> <mi>a</mi> <mo>,</mo> <mi>h</mi> <mo>,</mo> <mi>c</mi> <mo>,</mo> <mi>e</mi> <mo>,</mo> <mi>d</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p4944
sg15
I4
sass(g1709
g4772
g4918
I4
tp4945
(dp4946
g6
VSeedRandom[42]
p4947
sg8
(lp4948
(dp4949
g11
(lp4950
sg13
Nsg15
I5
sass(g1709
g4772
g4918
I5
tp4951
(dp4952
g6
VRandomSample[{"a", {1, 2}, x, {}}, 3]
p4953
sg8
(lp4954
(dp4955
g11
(lp4956
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>2</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mo>}</mo></mrow> <mo>,</mo> <mtext>a</mtext></mrow> <mo>}</mo></mrow></mstyle></math>
p4957
sg15
I6
sass(g1709
g4772
g4918
I6
tp4958
(dp4959
g6
VSeedRandom[42]
p4960
sg8
(lp4961
(dp4962
g11
(lp4963
sg13
Nsg15
I7
sass(g1709
g4772
g4918
I7
tp4964
(dp4965
g6
VRandomSample[Range[100], {2, 3}]
p4966
sg8
(lp4967
(dp4968
g11
(lp4969
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>84</mn> <mo>,</mo> <mn>54</mn> <mo>,</mo> <mn>71</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>46</mn> <mo>,</mo> <mn>45</mn> <mo>,</mo> <mn>40</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p4970
sg15
I8
sass(g1709
g4772
g4918
I8
tp4971
(dp4972
g6
VSeedRandom[42]
p4973
sg8
(lp4974
(dp4975
g11
(lp4976
sg13
Nsg15
I9
sass(g1709
g4772
g4918
I9
tp4977
(dp4978
g6
VRandomSample[Range[100] -> Range[100], 5]
p4979
sg8
(lp4980
(dp4981
g11
(lp4982
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>62</mn> <mo>,</mo> <mn>98</mn> <mo>,</mo> <mn>86</mn> <mo>,</mo> <mn>78</mn> <mo>,</mo> <mn>40</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p4983
sg15
I10
sass(g1709
g4772
V$RandomState
p4984
I0
tp4985
(dp4986
g6
VMod[$RandomState, 10^100]
p4987
sg8
(lp4988
(dp4989
g11
(lp4990
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>573147035672596374814681411859563797855871292899132457899981748438679340378954986447125466068587566</mn></mstyle></math>
p4991
sg15
I1
sass(g1709
g4772
g4984
I1
tp4992
(dp4993
g6
VIntegerLength[$RandomState]
p4994
sg8
(lp4995
(dp4996
g11
(lp4997
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>6440</mn></mstyle></math>
p4998
sg15
I2
sass(g1709
g4772
g4984
I2
tp4999
(dp5000
g6
V$RandomState = 42
p5001
sg8
(lp5002
(dp5003
g11
(lp5004
(dp5005
g149
I01
sg150
V$RandomState
p5006
sg152
Vrndst
p5007
sg154
V$RandomState::rndst
p5008
sg156
VIt is not possible to change the random state.
p5009
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>42</mn></mstyle></math>
p5010
sg15
I3
sass(g1709
g4772
g4984
I3
tp5011
(dp5012
g6
V$RandomState = $RandomState;
p5013
sg8
(lp5014
(dp5015
g11
(lp5016
(dp5017
g149
I01
sg150
V$RandomState
p5018
sg152
g5007
sg154
V$RandomState::rndst
p5019
sg156
g5009
sasg13
Nsg15
I4
sass(g1709
g4772
VSeedRandom
p5020
I0
tp5021
(dp5022
g6
VSeedRandom[42]
p5023
sg8
(lp5024
(dp5025
g11
(lp5026
sg13
Nsg15
I1
sass(g1709
g4772
g5020
I1
tp5027
(dp5028
g6
VRandomInteger[100]
p5029
sg8
(lp5030
(dp5031
g11
(lp5032
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>51</mn></mstyle></math>
p5033
sg15
I2
sass(g1709
g4772
g5020
I2
tp5034
(dp5035
g6
VRandomInteger[100]
p5036
sg8
(lp5037
(dp5038
g11
(lp5039
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>92</mn></mstyle></math>
p5040
sg15
I3
sass(g1709
g4772
g5020
I3
tp5041
(dp5042
g6
VSeedRandom[42]
p5043
sg8
(lp5044
(dp5045
g11
(lp5046
sg13
Nsg15
I4
sass(g1709
g4772
g5020
I4
tp5047
(dp5048
g6
VRandomInteger[100]
p5049
sg8
(lp5050
(dp5051
g11
(lp5052
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>51</mn></mstyle></math>
p5053
sg15
I5
sass(g1709
g4772
g5020
I5
tp5054
(dp5055
g6
VRandomInteger[100]
p5056
sg8
(lp5057
(dp5058
g11
(lp5059
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>92</mn></mstyle></math>
p5060
sg15
I6
sass(g1709
g4772
g5020
I6
tp5061
(dp5062
g6
VSeedRandom["Mathics"]
p5063
sg8
(lp5064
(dp5065
g11
(lp5066
sg13
Nsg15
I7
sass(g1709
g4772
g5020
I7
tp5067
(dp5068
g6
VRandomInteger[100]
p5069
sg8
(lp5070
(dp5071
g11
(lp5072
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>27</mn></mstyle></math>
p5073
sg15
I8
sass(g1709
g4772
g5020
I8
tp5074
(dp5075
g6
VSeedRandom[]
p5076
sg8
(lp5077
(dp5078
g11
(lp5079
sg13
Nsg15
I9
sass(g1709
g4772
g5020
I9
tp5080
(dp5081
g6
VRandomInteger[100]
p5082
sg8
(lp5083
(dp5084
g11
(lp5085
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>19</mn></mstyle></math>
p5086
sg15
I10
sass(g1709
VCombinatorial Functions
p5087
VBinomial
p5088
I0
tp5089
(dp5090
g6
VBinomial[5, 3]
p5091
sg8
(lp5092
(dp5093
g11
(lp5094
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>10</mn></mstyle></math>
p5095
sg15
I1
sass(g1709
g5087
g5088
I1
tp5096
(dp5097
g6
VBinomial[10.5,3.2]
p5098
sg8
(lp5099
(dp5100
g11
(lp5101
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>165.286</mn></mstyle></math>
p5102
sg15
I2
sass(g1709
g5087
g5088
I2
tp5103
(dp5104
g6
VBinomial[10, -2]
p5105
sg8
(lp5106
(dp5107
g11
(lp5108
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0</mn></mstyle></math>
p5109
sg15
I3
sass(g1709
g5087
g5088
I3
tp5110
(dp5111
g6
VBinomial[-10.5, -3.5]
p5112
sg8
(lp5113
(dp5114
g11
(lp5115
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0.</mn></mstyle></math>
p5116
sg15
I4
sass(g1709
g5087
VDiceDissimilarity
p5117
I0
tp5118
(dp5119
g6
VDiceDissimilarity[{1, 0, 1, 1, 0, 1, 1}, {0, 1, 1, 0, 0, 0, 1}]
p5120
sg8
(lp5121
(dp5122
g11
(lp5123
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mfrac><mn>1</mn> <mn>2</mn></mfrac></mstyle></math>
p5124
sg15
I1
sass(g1709
g5087
VFibonacci
p5125
I0
tp5126
(dp5127
g6
VFibonacci[0]
p5128
sg8
(lp5129
(dp5130
g11
(lp5131
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0</mn></mstyle></math>
p5132
sg15
I1
sass(g1709
g5087
g5125
I1
tp5133
(dp5134
g6
VFibonacci[1]
p5135
sg8
(lp5136
(dp5137
g11
(lp5138
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>1</mn></mstyle></math>
p5139
sg15
I2
sass(g1709
g5087
g5125
I2
tp5140
(dp5141
g6
VFibonacci[10]
p5142
sg8
(lp5143
(dp5144
g11
(lp5145
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>55</mn></mstyle></math>
p5146
sg15
I3
sass(g1709
g5087
g5125
I3
tp5147
(dp5148
g6
VFibonacci[200]
p5149
sg8
(lp5150
(dp5151
g11
(lp5152
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>280571172992510140037611932413038677189525</mn></mstyle></math>
p5153
sg15
I4
sass(g1709
g5087
VJaccardDissimilarity
p5154
I0
tp5155
(dp5156
g6
VJaccardDissimilarity[{1, 0, 1, 1, 0, 1, 1}, {0, 1, 1, 0, 0, 0, 1}]
p5157
sg8
(lp5158
(dp5159
g11
(lp5160
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mfrac><mn>2</mn> <mn>3</mn></mfrac></mstyle></math>
p5161
sg15
I1
sass(g1709
g5087
VMatchingDissimilarity
p5162
I0
tp5163
(dp5164
g6
VMatchingDissimilarity[{1, 0, 1, 1, 0, 1, 1}, {0, 1, 1, 0, 0, 0, 1}]
p5165
sg8
(lp5166
(dp5167
g11
(lp5168
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mfrac><mn>4</mn> <mn>7</mn></mfrac></mstyle></math>
p5169
sg15
I1
sass(g1709
g5087
VMultinomial
p5170
I0
tp5171
(dp5172
g6
VMultinomial[2, 3, 4, 5]
p5173
sg8
(lp5174
(dp5175
g11
(lp5176
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>2522520</mn></mstyle></math>
p5177
sg15
I1
sass(g1709
g5087
g5170
I1
tp5178
(dp5179
g6
VMultinomial[]
p5180
sg8
(lp5181
(dp5182
g11
(lp5183
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>1</mn></mstyle></math>
p5184
sg15
I2
sass(g1709
g5087
g5170
I2
tp5185
(dp5186
g6
VMultinomial[a, b, c]
p5187
sg8
(lp5188
(dp5189
g11
(lp5190
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mrow><mi>Binomial</mi> <mo>[</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>a</mi></mrow> <mo>]</mo></mrow> <mo>&nbsp;</mo> <mrow><mi>Binomial</mi> <mo>[</mo> <mrow><mrow><mi>a</mi> <mo>+</mo> <mi>b</mi></mrow> <mo>,</mo> <mi>b</mi></mrow> <mo>]</mo></mrow> <mo>&nbsp;</mo> <mrow><mi>Binomial</mi> <mo>[</mo> <mrow><mrow><mi>a</mi> <mo>+</mo> <mi>b</mi> <mo>+</mo> <mi>c</mi></mrow> <mo>,</mo> <mi>c</mi></mrow> <mo>]</mo></mrow></mrow></mstyle></math>
p5191
sg15
I3
sass(g1709
g5087
g5170
I3
tp5192
(dp5193
g6
VMultinomial[2, 3]
p5194
sg8
(lp5195
(dp5196
g11
(lp5197
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>10</mn></mstyle></math>
p5198
sg15
I4
sass(g1709
g5087
VRogersTanimotoDissimilarity
p5199
I0
tp5200
(dp5201
g6
VRogersTanimotoDissimilarity[{1, 0, 1, 1, 0, 1, 1}, {0, 1, 1, 0, 0, 0, 1}]
p5202
sg8
(lp5203
(dp5204
g11
(lp5205
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mfrac><mn>8</mn> <mn>11</mn></mfrac></mstyle></math>
p5206
sg15
I1
sass(g1709
g5087
VRussellRaoDissimilarity
p5207
I0
tp5208
(dp5209
g6
VRussellRaoDissimilarity[{1, 0, 1, 1, 0, 1, 1}, {0, 1, 1, 0, 0, 0, 1}]
p5210
sg8
(lp5211
(dp5212
g11
(lp5213
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mfrac><mn>5</mn> <mn>7</mn></mfrac></mstyle></math>
p5214
sg15
I1
sass(g1709
g5087
VSokalSneathDissimilarity
p5215
I0
tp5216
(dp5217
g6
VSokalSneathDissimilarity[{1, 0, 1, 1, 0, 1, 1}, {0, 1, 1, 0, 0, 0, 1}]
p5218
sg8
(lp5219
(dp5220
g11
(lp5221
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mfrac><mn>4</mn> <mn>5</mn></mfrac></mstyle></math>
p5222
sg15
I1
sass(g1709
g5087
VStirlingS1
p5223
I0
tp5224
(dp5225
g6
VStirlingS1[50, 1]
p5226
sg8
(lp5227
(dp5228
g11
(lp5229
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>-608281864034267560872252163321295376887552831379210240000000000</mtext></mstyle></math>
p5230
sg15
I1
sass(g1709
g5087
VStirlingS2
p5231
I0
tp5232
(dp5233
g6
VTable[StirlingS2[10, m], {m, 10}]
p5234
sg8
(lp5235
(dp5236
g11
(lp5237
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>511</mn> <mo>,</mo> <mn>9330</mn> <mo>,</mo> <mn>34105</mn> <mo>,</mo> <mn>42525</mn> <mo>,</mo> <mn>22827</mn> <mo>,</mo> <mn>5880</mn> <mo>,</mo> <mn>750</mn> <mo>,</mo> <mn>45</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p5238
sg15
I1
sass(g1709
g5087
VSubsets
p5239
I0
tp5240
(dp5241
g6
VSubsets[{a, b, c}]
p5242
sg8
(lp5243
(dp5244
g11
(lp5245
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mi>a</mi> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mi>b</mi> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mi>c</mi> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>c</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>b</mi> <mo>,</mo> <mi>c</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>c</mi></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p5246
sg15
I1
sass(g1709
g5087
g5239
I1
tp5247
(dp5248
g6
VSubsets[{a, b, c, d}, 2]
p5249
sg8
(lp5250
(dp5251
g11
(lp5252
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mi>a</mi> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mi>b</mi> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mi>c</mi> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mi>d</mi> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>c</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>d</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>b</mi> <mo>,</mo> <mi>c</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>b</mi> <mo>,</mo> <mi>d</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>c</mi> <mo>,</mo> <mi>d</mi></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p5253
sg15
I2
sass(g1709
g5087
g5239
I2
tp5254
(dp5255
g6
VSubsets[{a, b, c, d}, {2}]
p5256
sg8
(lp5257
(dp5258
g11
(lp5259
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>c</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>d</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>b</mi> <mo>,</mo> <mi>c</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>b</mi> <mo>,</mo> <mi>d</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>c</mi> <mo>,</mo> <mi>d</mi></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p5260
sg15
I3
sass(g1709
g5087
g5239
I3
tp5261
(dp5262
g6
VSubsets[{a, b, c, d, e}, {3}, 5]
p5263
sg8
(lp5264
(dp5265
g11
(lp5266
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>c</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>d</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>e</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>c</mi> <mo>,</mo> <mi>d</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>c</mi> <mo>,</mo> <mi>e</mi></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p5267
sg15
I4
sass(g1709
g5087
g5239
I4
tp5268
(dp5269
g6
VSubsets[{a, b, c, d, e}, {0, 5, 2}]
p5270
sg8
(lp5271
(dp5272
g11
(lp5273
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>c</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>d</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>e</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>b</mi> <mo>,</mo> <mi>c</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>b</mi> <mo>,</mo> <mi>d</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>b</mi> <mo>,</mo> <mi>e</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>c</mi> <mo>,</mo> <mi>d</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>c</mi> <mo>,</mo> <mi>e</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>d</mi> <mo>,</mo> <mi>e</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>c</mi> <mo>,</mo> <mi>d</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>c</mi> <mo>,</mo> <mi>e</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>d</mi> <mo>,</mo> <mi>e</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>c</mi> <mo>,</mo> <mi>d</mi> <mo>,</mo> <mi>e</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>b</mi> <mo>,</mo> <mi>c</mi> <mo>,</mo> <mi>d</mi> <mo>,</mo> <mi>e</mi></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p5274
sg15
I5
sass(g1709
g5087
g5239
I5
tp5275
(dp5276
g6
VSubsets[Range[5], All, {25}]
p5277
sg8
(lp5278
(dp5279
g11
(lp5280
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mo>{</mo> <mrow><mn>2</mn> <mo>,</mo> <mn>4</mn> <mo>,</mo> <mn>5</mn></mrow> <mo>}</mo></mrow> <mo>}</mo></mrow></mstyle></math>
p5281
sg15
I6
sass(g1709
g5087
g5239
I6
tp5282
(dp5283
g6
VSubsets[{a, b, c, d}, All, {15, 1, -2}]
p5284
sg8
(lp5285
(dp5286
g11
(lp5287
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mi>b</mi> <mo>,</mo> <mi>c</mi> <mo>,</mo> <mi>d</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>d</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>c</mi> <mo>,</mo> <mi>d</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>b</mi> <mo>,</mo> <mi>c</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>c</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mi>d</mi> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mi>b</mi> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p5288
sg15
I7
sass(g1709
g5087
VYuleDissimilarity
p5289
I0
tp5290
(dp5291
g6
VYuleDissimilarity[{1, 0, 1, 1, 0, 1, 1}, {0, 1, 1, 0, 0, 0, 1}]
p5292
sg8
(lp5293
(dp5294
g11
(lp5295
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mfrac><mn>6</mn> <mn>5</mn></mfrac></mstyle></math>
p5296
sg15
I1
sass(g1709
VGlobal System Information
p5297
V$ByteOrdering
p5298
I0
tp5299
(dp5300
g6
V$ByteOrdering
p5301
sg8
(lp5302
(dp5303
g11
(lp5304
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>-1</mtext></mstyle></math>
p5305
sg15
I1
sass(g1709
g5297
V$CommandLine
p5306
I0
tp5307
(dp5308
g6
V$CommandLine
p5309
sg8
(lp5310
(dp5311
g11
(lp5312
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mtext>mathics/test.py</mtext> <mo>,</mo> <mtext>-ot</mtext> <mo>,</mo> <mtext>-k</mtext></mrow> <mo>}</mo></mrow></mstyle></math>
p5313
sg15
I1
sass(g1709
g5297
VEnvironment
p5314
I0
tp5315
(dp5316
g6
VEnvironment["HOME"]
p5317
sg8
(lp5318
(dp5319
g11
(lp5320
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>/home/rocky</mtext></mstyle></math>
p5321
sg15
I1
sass(g1709
g5297
VGetEnvironment
p5322
I0
tp5323
(dp5324
g6
VGetEnvironment["HOME"]
p5325
sg8
(lp5326
(dp5327
g11
(lp5328
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mtext>HOME</mtext> <mo>-&gt;</mo> <mtext>/home/rocky</mtext></mrow></mstyle></math>
p5329
sg15
I1
sass(g1709
g5297
V$Machine
p5330
I0
tp5331
(dp5332
g6
V$Machine
p5333
sg8
(lp5334
(dp5335
g11
(lp5336
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>linux</mtext></mstyle></math>
p5337
sg15
I1
sass(g1709
g5297
V$MachineName
p5338
I0
tp5339
(dp5340
g6
V$MachineName
p5341
sg8
(lp5342
(dp5343
g11
(lp5344
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>muffin</mtext></mstyle></math>
p5345
sg15
I1
sass(g1709
g5297
VMathicsVersion
p5346
I0
tp5347
(dp5348
g6
VMathicsVersion
p5349
sg8
(lp5350
(dp5351
g11
(lp5352
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>2.0.0.dev0</mtext></mstyle></math>
p5353
sg15
I1
sass(g1709
g5297
VNames
p5354
I0
tp5355
(dp5356
g6
VNames["List"]
p5357
sg8
(lp5358
(dp5359
g11
(lp5360
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mtext>List</mtext> <mo>}</mo></mrow></mstyle></math>
p5361
sg15
I1
sass(g1709
g5297
g5354
I1
tp5362
(dp5363
g6
VNames["List*"]
p5364
sg8
(lp5365
(dp5366
g11
(lp5367
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mtext>List</mtext> <mo>,</mo> <mtext>ListLinePlot</mtext> <mo>,</mo> <mtext>ListPlot</mtext> <mo>,</mo> <mtext>ListQ</mtext> <mo>,</mo> <mtext>Listable</mtext></mrow> <mo>}</mo></mrow></mstyle></math>
p5368
sg15
I2
sass(g1709
g5297
g5354
I2
tp5369
(dp5370
g6
VNames["List@"]
p5371
sg8
(lp5372
(dp5373
g11
(lp5374
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mtext>Listable</mtext> <mo>}</mo></mrow></mstyle></math>
p5375
sg15
I3
sass(g1709
g5297
g5354
I3
tp5376
(dp5377
g6
Vx = 5;
p5378
sg8
(lp5379
(dp5380
g11
(lp5381
sg13
Nsg15
I4
sass(g1709
g5297
g5354
I4
tp5382
(dp5383
g6
VNames["Global`*"]
p5384
sg8
(lp5385
(dp5386
g11
(lp5387
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mtext>x</mtext> <mo>}</mo></mrow></mstyle></math>
p5388
sg15
I5
sass(g1709
g5297
g5354
I5
tp5389
(dp5390
g6
VLength[Names["System`*"]]
p5391
sg8
(lp5392
(dp5393
g11
(lp5394
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>1069</mn></mstyle></math>
p5395
sg15
I6
sass(g1709
g5297
V$Packages
p5396
I0
tp5397
(dp5398
g6
V$Packages
p5399
sg8
(lp5400
(dp5401
g11
(lp5402
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mtext>ImportExport`</mtext> <mo>,</mo> <mtext>XML`</mtext> <mo>,</mo> <mtext>Internal`</mtext> <mo>,</mo> <mtext>System`</mtext> <mo>,</mo> <mtext>Global`</mtext></mrow> <mo>}</mo></mrow></mstyle></math>
p5403
sg15
I1
sass(g1709
g5297
V$ParentProcessID
p5404
I0
tp5405
(dp5406
g6
V$ParentProcessID
p5407
sg8
(lp5408
(dp5409
g11
(lp5410
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>3510160</mn></mstyle></math>
p5411
sg15
I1
sass(g1709
g5297
V$ProcessID
p5412
I0
tp5413
(dp5414
g6
V$ProcessID
p5415
sg8
(lp5416
(dp5417
g11
(lp5418
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>3510162</mn></mstyle></math>
p5419
sg15
I1
sass(g1709
g5297
V$ProcessorType
p5420
I0
tp5421
(dp5422
g6
V$ProcessorType
p5423
sg8
(lp5424
(dp5425
g11
(lp5426
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>x86_64</mtext></mstyle></math>
p5427
sg15
I1
sass(g1709
g5297
VRun
p5428
I0
tp5429
(dp5430
g6
VRun["date"]
p5431
sg8
(lp5432
(dp5433
g11
(lp5434
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0</mn></mstyle></math>
p5435
sg15
I1
sass(g1709
g5297
V$ScriptCommandLine
p5436
I0
tp5437
(dp5438
g6
V$ScriptCommandLine
p5439
sg8
(lp5440
(dp5441
g11
(lp5442
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mo>}</mo></mrow></mstyle></math>
p5443
sg15
I1
sass(g1709
g5297
V$SystemID
p5444
I0
tp5445
(dp5446
g6
V$SystemID
p5447
sg8
(lp5448
(dp5449
g11
(lp5450
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>linux</mtext></mstyle></math>
p5451
sg15
I1
sass(g1709
g5297
V$SystemWordLength
p5452
I0
tp5453
(dp5454
g6
V$SystemWordLength
p5455
sg8
(lp5456
(dp5457
g11
(lp5458
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>64</mn></mstyle></math>
p5459
sg15
I1
sass(g1709
g5297
V$UserName
p5460
I0
tp5461
(dp5462
g6
V$UserName
p5463
sg8
(lp5464
(dp5465
g11
(lp5466
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>rocky</mtext></mstyle></math>
p5467
sg15
I1
sass(g1709
g5297
V$Version
p5468
I0
tp5469
(dp5470
g6
V$Version
p5471
sg8
(lp5472
(dp5473
g11
(lp5474
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>Mathics&nbsp;2.0.0.dev0&nbsp;on&nbsp;CPython&nbsp;3.8.7&nbsp;(default,&nbsp;Jan&nbsp;22&nbsp;2021,&nbsp;21:04:36)&nbsp;&nbsp;using&nbsp;SymPy&nbsp;1.7.1,&nbsp;mpmath&nbsp;1.1.0,&nbsp;cython&nbsp;0.29.21</mtext></mstyle></math>
p5475
sg15
I1
sass(g1709
g5297
V$VersionNumber
p5476
I0
tp5477
(dp5478
g6
V$VersionNumber
p5479
sg8
(lp5480
(dp5481
g11
(lp5482
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>6.</mn></mstyle></math>
p5483
sg15
I1
sass(g1709
VThe Main Loop
p5484
V$Pre
p5485
I0
tp5486
(dp5487
g6
V$Pre := (Print["[Processing input...]"];#1)&
p5488
sg8
(lp5489
(dp5490
g11
(lp5491
sg13
Nsg15
I1
sass(g1709
g5484
g5485
I1
tp5492
(dp5493
g6
V$Post := (Print["[Storing result...]"]; #1)&
p5494
sg8
(lp5495
(dp5496
g11
(lp5497
(dp5498
g149
I00
sg156
V[Processing input...]
p5499
sa(dp5500
g149
I00
sg156
V[Storing result...]
p5501
sasg13
Nsg15
I2
sass(g1709
g5484
g5485
I2
tp5502
(dp5503
g6
V$PrePrint := (Print["The result is:"]; {TimeUsed[], #1})&
p5504
sg8
(lp5505
(dp5506
g11
(lp5507
(dp5508
g149
I00
sg156
V[Processing input...]
p5509
sa(dp5510
g149
I00
sg156
V[Storing result...]
p5511
sasg13
Nsg15
I3
sass(g1709
g5484
g5485
I3
tp5512
(dp5513
g6
V2 + 2
p5514
sg8
(lp5515
(dp5516
g11
(lp5517
(dp5518
g149
I00
sg156
V[Processing input...]
p5519
sa(dp5520
g149
I00
sg156
V[Storing result...]
p5521
sa(dp5522
g149
I00
sg156
VThe result is:
p5523
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>338.363</mn> <mo>,</mo> <mn>4</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p5524
sg15
I4
sass(g1709
g5484
g5485
I4
tp5525
(dp5526
g6
V$Pre = .; $Post = .;  $PrePrint = .;  $EnlapsedTime = .;
p5527
sg8
(lp5528
(dp5529
g11
(lp5530
(dp5531
g149
I00
sg156
V[Processing input...]
p5532
sasg13
Nsg15
I5
sass(g1709
g5484
g5485
I5
tp5533
(dp5534
g6
V2 + 2
p5535
sg8
(lp5536
(dp5537
g11
(lp5538
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>4</mn></mstyle></math>
p5539
sg15
I6
sass(g1709
VQuantities
p5540
VKnownUnitQ
p5541
I0
tp5542
(dp5543
g6
VKnownUnitQ["Feet"]
p5544
sg8
(lp5545
(dp5546
g11
(lp5547
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p5548
sg15
I1
sass(g1709
g5540
g5541
I1
tp5549
(dp5550
g6
VKnownUnitQ["Foo"]
p5551
sg8
(lp5552
(dp5553
g11
(lp5554
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p5555
sg15
I2
sass(g1709
g5540
VQuantity
p5556
I0
tp5557
(dp5558
g6
VQuantity["Kilogram"]
p5559
sg8
(lp5560
(dp5561
g11
(lp5562
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>1</mn> <mo>&nbsp;</mo> <mi>kilogram</mi></mrow></mstyle></math>
p5563
sg15
I1
sass(g1709
g5540
g5556
I1
tp5564
(dp5565
g6
VQuantity[10, "Meters"]
p5566
sg8
(lp5567
(dp5568
g11
(lp5569
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>10</mn> <mo>&nbsp;</mo> <mi>meter</mi></mrow></mstyle></math>
p5570
sg15
I2
sass(g1709
g5540
g5556
I2
tp5571
(dp5572
g6
VQuantity[{10,20}, "Meters"]
p5573
sg8
(lp5574
(dp5575
g11
(lp5576
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mn>10</mn> <mo>&nbsp;</mo> <mi>meter</mi></mrow> <mo>,</mo> <mrow><mn>20</mn> <mo>&nbsp;</mo> <mi>meter</mi></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p5577
sg15
I3
sass(g1709
g5540
VQuantityMagnitude
p5578
I0
tp5579
(dp5580
g6
VQuantityMagnitude[Quantity["Kilogram"]]
p5581
sg8
(lp5582
(dp5583
g11
(lp5584
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>1</mn></mstyle></math>
p5585
sg15
I1
sass(g1709
g5540
g5578
I1
tp5586
(dp5587
g6
VQuantityMagnitude[Quantity[10, "Meters"]]
p5588
sg8
(lp5589
(dp5590
g11
(lp5591
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>10</mn></mstyle></math>
p5592
sg15
I2
sass(g1709
g5540
g5578
I2
tp5593
(dp5594
g6
VQuantityMagnitude[Quantity[{10,20}, "Meters"]]
p5595
sg8
(lp5596
(dp5597
g11
(lp5598
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>10</mn> <mo>,</mo> <mn>20</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p5599
sg15
I3
sass(g1709
g5540
VQuantityQ
p5600
I0
tp5601
(dp5602
g6
VQuantityQ[Quantity[3, "Meters"]]
p5603
sg8
(lp5604
(dp5605
g11
(lp5606
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p5607
sg15
I1
sass(g1709
g5540
g5600
I1
tp5608
(dp5609
g6
VQuantityQ[Quantity[3, "Maters"]]
p5610
sg8
(lp5611
(dp5612
g11
(lp5613
(dp5614
g149
I01
sg150
VQuantity
p5615
sg152
Vunkunit
p5616
sg154
VQuantity::unkunit
p5617
sg156
VUnable to interpret unit specification Maters.
p5618
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p5619
sg15
I2
sass(g1709
g5540
VQuantityUnit
p5620
I0
tp5621
(dp5622
g6
VQuantityUnit[Quantity["Kilogram"]]
p5623
sg8
(lp5624
(dp5625
g11
(lp5626
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>kilogram</mtext></mstyle></math>
p5627
sg15
I1
sass(g1709
g5540
g5620
I1
tp5628
(dp5629
g6
VQuantityUnit[Quantity[10, "Meters"]]
p5630
sg8
(lp5631
(dp5632
g11
(lp5633
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>meter</mtext></mstyle></math>
p5634
sg15
I2
sass(g1709
g5540
g5620
I2
tp5635
(dp5636
g6
VQuantityUnit[Quantity[{10,20}, "Meters"]]
p5637
sg8
(lp5638
(dp5639
g11
(lp5640
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mtext>meter</mtext> <mo>,</mo> <mtext>meter</mtext></mrow> <mo>}</mo></mrow></mstyle></math>
p5641
sg15
I3
sass(g1709
g5540
VUnitConvert
p5642
I0
tp5643
(dp5644
g6
VUnitConvert[Quantity[5.2, "miles"], "kilometers"]
p5645
sg8
(lp5646
(dp5647
g11
(lp5648
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>8.36859</mn> <mo>&nbsp;</mo> <mi>kilometer</mi></mrow></mstyle></math>
p5649
sg15
I1
sass(g1709
g5540
g5642
I1
tp5650
(dp5651
g6
VUnitConvert[Quantity[3.8, "Pounds"]]
p5652
sg8
(lp5653
(dp5654
g11
(lp5655
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>1.72365</mn> <mo>&nbsp;</mo> <mi>kilogram</mi></mrow></mstyle></math>
p5656
sg15
I2
sass(g1709
VSolving Recurrence Equations
p5657
VRSolve
p5658
I0
tp5659
(dp5660
g6
VRSolve[a[n] == a[n+1], a[n], n]
p5661
sg8
(lp5662
(dp5663
g11
(lp5664
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mo>{</mo> <mrow><mrow><mi>a</mi> <mo>[</mo> <mi>n</mi> <mo>]</mo></mrow> <mo>-&gt;</mo> <mrow><mi>C</mi> <mo>[</mo> <mn>0</mn> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow> <mo>}</mo></mrow></mstyle></math>
p5665
sg15
I1
sass(g1709
g5657
g5658
I1
tp5666
(dp5667
g6
VRSolve[{a[n + 2] == a[n]}, a, n]
p5668
sg8
(lp5669
(dp5670
g11
(lp5671
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mo>{</mo> <mrow><mi>a</mi> <mo>-&gt;</mo> <mrow><mo>(</mo> <mrow><mi>Function</mi> <mo>[</mo> <mrow><mrow><mo>{</mo> <mi>n</mi> <mo>}</mo></mrow> <mo>,</mo> <mrow><mrow><mi>C</mi> <mo>[</mo> <mn>0</mn> <mo>]</mo></mrow> <mo>+</mo> <mrow><mrow><mi>C</mi> <mo>[</mo> <mn>1</mn> <mo>]</mo></mrow> <mo>&nbsp;</mo> <msup><mtext>-1</mtext> <mi>n</mi></msup></mrow></mrow></mrow> <mo>]</mo></mrow> <mo>)</mo></mrow></mrow> <mo>}</mo></mrow> <mo>}</mo></mrow></mstyle></math>
p5672
sg15
I2
sass(g1709
g5657
g5658
I2
tp5673
(dp5674
g6
VRSolve[{a[n + 2] == a[n], a[0] == 1}, a, n]
p5675
sg8
(lp5676
(dp5677
g11
(lp5678
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mo>{</mo> <mrow><mi>a</mi> <mo>-&gt;</mo> <mrow><mo>(</mo> <mrow><mi>Function</mi> <mo>[</mo> <mrow><mrow><mo>{</mo> <mi>n</mi> <mo>}</mo></mrow> <mo>,</mo> <mrow><mn>1</mn> <mo>-</mo> <mrow><mi>C</mi> <mo>[</mo> <mn>1</mn> <mo>]</mo></mrow> <mo>+</mo> <mrow><mrow><mi>C</mi> <mo>[</mo> <mn>1</mn> <mo>]</mo></mrow> <mo>&nbsp;</mo> <msup><mtext>-1</mtext> <mi>n</mi></msup></mrow></mrow></mrow> <mo>]</mo></mrow> <mo>)</mo></mrow></mrow> <mo>}</mo></mrow> <mo>}</mo></mrow></mstyle></math>
p5679
sg15
I3
sass(g1709
g5657
g5658
I3
tp5680
(dp5681
g6
VRSolve[{a[n + 2] == a[n], a[0] == 1, a[1] == 4}, a, n]
p5682
sg8
(lp5683
(dp5684
g11
(lp5685
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mo>{</mo> <mrow><mi>a</mi> <mo>-&gt;</mo> <mrow><mo>(</mo> <mrow><mi>Function</mi> <mo>[</mo> <mrow><mrow><mo>{</mo> <mi>n</mi> <mo>}</mo></mrow> <mo>,</mo> <mrow><mfrac><mn>5</mn> <mn>2</mn></mfrac> <mo>-</mo> <mfrac><mrow><mn>3</mn> <mo>&nbsp;</mo> <msup><mtext>-1</mtext> <mi>n</mi></msup></mrow> <mn>2</mn></mfrac></mrow></mrow> <mo>]</mo></mrow> <mo>)</mo></mrow></mrow> <mo>}</mo></mrow> <mo>}</mo></mrow></mstyle></math>
p5686
sg15
I4
sass(g1709
VPatterns and Rules
p5687
V
p5688
I0
tp5689
(dp5690
g6
Va + b + c /. a + b -> t
p5691
sg8
(lp5692
(dp5693
g11
(lp5694
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>c</mi> <mo>+</mo> <mi>t</mi></mrow></mstyle></math>
p5695
sg15
I1
sass(g1709
g5687
g5688
I1
tp5696
(dp5697
g6
Va + 2 + b + c + x * y /. n_Integer + s__Symbol + rest_ -> {n, s, rest}
p5698
sg8
(lp5699
(dp5700
g11
(lp5701
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>2</mn> <mo>,</mo> <mi>a</mi> <mo>,</mo> <mrow><mi>b</mi> <mo>+</mo> <mi>c</mi> <mo>+</mo> <mrow><mi>x</mi> <mo>&nbsp;</mo> <mi>y</mi></mrow></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p5702
sg15
I2
sass(g1709
g5687
g5688
I2
tp5703
(dp5704
g6
Vf[a, b, c, d] /. f[first_, rest___] -> {first, {rest}}
p5705
sg8
(lp5706
(dp5707
g11
(lp5708
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>b</mi> <mo>,</mo> <mi>c</mi> <mo>,</mo> <mi>d</mi></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p5709
sg15
I3
sass(g1709
g5687
g5688
I3
tp5710
(dp5711
g6
Vf[4] /. f[x_?(# > 0&)] -> x ^ 2
p5712
sg8
(lp5713
(dp5714
g11
(lp5715
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>16</mn></mstyle></math>
p5716
sg15
I4
sass(g1709
g5687
g5688
I4
tp5717
(dp5718
g6
Vf[4] /. f[x_] /; x > 0 -> x ^ 2
p5719
sg8
(lp5720
(dp5721
g11
(lp5722
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>16</mn></mstyle></math>
p5723
sg15
I5
sass(g1709
g5687
g5688
I5
tp5724
(dp5725
g6
Vf[a, b, c, d] /. f[start__, end__] -> {{start}, {end}}
p5726
sg8
(lp5727
(dp5728
g11
(lp5729
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mi>a</mi> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>b</mi> <mo>,</mo> <mi>c</mi> <mo>,</mo> <mi>d</mi></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p5730
sg15
I6
sass(g1709
g5687
g5688
I6
tp5731
(dp5732
g6
Vf[a] /. f[x_, y_:3] -> {x, y}
p5733
sg8
(lp5734
(dp5735
g11
(lp5736
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mn>3</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p5737
sg15
I7
sass(g1709
g5687
g5688
I7
tp5738
(dp5739
g6
Vf[y, a->3] /. f[x_, OptionsPattern[{a->2, b->5}]] -> {x, OptionValue[a], OptionValue[b]}
p5740
sg8
(lp5741
(dp5742
g11
(lp5743
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>y</mi> <mo>,</mo> <mn>3</mn> <mo>,</mo> <mn>5</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p5744
sg15
I8
sass(g1709
g5687
VAlternatives
p5745
I0
tp5746
(dp5747
g6
Va+b+c+d/.(a|b)->t
p5748
sg8
(lp5749
(dp5750
g11
(lp5751
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>c</mi> <mo>+</mo> <mi>d</mi> <mo>+</mo> <mrow><mn>2</mn> <mo>&nbsp;</mo> <mi>t</mi></mrow></mrow></mstyle></math>
p5752
sg15
I1
sass(g1709
g5687
g5745
I1
tp5753
(dp5754
g6
VStringReplace["0123 3210", "1" | "2" -> "X"]
p5755
sg8
(lp5756
(dp5757
g11
(lp5758
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>0XX3&nbsp;3XX0</mtext></mstyle></math>
p5759
sg15
I2
sass(g1709
g5687
VBlank
p5760
I0
tp5761
(dp5762
g6
VMatchQ[a + b, _]
p5763
sg8
(lp5764
(dp5765
g11
(lp5766
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p5767
sg15
I1
sass(g1709
g5687
g5760
I1
tp5768
(dp5769
g6
VMatchQ[42, _Integer]
p5770
sg8
(lp5771
(dp5772
g11
(lp5773
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p5774
sg15
I2
sass(g1709
g5687
g5760
I2
tp5775
(dp5776
g6
VMatchQ[1.0, _Integer]
p5777
sg8
(lp5778
(dp5779
g11
(lp5780
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p5781
sg15
I3
sass(g1709
g5687
g5760
I3
tp5782
(dp5783
g6
V{42, 1.0, x} /. {_Integer -> "integer", _Real -> "real"} // InputForm
p5784
sg8
(lp5785
(dp5786
g11
(lp5787
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><ms>integer</ms> <mtext>,&nbsp;</mtext> <ms>real</ms> <mtext>,&nbsp;</mtext> <mi>x</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p5788
sg15
I4
sass(g1709
g5687
g5760
I4
tp5789
(dp5790
g6
VMatchQ[f[1, 2], f[_]]
p5791
sg8
(lp5792
(dp5793
g11
(lp5794
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p5795
sg15
I5
sass(g1709
g5687
VBlankNullSequence
p5796
I0
tp5797
(dp5798
g6
VMatchQ[f[], f[___]]
p5799
sg8
(lp5800
(dp5801
g11
(lp5802
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p5803
sg15
I1
sass(g1709
g5687
VBlankSequence
p5804
I0
tp5805
(dp5806
g6
VMatchQ[f[1, 2, 3], f[__]]
p5807
sg8
(lp5808
(dp5809
g11
(lp5810
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p5811
sg15
I1
sass(g1709
g5687
g5804
I1
tp5812
(dp5813
g6
VMatchQ[f[], f[__]]
p5814
sg8
(lp5815
(dp5816
g11
(lp5817
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p5818
sg15
I2
sass(g1709
g5687
g5804
I2
tp5819
(dp5820
g6
VMatchQ[f[1, 2, 3], f[__Integer]]
p5821
sg8
(lp5822
(dp5823
g11
(lp5824
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p5825
sg15
I3
sass(g1709
g5687
g5804
I3
tp5826
(dp5827
g6
VMatchQ[f[1, 2.0, 3], f[__Integer]]
p5828
sg8
(lp5829
(dp5830
g11
(lp5831
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p5832
sg15
I4
sass(g1709
g5687
g5804
I4
tp5833
(dp5834
g6
Vf[1, 2, 3] /. f[x__] -> x
p5835
sg8
(lp5836
(dp5837
g11
(lp5838
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Sequence</mi> <mo>[</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>3</mn></mrow> <mo>]</mo></mrow></mstyle></math>
p5839
sg15
I5
sass(g1709
g5687
VCondition
p5840
I0
tp5841
(dp5842
g6
Vf[3] /. f[x_] /; x>0 -> t
p5843
sg8
(lp5844
(dp5845
g11
(lp5846
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>t</mi></mstyle></math>
p5847
sg15
I1
sass(g1709
g5687
g5840
I1
tp5848
(dp5849
g6
Vf[-3] /. f[x_] /; x>0 -> t
p5850
sg8
(lp5851
(dp5852
g11
(lp5853
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>f</mi> <mo>[</mo> <mtext>-3</mtext> <mo>]</mo></mrow></mstyle></math>
p5854
sg15
I2
sass(g1709
g5687
g5840
I2
tp5855
(dp5856
g6
Vf[x_] := p[x] /; x>0
p5857
sg8
(lp5858
(dp5859
g11
(lp5860
sg13
Nsg15
I3
sass(g1709
g5687
g5840
I3
tp5861
(dp5862
g6
Vf[3]
p5863
sg8
(lp5864
(dp5865
g11
(lp5866
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>p</mi> <mo>[</mo> <mn>3</mn> <mo>]</mo></mrow></mstyle></math>
p5867
sg15
I4
sass(g1709
g5687
g5840
I4
tp5868
(dp5869
g6
Vf[-3]
p5870
sg8
(lp5871
(dp5872
g11
(lp5873
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>f</mi> <mo>[</mo> <mtext>-3</mtext> <mo>]</mo></mrow></mstyle></math>
p5874
sg15
I5
sass(g1709
g5687
VExcept
p5875
I0
tp5876
(dp5877
g6
VCases[{x, a, b, x, c}, Except[x]]
p5878
sg8
(lp5879
(dp5880
g11
(lp5881
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>c</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p5882
sg15
I1
sass(g1709
g5687
g5875
I1
tp5883
(dp5884
g6
VCases[{a, 0, b, 1, c, 2, 3}, Except[1, _Integer]]
p5885
sg8
(lp5886
(dp5887
g11
(lp5888
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>3</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p5889
sg15
I2
sass(g1709
g5687
g5875
I2
tp5890
(dp5891
g6
VStringReplace["Hello world!", Except[LetterCharacter] -> ""]
p5892
sg8
(lp5893
(dp5894
g11
(lp5895
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>Helloworld</mtext></mstyle></math>
p5896
sg15
I3
sass(g1709
g5687
VHoldPattern
p5897
I0
tp5898
(dp5899
g6
VHoldPattern[x + x]
p5900
sg8
(lp5901
(dp5902
g11
(lp5903
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>HoldPattern</mi> <mo>[</mo> <mrow><mi>x</mi> <mo>+</mo> <mi>x</mi></mrow> <mo>]</mo></mrow></mstyle></math>
p5904
sg15
I1
sass(g1709
g5687
g5897
I1
tp5905
(dp5906
g6
Vx /. HoldPattern[x] -> t
p5907
sg8
(lp5908
(dp5909
g11
(lp5910
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>t</mi></mstyle></math>
p5911
sg15
I2
sass(g1709
g5687
g5897
I2
tp5912
(dp5913
g6
VAttributes[HoldPattern]
p5914
sg8
(lp5915
(dp5916
g11
(lp5917
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>HoldAll</mi> <mo>,</mo> <mi>Protected</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p5918
sg15
I3
sass(g1709
g5687
VLongest
p5919
I0
tp5920
(dp5921
g6
VStringCases["aabaaab", Longest["a" ~~ __ ~~ "b"]]
p5922
sg8
(lp5923
(dp5924
g11
(lp5925
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mtext>aabaaab</mtext> <mo>}</mo></mrow></mstyle></math>
p5926
sg15
I1
sass(g1709
g5687
g5919
I1
tp5927
(dp5928
g6
VStringCases["aabaaab", Longest[RegularExpression["a+b"]]]
p5929
sg8
(lp5930
(dp5931
g11
(lp5932
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mtext>aab</mtext> <mo>,</mo> <mtext>aaab</mtext></mrow> <mo>}</mo></mrow></mstyle></math>
p5933
sg15
I2
sass(g1709
g5687
VMatchQ
p5934
I0
tp5935
(dp5936
g6
VMatchQ[123, _Integer]
p5937
sg8
(lp5938
(dp5939
g11
(lp5940
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p5941
sg15
I1
sass(g1709
g5687
g5934
I1
tp5942
(dp5943
g6
VMatchQ[123, _Real]
p5944
sg8
(lp5945
(dp5946
g11
(lp5947
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p5948
sg15
I2
sass(g1709
g5687
g5934
I2
tp5949
(dp5950
g6
VMatchQ[_Integer][123]
p5951
sg8
(lp5952
(dp5953
g11
(lp5954
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p5955
sg15
I3
sass(g1709
g5687
VOptional
p5956
I0
tp5957
(dp5958
g6
Vf[x_, y_:1] := {x, y}
p5959
sg8
(lp5960
(dp5961
g11
(lp5962
sg13
Nsg15
I1
sass(g1709
g5687
g5956
I1
tp5963
(dp5964
g6
Vf[1, 2]
p5965
sg8
(lp5966
(dp5967
g11
(lp5968
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>2</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p5969
sg15
I2
sass(g1709
g5687
g5956
I2
tp5970
(dp5971
g6
Vf[a]
p5972
sg8
(lp5973
(dp5974
g11
(lp5975
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p5976
sg15
I3
sass(g1709
g5687
g5956
I3
tp5977
(dp5978
g6
Vx:_ // FullForm
p5979
sg8
(lp5980
(dp5981
g11
(lp5982
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Pattern</mi> <mo>[</mo> <mrow><mi>x</mi> <mtext>,&nbsp;</mtext> <mrow><mi>Blank</mi> <mo>[</mo> <mo>]</mo></mrow></mrow> <mo>]</mo></mrow></mstyle></math>
p5983
sg15
I4
sass(g1709
g5687
g5956
I4
tp5984
(dp5985
g6
V_:d // FullForm
p5986
sg8
(lp5987
(dp5988
g11
(lp5989
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Optional</mi> <mo>[</mo> <mrow><mrow><mi>Blank</mi> <mo>[</mo> <mo>]</mo></mrow> <mtext>,&nbsp;</mtext> <mi>d</mi></mrow> <mo>]</mo></mrow></mstyle></math>
p5990
sg15
I5
sass(g1709
g5687
g5956
I5
tp5991
(dp5992
g6
Vx:_+y_:d // FullForm
p5993
sg8
(lp5994
(dp5995
g11
(lp5996
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Pattern</mi> <mo>[</mo> <mrow><mi>x</mi> <mtext>,&nbsp;</mtext> <mrow><mi>Plus</mi> <mo>[</mo> <mrow><mrow><mi>Blank</mi> <mo>[</mo> <mo>]</mo></mrow> <mtext>,&nbsp;</mtext> <mrow><mi>Optional</mi> <mo>[</mo> <mrow><mrow><mi>Pattern</mi> <mo>[</mo> <mrow><mi>y</mi> <mtext>,&nbsp;</mtext> <mrow><mi>Blank</mi> <mo>[</mo> <mo>]</mo></mrow></mrow> <mo>]</mo></mrow> <mtext>,&nbsp;</mtext> <mi>d</mi></mrow> <mo>]</mo></mrow></mrow> <mo>]</mo></mrow></mrow> <mo>]</mo></mrow></mstyle></math>
p5997
sg15
I6
sass(g1709
g5687
g5956
I6
tp5998
(dp5999
g6
VFullForm[s_.]
p6000
sg8
(lp6001
(dp6002
g11
(lp6003
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Optional</mi> <mo>[</mo> <mrow><mi>Pattern</mi> <mo>[</mo> <mrow><mi>s</mi> <mtext>,&nbsp;</mtext> <mrow><mi>Blank</mi> <mo>[</mo> <mo>]</mo></mrow></mrow> <mo>]</mo></mrow> <mo>]</mo></mrow></mstyle></math>
p6004
sg15
I7
sass(g1709
g5687
g5956
I7
tp6005
(dp6006
g6
VDefault[h, k_] := k
p6007
sg8
(lp6008
(dp6009
g11
(lp6010
sg13
Nsg15
I8
sass(g1709
g5687
g5956
I8
tp6011
(dp6012
g6
Vh[a] /. h[x_, y_.] -> {x, y}
p6013
sg8
(lp6014
(dp6015
g11
(lp6016
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mn>2</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p6017
sg15
I9
sass(g1709
g5687
VOptionsPattern
p6018
I0
tp6019
(dp6020
g6
Vf[x_, OptionsPattern[{n->2}]] := x ^ OptionValue[n]
p6021
sg8
(lp6022
(dp6023
g11
(lp6024
sg13
Nsg15
I1
sass(g1709
g5687
g6018
I1
tp6025
(dp6026
g6
Vf[x]
p6027
sg8
(lp6028
(dp6029
g11
(lp6030
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><msup><mi>x</mi> <mn>2</mn></msup></mstyle></math>
p6031
sg15
I2
sass(g1709
g5687
g6018
I2
tp6032
(dp6033
g6
Vf[x, n->3]
p6034
sg8
(lp6035
(dp6036
g11
(lp6037
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><msup><mi>x</mi> <mn>3</mn></msup></mstyle></math>
p6038
sg15
I3
sass(g1709
g5687
g6018
I3
tp6039
(dp6040
g6
Ve = f[x, n:>a]
p6041
sg8
(lp6042
(dp6043
g11
(lp6044
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><msup><mi>x</mi> <mi>a</mi></msup></mstyle></math>
p6045
sg15
I4
sass(g1709
g5687
g6018
I4
tp6046
(dp6047
g6
Va = 5;
p6048
sg8
(lp6049
(dp6050
g11
(lp6051
sg13
Nsg15
I5
sass(g1709
g5687
g6018
I5
tp6052
(dp6053
g6
Ve
p6054
sg8
(lp6055
(dp6056
g11
(lp6057
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><msup><mi>x</mi> <mn>5</mn></msup></mstyle></math>
p6058
sg15
I6
sass(g1709
g5687
g6018
I6
tp6059
(dp6060
g6
Vf[x, {{{n->4}}}]
p6061
sg8
(lp6062
(dp6063
g11
(lp6064
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><msup><mi>x</mi> <mn>4</mn></msup></mstyle></math>
p6065
sg15
I7
sass(g1709
g5687
VPatternTest
p6066
I0
tp6067
(dp6068
g6
VMatchQ[3, _Integer?(#>0&)]
p6069
sg8
(lp6070
(dp6071
g11
(lp6072
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p6073
sg15
I1
sass(g1709
g5687
g6066
I1
tp6074
(dp6075
g6
VMatchQ[-3, _Integer?(#>0&)]
p6076
sg8
(lp6077
(dp6078
g11
(lp6079
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p6080
sg15
I2
sass(g1709
g5687
VPattern
p6081
I0
tp6082
(dp6083
g6
VFullForm[a_b]
p6084
sg8
(lp6085
(dp6086
g11
(lp6087
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Pattern</mi> <mo>[</mo> <mrow><mi>a</mi> <mtext>,&nbsp;</mtext> <mrow><mi>Blank</mi> <mo>[</mo> <mi>b</mi> <mo>]</mo></mrow></mrow> <mo>]</mo></mrow></mstyle></math>
p6088
sg15
I1
sass(g1709
g5687
g6081
I1
tp6089
(dp6090
g6
VFullForm[a:_:b]
p6091
sg8
(lp6092
(dp6093
g11
(lp6094
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Optional</mi> <mo>[</mo> <mrow><mrow><mi>Pattern</mi> <mo>[</mo> <mrow><mi>a</mi> <mtext>,&nbsp;</mtext> <mrow><mi>Blank</mi> <mo>[</mo> <mo>]</mo></mrow></mrow> <mo>]</mo></mrow> <mtext>,&nbsp;</mtext> <mi>b</mi></mrow> <mo>]</mo></mrow></mstyle></math>
p6095
sg15
I2
sass(g1709
g5687
g6081
I2
tp6096
(dp6097
g6
Vx = 2
p6098
sg8
(lp6099
(dp6100
g11
(lp6101
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>2</mn></mstyle></math>
p6102
sg15
I3
sass(g1709
g5687
g6081
I3
tp6103
(dp6104
g6
Vx_
p6105
sg8
(lp6106
(dp6107
g11
(lp6108
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>x_</mtext></mstyle></math>
p6109
sg15
I4
sass(g1709
g5687
g6081
I4
tp6110
(dp6111
g6
Vf[y] /. f[a:b,_:d] -> {a, b}
p6112
sg8
(lp6113
(dp6114
g11
(lp6115
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>f</mi> <mo>[</mo> <mi>y</mi> <mo>]</mo></mrow></mstyle></math>
p6116
sg15
I5
sass(g1709
g5687
g6081
I5
tp6117
(dp6118
g6
Vf[a] /. f[a:_:b] -> {a, b}
p6119
sg8
(lp6120
(dp6121
g11
(lp6122
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p6123
sg15
I6
sass(g1709
g5687
g6081
I6
tp6124
(dp6125
g6
VFullForm[a:b:c:d:e]
p6126
sg8
(lp6127
(dp6128
g11
(lp6129
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Optional</mi> <mo>[</mo> <mrow><mrow><mi>Pattern</mi> <mo>[</mo> <mrow><mi>a</mi> <mtext>,&nbsp;</mtext> <mi>b</mi></mrow> <mo>]</mo></mrow> <mtext>,&nbsp;</mtext> <mrow><mi>Optional</mi> <mo>[</mo> <mrow><mrow><mi>Pattern</mi> <mo>[</mo> <mrow><mi>c</mi> <mtext>,&nbsp;</mtext> <mi>d</mi></mrow> <mo>]</mo></mrow> <mtext>,&nbsp;</mtext> <mi>e</mi></mrow> <mo>]</mo></mrow></mrow> <mo>]</mo></mrow></mstyle></math>
p6130
sg15
I7
sass(g1709
g5687
g6081
I7
tp6131
(dp6132
g6
Vf[] /. f[a:_:b] -> {a, b}
p6133
sg8
(lp6134
(dp6135
g11
(lp6136
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>b</mi> <mo>,</mo> <mi>b</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p6137
sg15
I8
sass(g1709
g5687
VRepeated
p6138
I0
tp6139
(dp6140
g6
Va_Integer.. // FullForm
p6141
sg8
(lp6142
(dp6143
g11
(lp6144
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Repeated</mi> <mo>[</mo> <mrow><mi>Pattern</mi> <mo>[</mo> <mrow><mi>a</mi> <mtext>,&nbsp;</mtext> <mrow><mi>Blank</mi> <mo>[</mo> <mi>Integer</mi> <mo>]</mo></mrow></mrow> <mo>]</mo></mrow> <mo>]</mo></mrow></mstyle></math>
p6145
sg15
I1
sass(g1709
g5687
g6138
I1
tp6146
(dp6147
g6
V0..1//FullForm
p6148
sg8
(lp6149
(dp6150
g11
(lp6151
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Repeated</mi> <mo>[</mo> <mn>0</mn> <mo>]</mo></mrow></mstyle></math>
p6152
sg15
I2
sass(g1709
g5687
g6138
I2
tp6153
(dp6154
g6
V{{}, {a}, {a, b}, {a, a, a}, {a, a, a, a}} /. {Repeated[x : a | b, 3]} -> x
p6155
sg8
(lp6156
(dp6157
g11
(lp6158
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mo>}</mo></mrow> <mo>,</mo> <mi>a</mi> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mi>a</mi> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>a</mi> <mo>,</mo> <mi>a</mi> <mo>,</mo> <mi>a</mi></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p6159
sg15
I3
sass(g1709
g5687
g6138
I3
tp6160
(dp6161
g6
Vf[x, 0, 0, 0] /. f[x, s:0..] -> s
p6162
sg8
(lp6163
(dp6164
g11
(lp6165
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Sequence</mi> <mo>[</mo> <mrow><mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>]</mo></mrow></mstyle></math>
p6166
sg15
I4
sass(g1709
g5687
VRepeatedNull
p6167
I0
tp6168
(dp6169
g6
Va___Integer...//FullForm
p6170
sg8
(lp6171
(dp6172
g11
(lp6173
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>RepeatedNull</mi> <mo>[</mo> <mrow><mi>Pattern</mi> <mo>[</mo> <mrow><mi>a</mi> <mtext>,&nbsp;</mtext> <mrow><mi>BlankNullSequence</mi> <mo>[</mo> <mi>Integer</mi> <mo>]</mo></mrow></mrow> <mo>]</mo></mrow> <mo>]</mo></mrow></mstyle></math>
p6174
sg15
I1
sass(g1709
g5687
g6167
I1
tp6175
(dp6176
g6
Vf[x] /. f[x, 0...] -> t
p6177
sg8
(lp6178
(dp6179
g11
(lp6180
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>t</mi></mstyle></math>
p6181
sg15
I2
sass(g1709
g5687
VReplace
p6182
I0
tp6183
(dp6184
g6
VReplace[x, {x -> 2}]
p6185
sg8
(lp6186
(dp6187
g11
(lp6188
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>2</mn></mstyle></math>
p6189
sg15
I1
sass(g1709
g5687
g6182
I1
tp6190
(dp6191
g6
VReplace[1 + x, {x -> 2}]
p6192
sg8
(lp6193
(dp6194
g11
(lp6195
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>1</mn> <mo>+</mo> <mi>x</mi></mrow></mstyle></math>
p6196
sg15
I2
sass(g1709
g5687
g6182
I2
tp6197
(dp6198
g6
VReplace[x, {{x -> 1}, {x -> 2}}]
p6199
sg8
(lp6200
(dp6201
g11
(lp6202
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>2</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p6203
sg15
I3
sass(g1709
g5687
g6182
I3
tp6204
(dp6205
g6
VReplace[x, {x -> {}, _List -> y}]
p6206
sg8
(lp6207
(dp6208
g11
(lp6209
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mo>}</mo></mrow></mstyle></math>
p6210
sg15
I4
sass(g1709
g5687
g6182
I4
tp6211
(dp6212
g6
VReplace[x[1], {x[1] -> y, 1 -> 2}, All]
p6213
sg8
(lp6214
(dp6215
g11
(lp6216
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>x</mi> <mo>[</mo> <mn>2</mn> <mo>]</mo></mrow></mstyle></math>
p6217
sg15
I5
sass(g1709
g5687
g6182
I5
tp6218
(dp6219
g6
VReplace[x[x[y]], x -> z, All]
p6220
sg8
(lp6221
(dp6222
g11
(lp6223
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>x</mi> <mo>[</mo> <mrow><mi>x</mi> <mo>[</mo> <mi>y</mi> <mo>]</mo></mrow> <mo>]</mo></mrow></mstyle></math>
p6224
sg15
I6
sass(g1709
g5687
g6182
I6
tp6225
(dp6226
g6
VReplace[x[x[y]], x -> z, All, Heads -> True]
p6227
sg8
(lp6228
(dp6229
g11
(lp6230
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>z</mi> <mo>[</mo> <mrow><mi>z</mi> <mo>[</mo> <mi>y</mi> <mo>]</mo></mrow> <mo>]</mo></mrow></mstyle></math>
p6231
sg15
I7
sass(g1709
g5687
g6182
I7
tp6232
(dp6233
g6
VReplace[x[x[y]], x -> z, {1}, Heads -> True]
p6234
sg8
(lp6235
(dp6236
g11
(lp6237
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>z</mi> <mo>[</mo> <mrow><mi>x</mi> <mo>[</mo> <mi>y</mi> <mo>]</mo></mrow> <mo>]</mo></mrow></mstyle></math>
p6238
sg15
I8
sass(g1709
g5687
g6182
I8
tp6239
(dp6240
g6
VReplace[{x_ -> x + 1}][10]
p6241
sg8
(lp6242
(dp6243
g11
(lp6244
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>11</mn></mstyle></math>
p6245
sg15
I9
sass(g1709
g5687
VReplaceAll
p6246
I0
tp6247
(dp6248
g6
Va+b+c /. c->d
p6249
sg8
(lp6250
(dp6251
g11
(lp6252
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>a</mi> <mo>+</mo> <mi>b</mi> <mo>+</mo> <mi>d</mi></mrow></mstyle></math>
p6253
sg15
I1
sass(g1709
g5687
g6246
I1
tp6254
(dp6255
g6
Vg[a+b+c,a]/.g[x_+y_,x_]->{x,y}
p6256
sg8
(lp6257
(dp6258
g11
(lp6259
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mrow><mi>b</mi> <mo>+</mo> <mi>c</mi></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p6260
sg15
I2
sass(g1709
g5687
g6246
I2
tp6261
(dp6262
g6
V{a, b} /. {{a->x, b->y}, {a->u, b->v}}
p6263
sg8
(lp6264
(dp6265
g11
(lp6266
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mi>x</mi> <mo>,</mo> <mi>y</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>u</mi> <mo>,</mo> <mi>v</mi></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p6267
sg15
I3
sass(g1709
g5687
g6246
I3
tp6268
(dp6269
g6
V{a, b} /. {{{a->x, b->y}, {a->w, b->z}}, {a->u, b->v}}
p6270
sg8
(lp6271
(dp6272
g11
(lp6273
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mi>x</mi> <mo>,</mo> <mi>y</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>w</mi> <mo>,</mo> <mi>z</mi></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>u</mi> <mo>,</mo> <mi>v</mi></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p6274
sg15
I4
sass(g1709
g5687
g6246
I4
tp6275
(dp6276
g6
V{a, b} /. {{{a->x, b->y}, a->w, b->z}, {a->u, b->v}}
p6277
sg8
(lp6278
(dp6279
g11
(lp6280
(dp6281
g149
I01
sg150
VReplaceAll
p6282
sg152
Vrmix
p6283
sg154
VReplaceAll::rmix
p6284
sg156
VElements of {{a -> x, b -> y}, a -> w, b -> z} are a mixture of lists and nonlists.
p6285
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi></mrow> <mo>}</mo></mrow> <mo>/.</mo> <mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mrow><mi>a</mi> <mo>-&gt;</mo> <mi>x</mi></mrow> <mo>,</mo> <mrow><mi>b</mi> <mo>-&gt;</mo> <mi>y</mi></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mi>a</mi> <mo>-&gt;</mo> <mi>w</mi></mrow> <mo>,</mo> <mrow><mi>b</mi> <mo>-&gt;</mo> <mi>z</mi></mrow></mrow> <mo>}</mo></mrow></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>u</mi> <mo>,</mo> <mi>v</mi></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p6286
sg15
I5
sass(g1709
g5687
g6246
I5
tp6287
(dp6288
g6
VReplaceAll[{a -> 1}][{a, b}]
p6289
sg8
(lp6290
(dp6291
g11
(lp6292
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mi>b</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p6293
sg15
I6
sass(g1709
g5687
g6246
I7
tp6294
(dp6295
g6
VReplaceAll[x[1], {x[1] -> y, 1 -> 2}]
p6296
sg8
(lp6297
(dp6298
g11
(lp6299
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>y</mi></mstyle></math>
p6300
sg15
I7
sass(g1709
g5687
VReplaceList
p6301
I0
tp6302
(dp6303
g6
VReplaceList[{a, b, c}, {___, x__, ___} -> {x}]
p6304
sg8
(lp6305
(dp6306
g11
(lp6307
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mi>a</mi> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>c</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mi>b</mi> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>b</mi> <mo>,</mo> <mi>c</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mi>c</mi> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p6308
sg15
I1
sass(g1709
g5687
g6301
I1
tp6309
(dp6310
g6
VReplaceList[{a, b, c}, {___, x__, ___} -> {x}, 3]
p6311
sg8
(lp6312
(dp6313
g11
(lp6314
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mi>a</mi> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>c</mi></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p6315
sg15
I2
sass(g1709
g5687
g6301
I2
tp6316
(dp6317
g6
VReplaceList[{a, b, c}, {___, x__, ___} -> {x}, 0]
p6318
sg8
(lp6319
(dp6320
g11
(lp6321
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mo>}</mo></mrow></mstyle></math>
p6322
sg15
I3
sass(g1709
g5687
g6301
I3
tp6323
(dp6324
g6
VReplaceList[a, b->x]
p6325
sg8
(lp6326
(dp6327
g11
(lp6328
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mo>}</mo></mrow></mstyle></math>
p6329
sg15
I4
sass(g1709
g5687
g6301
I4
tp6330
(dp6331
g6
VReplaceList[{a, b, c}, {{{___, x__, ___} -> {x}}, {{a, b, c} -> t}}, 2]
p6332
sg8
(lp6333
(dp6334
g11
(lp6335
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mi>a</mi> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mi>t</mi> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p6336
sg15
I5
sass(g1709
g5687
g6301
I5
tp6337
(dp6338
g6
VReplaceList[expr, {}, -1]
p6339
sg8
(lp6340
(dp6341
g11
(lp6342
(dp6343
g149
I01
sg150
VReplaceList
p6344
sg152
Vinnf
p6345
sg154
VReplaceList::innf
p6346
sg156
VNon-negative integer or Infinity expected at position 3.
p6347
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>ReplaceList</mi> <mo>[</mo> <mrow><mi>expr</mi> <mo>,</mo> <mrow><mo>{</mo> <mo>}</mo></mrow> <mo>,</mo> <mtext>-1</mtext></mrow> <mo>]</mo></mrow></mstyle></math>
p6348
sg15
I6
sass(g1709
g5687
g6301
I6
tp6349
(dp6350
g6
VReplaceList[a + b + c, x_ + y_ -> {x, y}]
p6351
sg8
(lp6352
(dp6353
g11
(lp6354
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mrow><mi>b</mi> <mo>+</mo> <mi>c</mi></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>b</mi> <mo>,</mo> <mrow><mi>a</mi> <mo>+</mo> <mi>c</mi></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>c</mi> <mo>,</mo> <mrow><mi>a</mi> <mo>+</mo> <mi>b</mi></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mrow><mi>a</mi> <mo>+</mo> <mi>b</mi></mrow> <mo>,</mo> <mi>c</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mrow><mi>a</mi> <mo>+</mo> <mi>c</mi></mrow> <mo>,</mo> <mi>b</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mrow><mi>b</mi> <mo>+</mo> <mi>c</mi></mrow> <mo>,</mo> <mi>a</mi></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p6355
sg15
I7
sass(g1709
g5687
VReplaceRepeated
p6356
I0
tp6357
(dp6358
g6
Va+b+c //. c->d
p6359
sg8
(lp6360
(dp6361
g11
(lp6362
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>a</mi> <mo>+</mo> <mi>b</mi> <mo>+</mo> <mi>d</mi></mrow></mstyle></math>
p6363
sg15
I1
sass(g1709
g5687
g6356
I1
tp6364
(dp6365
g6
Vlogrules = {Log[x_ * y_] :> Log[x] + Log[y], Log[x_ ^ y_] :> y * Log[x]};
p6366
sg8
(lp6367
(dp6368
g11
(lp6369
sg13
Nsg15
I2
sass(g1709
g5687
g6356
I2
tp6370
(dp6371
g6
VLog[a * (b * c) ^ d ^ e * f] //. logrules
p6372
sg8
(lp6373
(dp6374
g11
(lp6375
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mrow><mi>Log</mi> <mo>[</mo> <mi>a</mi> <mo>]</mo></mrow> <mo>+</mo> <mrow><mi>Log</mi> <mo>[</mo> <mi>f</mi> <mo>]</mo></mrow> <mo>+</mo> <mrow><mrow><mo>(</mo> <mrow><mrow><mi>Log</mi> <mo>[</mo> <mi>b</mi> <mo>]</mo></mrow> <mo>+</mo> <mrow><mi>Log</mi> <mo>[</mo> <mi>c</mi> <mo>]</mo></mrow></mrow> <mo>)</mo></mrow> <mo>&nbsp;</mo> <msup><mi>d</mi> <mi>e</mi></msup></mrow></mrow></mstyle></math>
p6376
sg15
I3
sass(g1709
g5687
g6356
I3
tp6377
(dp6378
g6
VLog[a * (b * c) ^ d ^ e * f] /. logrules
p6379
sg8
(lp6380
(dp6381
g11
(lp6382
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mrow><mi>Log</mi> <mo>[</mo> <mi>a</mi> <mo>]</mo></mrow> <mo>+</mo> <mrow><mi>Log</mi> <mo>[</mo> <mrow><mi>f</mi> <mo>&nbsp;</mo> <msup><mrow><mo>(</mo> <mrow><mi>b</mi> <mo>&nbsp;</mo> <mi>c</mi></mrow> <mo>)</mo></mrow> <msup><mi>d</mi> <mi>e</mi></msup></msup></mrow> <mo>]</mo></mrow></mrow></mstyle></math>
p6383
sg15
I4
sass(g1709
g5687
VRuleDelayed
p6384
I0
tp6385
(dp6386
g6
VAttributes[RuleDelayed]
p6387
sg8
(lp6388
(dp6389
g11
(lp6390
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>HoldRest</mi> <mo>,</mo> <mi>Protected</mi> <mo>,</mo> <mi>SequenceHold</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p6391
sg15
I1
sass(g1709
g5687
VRule
p6392
I0
tp6393
(dp6394
g6
Va+b+c /. c->d
p6395
sg8
(lp6396
(dp6397
g11
(lp6398
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>a</mi> <mo>+</mo> <mi>b</mi> <mo>+</mo> <mi>d</mi></mrow></mstyle></math>
p6399
sg15
I1
sass(g1709
g5687
g6392
I1
tp6400
(dp6401
g6
V{x,x^2,y} /. x->3
p6402
sg8
(lp6403
(dp6404
g11
(lp6405
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>3</mn> <mo>,</mo> <mn>9</mn> <mo>,</mo> <mi>y</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p6406
sg15
I2
sass(g1709
g5687
VVerbatim
p6407
I0
tp6408
(dp6409
g6
V_ /. Verbatim[_]->t
p6410
sg8
(lp6411
(dp6412
g11
(lp6413
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>t</mi></mstyle></math>
p6414
sg15
I1
sass(g1709
g5687
g6407
I1
tp6415
(dp6416
g6
Vx /. Verbatim[_]->t
p6417
sg8
(lp6418
(dp6419
g11
(lp6420
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>x</mi></mstyle></math>
p6421
sg15
I2
sass(g1709
g5687
g6407
I2
tp6422
(dp6423
g6
Vx /. _->t
p6424
sg8
(lp6425
(dp6426
g11
(lp6427
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>t</mi></mstyle></math>
p6428
sg15
I3
sass(g1709
VMathematical Functions
p6429
VAbs
p6430
I0
tp6431
(dp6432
g6
VAbs[-3]
p6433
sg8
(lp6434
(dp6435
g11
(lp6436
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>3</mn></mstyle></math>
p6437
sg15
I1
sass(g1709
g6429
g6430
I1
tp6438
(dp6439
g6
VAbs[3 + I]
p6440
sg8
(lp6441
(dp6442
g11
(lp6443
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><msqrt><mn>10</mn></msqrt></mstyle></math>
p6444
sg15
I2
sass(g1709
g6429
g6430
I2
tp6445
(dp6446
g6
VAbs[3.0 + I]
p6447
sg8
(lp6448
(dp6449
g11
(lp6450
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>3.16228</mn></mstyle></math>
p6451
sg15
I3
sass(g1709
g6429
g6430
I3
tp6452
(dp6453
g6
VPlot[Abs[x], {x, -4, 4}]
p6454
sg8
(lp6455
(dp6456
g11
(lp6457
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="247px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-17.666667 -14.610939 435.333333 279.254219">
                <polyline points="0.000000,11.236982 7.142857,19.263397 14.285714,27.289812 21.428571,35.316228 28.571429,43.342643 35.714286,51.369059 42.857143,59.395474 50.000000,67.421890 57.142857,75.448305 64.285714,83.474721 71.428571,91.501136 78.571429,99.527551 85.714286,107.553967 92.857143,115.580382 100.000000,123.606798 107.142857,131.633213 114.285714,139.659629 121.428571,147.686044 128.571429,155.712460 135.714286,163.738875 142.857143,171.765290 150.000000,179.791706 157.142857,187.818121 164.285714,195.844537 171.428571,203.870952 178.571429,211.897368 185.714286,219.923783 192.857143,227.950198 196.428571,231.963406 198.214286,233.970010 199.107143,234.973312 200.000000,235.976614 200.892857,234.973312 201.785714,233.970010 203.571429,231.963406 207.142857,227.950198 214.285714,219.923783 221.428571,211.897368 228.571429,203.870952 235.714286,195.844537 242.857143,187.818121 250.000000,179.791706 257.142857,171.765290 264.285714,163.738875 271.428571,155.712460 278.571429,147.686044 285.714286,139.659629 292.857143,131.633213 300.000000,123.606798 307.142857,115.580382 314.285714,107.553967 321.428571,99.527551 328.571429,91.501136 335.714286,83.474721 342.857143,75.448305 350.000000,67.421890 357.142857,59.395474 364.285714,51.369059 371.428571,43.342643 378.571429,35.316228 385.714286,27.289812 392.857143,19.263397 400.000000,11.236982" style="stroke: rgb(24.720000%, 24.000000%, 60.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="-16.000000,235.976614 416.000000,235.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="0.000000" y="238.643281" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-4</mtext></math></foreignObject>
<foreignObject x="100.000000" y="238.643281" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-2</mtext></math></foreignObject>
<foreignObject x="300.000000" y="238.643281" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>2</mn></math></foreignObject>
<foreignObject x="400.000000" y="238.643281" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>4</mn></math></foreignObject>
<polyline points="0.000000,235.976614 0.000000,229.309947" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="100.000000,235.976614 100.000000,229.309947" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="300.000000,235.976614 300.000000,229.309947" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="400.000000,235.976614 400.000000,229.309947" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="25.000000,235.976614 25.000000,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="50.000000,235.976614 50.000000,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="75.000000,235.976614 75.000000,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="125.000000,235.976614 125.000000,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="150.000000,235.976614 150.000000,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,235.976614 175.000000,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="225.000000,235.976614 225.000000,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="250.000000,235.976614 250.000000,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="275.000000,235.976614 275.000000,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="325.000000,235.976614 325.000000,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="350.000000,235.976614 350.000000,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="375.000000,235.976614 375.000000,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="200.000000,260.157867 200.000000,-12.944272" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="197.333333" y="179.791706" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1</mn></math></foreignObject>
<foreignObject x="197.333333" y="123.606798" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>2</mn></math></foreignObject>
<foreignObject x="197.333333" y="67.421890" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>3</mn></math></foreignObject>
<foreignObject x="197.333333" y="11.236982" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>4</mn></math></foreignObject>
<polyline points="200.000000,179.791706 206.666667,179.791706" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,123.606798 206.666667,123.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,67.421890 206.666667,67.421890" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,11.236982 206.666667,11.236982" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,247.213595 204.000000,247.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,224.739632 204.000000,224.739632" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,213.502651 204.000000,213.502651" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,202.265669 204.000000,202.265669" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,191.028687 204.000000,191.028687" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,168.554724 204.000000,168.554724" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,157.317743 204.000000,157.317743" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,146.080761 204.000000,146.080761" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,134.843779 204.000000,134.843779" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,112.369816 204.000000,112.369816" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,101.132835 204.000000,101.132835" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,89.895853 204.000000,89.895853" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,78.658871 204.000000,78.658871" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,56.184908 204.000000,56.184908" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,44.947926 204.000000,44.947926" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,33.710945 204.000000,33.710945" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,22.473963 204.000000,22.473963" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,0.000000 204.000000,0.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
            </svg>
        "/></mstyle></math>
p6458
sg15
I4
sass(g1709
g6429
VBoole
p6459
I0
tp6460
(dp6461
g6
VBoole[2 == 2]
p6462
sg8
(lp6463
(dp6464
g11
(lp6465
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>1</mn></mstyle></math>
p6466
sg15
I1
sass(g1709
g6429
g6459
I1
tp6467
(dp6468
g6
VBoole[7 < 5]
p6469
sg8
(lp6470
(dp6471
g11
(lp6472
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0</mn></mstyle></math>
p6473
sg15
I2
sass(g1709
g6429
g6459
I2
tp6474
(dp6475
g6
VBoole[a == 7]
p6476
sg8
(lp6477
(dp6478
g11
(lp6479
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Boole</mi> <mo>[</mo> <mrow><mi>a</mi> <mo>==</mo> <mn>7</mn></mrow> <mo>]</mo></mrow></mstyle></math>
p6480
sg15
I3
sass(g1709
g6429
VComplex
p6481
I0
tp6482
(dp6483
g6
VHead[2 + 3*I]
p6484
sg8
(lp6485
(dp6486
g11
(lp6487
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>Complex</mi></mstyle></math>
p6488
sg15
I1
sass(g1709
g6429
g6481
I1
tp6489
(dp6490
g6
VComplex[1, 2/3]
p6491
sg8
(lp6492
(dp6493
g11
(lp6494
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>1</mn> <mo>+</mo> <mfrac><mrow><mn>2</mn> <mo>&nbsp;</mo> <mi>I</mi></mrow> <mn>3</mn></mfrac></mrow></mstyle></math>
p6495
sg15
I2
sass(g1709
g6429
g6481
I2
tp6496
(dp6497
g6
VAbs[Complex[3, 4]]
p6498
sg8
(lp6499
(dp6500
g11
(lp6501
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>5</mn></mstyle></math>
p6502
sg15
I3
sass(g1709
g6429
VConjugate
p6503
I0
tp6504
(dp6505
g6
VConjugate[3 + 4 I]
p6506
sg8
(lp6507
(dp6508
g11
(lp6509
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>3</mn> <mo>-</mo> <mrow><mn>4</mn> <mo>&nbsp;</mo> <mi>I</mi></mrow></mrow></mstyle></math>
p6510
sg15
I1
sass(g1709
g6429
g6503
I1
tp6511
(dp6512
g6
VConjugate[3]
p6513
sg8
(lp6514
(dp6515
g11
(lp6516
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>3</mn></mstyle></math>
p6517
sg15
I2
sass(g1709
g6429
g6503
I2
tp6518
(dp6519
g6
VConjugate[a + b * I]
p6520
sg8
(lp6521
(dp6522
g11
(lp6523
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mrow><mi>Conjugate</mi> <mo>[</mo> <mi>a</mi> <mo>]</mo></mrow> <mo>-</mo> <mrow><mi>I</mi> <mo>&nbsp;</mo> <mrow><mi>Conjugate</mi> <mo>[</mo> <mi>b</mi> <mo>]</mo></mrow></mrow></mrow></mstyle></math>
p6524
sg15
I3
sass(g1709
g6429
g6503
I3
tp6525
(dp6526
g6
VConjugate[{{1, 2 + I 4, a + I b}, {I}}]
p6527
sg8
(lp6528
(dp6529
g11
(lp6530
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mrow><mn>2</mn> <mo>-</mo> <mrow><mn>4</mn> <mo>&nbsp;</mo> <mi>I</mi></mrow></mrow> <mo>,</mo> <mrow><mrow><mi>Conjugate</mi> <mo>[</mo> <mi>a</mi> <mo>]</mo></mrow> <mo>-</mo> <mrow><mi>I</mi> <mo>&nbsp;</mo> <mrow><mi>Conjugate</mi> <mo>[</mo> <mi>b</mi> <mo>]</mo></mrow></mrow></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mo>-</mo> <mi>I</mi></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p6531
sg15
I4
sass(g1709
g6429
g6503
I5
tp6532
(dp6533
g6
VConjugate[1.5 + 2.5 I]
p6534
sg8
(lp6535
(dp6536
g11
(lp6537
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>1.5</mn> <mo>-</mo> <mrow><mn>2.5</mn> <mo>&nbsp;</mo> <mi>I</mi></mrow></mrow></mstyle></math>
p6538
sg15
I5
sass(g1709
g6429
VCubeRoot
p6539
I0
tp6540
(dp6541
g6
VCubeRoot[16]
p6542
sg8
(lp6543
(dp6544
g11
(lp6545
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>2</mn> <mo>&nbsp;</mo> <msup><mn>2</mn> <mfrac><mn>1</mn> <mn>3</mn></mfrac></msup></mrow></mstyle></math>
p6546
sg15
I1
sass(g1709
g6429
VDirectedInfinity
p6547
I0
tp6548
(dp6549
g6
VDirectedInfinity[1]
p6550
sg8
(lp6551
(dp6552
g11
(lp6553
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>\u221e</mi></mstyle></math>
p6554
sg15
I1
sass(g1709
g6429
g6547
I1
tp6555
(dp6556
g6
VDirectedInfinity[]
p6557
sg8
(lp6558
(dp6559
g11
(lp6560
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>ComplexInfinity</mi></mstyle></math>
p6561
sg15
I2
sass(g1709
g6429
g6547
I2
tp6562
(dp6563
g6
VDirectedInfinity[1 + I]
p6564
sg8
(lp6565
(dp6566
g11
(lp6567
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mrow><mrow><mo>(</mo> <mrow><mfrac><mn>1</mn> <mn>2</mn></mfrac> <mo>+</mo> <mfrac><mi>I</mi> <mn>2</mn></mfrac></mrow> <mo>)</mo></mrow> <mo>&nbsp;</mo> <msqrt><mn>2</mn></msqrt></mrow> <mo>&nbsp;</mo> <mi>\u221e</mi></mrow></mstyle></math>
p6568
sg15
I3
sass(g1709
g6429
g6547
I3
tp6569
(dp6570
g6
V1 / DirectedInfinity[1 + I]
p6571
sg8
(lp6572
(dp6573
g11
(lp6574
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0</mn></mstyle></math>
p6575
sg15
I4
sass(g1709
g6429
g6547
I4
tp6576
(dp6577
g6
VDirectedInfinity[1] + DirectedInfinity[-1]
p6578
sg8
(lp6579
(dp6580
g11
(lp6581
(dp6582
g149
I01
sg150
VInfinity
p6583
sg152
Vindet
p6584
sg154
VInfinity::indet
p6585
sg156
VIndeterminate expression -Infinity + Infinity encountered.
p6586
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>Indeterminate</mi></mstyle></math>
p6587
sg15
I5
sass(g1709
g6429
VDivide
p6588
I0
tp6589
(dp6590
g6
V30 / 5
p6591
sg8
(lp6592
(dp6593
g11
(lp6594
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>6</mn></mstyle></math>
p6595
sg15
I1
sass(g1709
g6429
g6588
I1
tp6596
(dp6597
g6
V1 / 8
p6598
sg8
(lp6599
(dp6600
g11
(lp6601
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mfrac><mn>1</mn> <mn>8</mn></mfrac></mstyle></math>
p6602
sg15
I2
sass(g1709
g6429
g6588
I2
tp6603
(dp6604
g6
VPi / 4
p6605
sg8
(lp6606
(dp6607
g11
(lp6608
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mfrac><mi>Pi</mi> <mn>4</mn></mfrac></mstyle></math>
p6609
sg15
I3
sass(g1709
g6429
g6588
I3
tp6610
(dp6611
g6
VPi / 4.0
p6612
sg8
(lp6613
(dp6614
g11
(lp6615
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0.785398</mn></mstyle></math>
p6616
sg15
I4
sass(g1709
g6429
g6588
I4
tp6617
(dp6618
g6
V1 / 8
p6619
sg8
(lp6620
(dp6621
g11
(lp6622
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mfrac><mn>1</mn> <mn>8</mn></mfrac></mstyle></math>
p6623
sg15
I5
sass(g1709
g6429
g6588
I5
tp6624
(dp6625
g6
VN[%]
p6626
sg8
(lp6627
(dp6628
g11
(lp6629
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0.125</mn></mstyle></math>
p6630
sg15
I6
sass(g1709
g6429
g6588
I6
tp6631
(dp6632
g6
Va / b / c
p6633
sg8
(lp6634
(dp6635
g11
(lp6636
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mfrac><mi>a</mi> <mrow><mi>b</mi> <mo>&nbsp;</mo> <mi>c</mi></mrow></mfrac></mstyle></math>
p6637
sg15
I7
sass(g1709
g6429
g6588
I7
tp6638
(dp6639
g6
Va / (b / c)
p6640
sg8
(lp6641
(dp6642
g11
(lp6643
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mfrac><mrow><mi>a</mi> <mo>&nbsp;</mo> <mi>c</mi></mrow> <mi>b</mi></mfrac></mstyle></math>
p6644
sg15
I8
sass(g1709
g6429
g6588
I8
tp6645
(dp6646
g6
Va / b / (c / (d / e))
p6647
sg8
(lp6648
(dp6649
g11
(lp6650
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mfrac><mrow><mi>a</mi> <mo>&nbsp;</mo> <mi>d</mi></mrow> <mrow><mi>b</mi> <mo>&nbsp;</mo> <mi>c</mi> <mo>&nbsp;</mo> <mi>e</mi></mrow></mfrac></mstyle></math>
p6651
sg15
I9
sass(g1709
g6429
g6588
I9
tp6652
(dp6653
g6
Va / (b ^ 2 * c ^ 3 / e)
p6654
sg8
(lp6655
(dp6656
g11
(lp6657
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mfrac><mrow><mi>a</mi> <mo>&nbsp;</mo> <mi>e</mi></mrow> <mrow><msup><mi>b</mi> <mn>2</mn></msup> <mo>&nbsp;</mo> <msup><mi>c</mi> <mn>3</mn></msup></mrow></mfrac></mstyle></math>
p6658
sg15
I10
sass(g1709
g6429
VExactNumberQ
p6659
I0
tp6660
(dp6661
g6
VExactNumberQ[10]
p6662
sg8
(lp6663
(dp6664
g11
(lp6665
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p6666
sg15
I1
sass(g1709
g6429
g6659
I1
tp6667
(dp6668
g6
VExactNumberQ[4.0]
p6669
sg8
(lp6670
(dp6671
g11
(lp6672
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p6673
sg15
I2
sass(g1709
g6429
g6659
I2
tp6674
(dp6675
g6
VExactNumberQ[n]
p6676
sg8
(lp6677
(dp6678
g11
(lp6679
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p6680
sg15
I3
sass(g1709
g6429
g6659
I3
tp6681
(dp6682
g6
VExactNumberQ[1 + I]
p6683
sg8
(lp6684
(dp6685
g11
(lp6686
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p6687
sg15
I4
sass(g1709
g6429
g6659
I4
tp6688
(dp6689
g6
VExactNumberQ[1 + 1. I]
p6690
sg8
(lp6691
(dp6692
g11
(lp6693
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p6694
sg15
I5
sass(g1709
g6429
VFactorial
p6695
I0
tp6696
(dp6697
g6
V20!
p6698
sg8
(lp6699
(dp6700
g11
(lp6701
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>2432902008176640000</mn></mstyle></math>
p6702
sg15
I1
sass(g1709
g6429
g6695
I1
tp6703
(dp6704
g6
V10.5!
p6705
sg8
(lp6706
(dp6707
g11
(lp6708
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>1.18994</mn> <mo></mo> <msup><mn>10</mn> <mn>7</mn></msup></mrow></mstyle></math>
p6709
sg15
I2
sass(g1709
g6429
g6695
I2
tp6710
(dp6711
g6
V(-3.0+1.5*I)!
p6712
sg8
(lp6713
(dp6714
g11
(lp6715
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>0.0427943</mn> <mo>-</mo> <mrow><mn>0.00461565</mn> <mo>&nbsp;</mo> <mi>I</mi></mrow></mrow></mstyle></math>
p6716
sg15
I3
sass(g1709
g6429
g6695
I3
tp6717
(dp6718
g6
V(-1.)!
p6719
sg8
(lp6720
(dp6721
g11
(lp6722
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>ComplexInfinity</mi></mstyle></math>
p6723
sg15
I4
sass(g1709
g6429
g6695
I4
tp6724
(dp6725
g6
V!a! //FullForm
p6726
sg8
(lp6727
(dp6728
g11
(lp6729
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Not</mi> <mo>[</mo> <mrow><mi>Factorial</mi> <mo>[</mo> <mi>a</mi> <mo>]</mo></mrow> <mo>]</mo></mrow></mstyle></math>
p6730
sg15
I5
sass(g1709
g6429
VGamma
p6731
I0
tp6732
(dp6733
g6
VSimplify[Gamma[z] - (z - 1)!]
p6734
sg8
(lp6735
(dp6736
g11
(lp6737
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0</mn></mstyle></math>
p6738
sg15
I1
sass(g1709
g6429
g6731
I1
tp6739
(dp6740
g6
VGamma[8]
p6741
sg8
(lp6742
(dp6743
g11
(lp6744
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>5040</mn></mstyle></math>
p6745
sg15
I2
sass(g1709
g6429
g6731
I2
tp6746
(dp6747
g6
VGamma[1/2]
p6748
sg8
(lp6749
(dp6750
g11
(lp6751
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><msqrt><mi>Pi</mi></msqrt></mstyle></math>
p6752
sg15
I3
sass(g1709
g6429
g6731
I3
tp6753
(dp6754
g6
VGamma[1, x]
p6755
sg8
(lp6756
(dp6757
g11
(lp6758
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><msup><mi>E</mi> <mrow><mo>-</mo> <mi>x</mi></mrow></msup></mstyle></math>
p6759
sg15
I4
sass(g1709
g6429
g6731
I4
tp6760
(dp6761
g6
VGamma[0, x]
p6762
sg8
(lp6763
(dp6764
g11
(lp6765
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>ExpIntegralE</mi> <mo>[</mo> <mrow><mn>1</mn> <mo>,</mo> <mi>x</mi></mrow> <mo>]</mo></mrow></mstyle></math>
p6766
sg15
I5
sass(g1709
g6429
g6731
I5
tp6767
(dp6768
g6
VGamma[123.78]
p6769
sg8
(lp6770
(dp6771
g11
(lp6772
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>4.21078</mn> <mo></mo> <msup><mn>10</mn> <mn>204</mn></msup></mrow></mstyle></math>
p6773
sg15
I6
sass(g1709
g6429
g6731
I6
tp6774
(dp6775
g6
VGamma[1. + I]
p6776
sg8
(lp6777
(dp6778
g11
(lp6779
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>0.498016</mn> <mo>-</mo> <mrow><mn>0.15495</mn> <mo>&nbsp;</mo> <mi>I</mi></mrow></mrow></mstyle></math>
p6780
sg15
I7
sass(g1709
g6429
g6731
I7
tp6781
(dp6782
g6
VPlot[{Gamma[x], x!}, {x, 0, 4}]
p6783
sg8
(lp6784
(dp6785
g11
(lp6786
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="247px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-17.666667 -14.610939 435.333333 276.435473">
                <polyline points="7.142857,-27.609699 10.714286,69.357612 14.285714,117.559158 17.857143,146.271681 19.642857,156.645875 21.428571,165.252157 23.214286,172.499707 25.000000,178.680719 25.892857,181.440525 26.785714,184.009403 27.678571,186.405930 28.571429,188.646356 30.357143,192.714337 32.142857,196.308780 33.035714,197.952595 33.928571,199.504987 34.821429,200.973050 35.267857,201.677477 35.714286,202.363163 37.500000,204.932014 38.392857,206.120678 39.285714,207.251361 40.178571,208.327972 41.071429,209.354074 41.964286,210.332927 42.857143,211.267519 43.750000,212.160592 44.642857,213.014666 45.089286,213.427811 45.535714,213.832063 46.428571,214.614927 47.321429,215.365236 47.767857,215.728761 48.214286,216.084823 49.107143,216.775386 49.553571,217.110279 50.000000,217.438499 50.892857,218.075627 51.785714,218.688133 52.232143,218.985551 52.678571,219.277284 53.571429,219.844264 54.464286,220.390179 54.910714,220.655563 55.357143,220.916062 56.250000,221.422879 56.696429,221.669423 56.919643,221.791027 57.142857,221.911536 58.035714,222.382882 58.928571,222.837714 59.821429,223.276781 60.714286,223.700788 61.607143,224.110396 62.053571,224.309998 62.500000,224.506231 63.392857,224.888881 63.839286,225.075436 64.062500,225.167551 64.285714,225.258901 65.178571,225.616816 66.071429,225.963121 66.964286,226.298285 67.857143,226.622752 68.750000,226.936941 69.196429,227.090306 69.642857,227.241250 70.535714,227.536058 70.982143,227.680012 71.205357,227.751145 71.428571,227.821722 72.321429,228.098582 73.214286,228.366962 74.107143,228.627168 75.000000,228.879492 75.892857,229.124213 76.339286,229.243805 76.785714,229.361595 77.678571,229.591890 78.125000,229.704456 78.348214,229.760106 78.571429,229.815339 79.464286,230.032171 80.357143,230.242605 81.250000,230.446849 82.142857,230.645102 83.035714,230.837556 83.482143,230.931666 83.928571,231.024393 84.821429,231.205785 85.267857,231.294492 85.714286,231.381901 86.607143,231.552899 87.500000,231.718931 87.946429,231.800132 88.392857,231.880145 89.285714,232.036680 90.178571,232.188671 90.625000,232.263002 91.071429,232.336245 91.964286,232.479527 92.410714,232.549596 92.857143,232.618635 93.750000,232.753682 94.642857,232.884778 95.089286,232.948877 95.535714,233.012027 96.428571,233.135531 97.321429,233.255385 98.214286,233.371682 99.107143,233.484513 100.000000,233.593963 101.785714,233.803047 102.678571,233.902838 103.571429,233.999559 104.464286,234.093283 105.357143,234.184078 106.250000,234.272009 107.142857,234.357139 108.928571,234.519242 109.821429,234.596329 110.714286,234.670847 111.607143,234.742848 112.500000,234.812384 113.392857,234.879503 114.285714,234.944252 116.071429,235.066824 117.857143,235.180443 119.642857,235.285432 120.535714,235.334784 121.428571,235.382089 123.214286,235.470694 125.000000,235.551506 126.785714,235.624766 127.678571,235.658634 128.571429,235.690698 130.357143,235.749512 132.142857,235.801403 133.928571,235.846551 134.821429,235.866649 135.714286,235.885124 137.500000,235.917277 139.285714,235.943156 141.071429,235.962894 141.964286,235.970499 142.857143,235.976614 144.642857,235.984431 146.428571,235.986449 148.214286,235.982765 150.000000,235.973467 153.571429,235.938343 155.357143,235.912657 157.142857,235.881635 160.714286,235.803792 162.500000,235.757057 164.285714,235.705163 167.857143,235.586007 169.642857,235.518789 171.428571,235.446497 175.000000,235.286728 176.785714,235.199254 178.571429,235.106717 182.142857,234.906412 183.928571,234.798614 185.714286,234.685691 189.285714,234.444368 191.071429,234.315905 192.857143,234.182192 196.428571,233.898849 198.214286,233.749124 200.000000,233.593963 203.571429,233.267100 205.357143,233.095273 207.142857,232.917761 210.714286,232.545391 212.500000,232.350377 214.285714,232.149369 217.857143,231.729016 219.642857,231.509485 221.428571,231.283587 225.000000,230.812274 226.785714,230.566640 228.571429,230.314202 232.142857,229.788428 233.928571,229.514840 235.714286,229.233941 239.285714,228.649654 241.071429,228.345975 241.964286,228.191186 242.857143,228.034405 244.642857,227.714786 246.428571,227.386955 248.214286,227.050745 249.107143,226.879444 250.000000,226.705983 251.785714,226.352489 253.571429,225.990080 255.357143,225.618566 256.250000,225.429333 257.142857,225.237750 258.928571,224.847431 260.714286,224.447402 262.500000,224.037447 263.392857,223.828678 264.285714,223.617345 266.071429,223.186871 267.857143,222.745788 269.642857,222.293856 270.535714,222.063745 271.428571,221.830827 273.214286,221.356446 275.000000,220.870447 276.785714,220.372562 277.678571,220.119074 278.571429,219.862510 280.357143,219.340004 282.142857,218.804750 283.928571,218.256442 284.821429,217.977296 285.714286,217.694768 287.500000,217.119406 289.285714,216.530023 291.071429,215.926280 291.964286,215.618913 292.857143,215.307824 294.642857,214.674294 296.428571,214.025319 298.214286,213.360516 300.000000,212.679492 303.571429,211.267145 305.357143,210.534978 307.142857,209.784897 310.714286,208.229163 312.500000,207.422563 314.285714,206.596151 317.857143,204.881844 319.642857,203.992884 321.428571,203.081986 325.000000,201.192072 326.785714,200.211864 328.571429,199.207331 332.142857,197.122706 333.928571,196.041276 335.714286,194.932842 339.285714,192.632066 341.071429,191.438219 342.857143,190.214362 346.428571,187.673361 348.214286,186.354527 350.000000,185.002305 353.571429,182.194036 355.357143,180.736091 357.142857,179.240960 360.714286,176.135027 362.500000,174.522091 364.285714,172.867699 367.857143,169.429917 369.642857,167.644125 371.428571,165.812072 375.000000,162.003969 378.571429,157.994787 382.142857,153.773038 385.714286,149.326531 389.285714,144.642316 392.857143,139.706646 400.000000,129.021605" style="stroke: rgb(24.720000%, 24.000000%, 60.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="0.000000,233.593963 3.571429,233.999559 7.142857,234.357139 10.714286,234.670847 12.500000,234.812384 14.285714,234.944252 17.857143,235.180443 21.428571,235.382089 25.000000,235.551506 28.571429,235.690698 32.142857,235.801403 35.714286,235.885124 42.857143,235.976614 50.000000,235.973467 57.142857,235.881635 64.285714,235.705163 71.428571,235.446497 78.571429,235.106717 85.714286,234.685691 92.857143,234.182192 100.000000,233.593963 107.142857,232.917761 114.285714,232.149369 117.857143,231.729016 121.428571,231.283587 125.000000,230.812274 128.571429,230.314202 132.142857,229.788428 135.714286,229.233941 139.285714,228.649654 142.857143,228.034405 146.428571,227.386955 150.000000,226.705983 153.571429,225.990080 155.357143,225.618566 157.142857,225.237750 160.714286,224.447402 162.500000,224.037447 164.285714,223.617345 167.857143,222.745788 169.642857,222.293856 171.428571,221.830827 175.000000,220.870447 176.785714,220.372562 178.571429,219.862510 182.142857,218.804750 183.928571,218.256442 185.714286,217.694768 189.285714,216.530023 191.071429,215.926280 192.857143,215.307824 196.428571,214.025319 198.214286,213.360516 200.000000,212.679492 203.571429,211.267145 205.357143,210.534978 207.142857,209.784897 210.714286,208.229163 212.500000,207.422563 214.285714,206.596151 217.857143,204.881844 219.642857,203.992884 221.428571,203.081986 225.000000,201.192072 226.785714,200.211864 227.678571,199.712678 228.571429,199.207331 230.357143,198.177831 232.142857,197.122706 233.928571,196.041276 234.821429,195.490479 235.714286,194.932842 237.500000,193.796686 239.285714,192.632066 241.071429,191.438219 241.964286,190.830092 242.857143,190.214362 244.642857,188.959687 246.428571,187.673361 248.214286,186.354527 249.107143,185.682646 250.000000,185.002305 251.785714,183.615786 253.571429,182.194036 255.357143,180.736091 256.250000,179.993237 257.142857,179.240960 258.928571,177.707623 260.714286,176.135027 262.500000,174.522091 263.392857,173.700148 264.285714,172.867699 266.071429,171.170701 267.857143,169.429917 269.642857,167.644125 270.535714,166.733961 271.428571,165.812072 273.214286,163.932464 275.000000,162.003969 276.785714,160.025215 277.678571,159.016550 278.571429,157.994787 280.357143,155.911228 282.142857,153.773038 283.928571,151.578670 285.714286,149.326531 289.285714,144.642316 291.071429,142.206805 292.857143,139.706646 296.428571,134.504914 298.214286,131.799463 300.000000,129.021605 303.571429,123.240235 305.357143,120.232343 307.142857,117.143283 310.714286,110.712127 312.500000,107.365085 314.285714,103.926973 317.857143,96.766770 319.642857,93.039085 321.428571,89.209135 325.000000,81.230257 326.785714,77.074999 328.571429,72.804807 332.142857,63.905836 333.928571,59.269887 335.714286,54.504660 339.285714,44.570753 341.071429,39.393950 342.857143,34.071616 346.428571,22.972642 348.214286,17.186793 350.000000,11.236982 353.571429,-1.174619 357.142857,-14.303975 360.714286,-28.195642 364.285714,-42.897104 367.857143,-58.458971 371.428571,-74.935197 378.571429,-110.864662 385.714286,-151.193195 392.857143,-196.498594 400.000000,-247.438883" style="stroke: rgb(60.000000%, 24.000000%, 44.289312%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="-16.000000,212.679492 416.000000,212.679492" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="100.000000" y="215.346158" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1</mn></math></foreignObject>
<foreignObject x="200.000000" y="215.346158" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>2</mn></math></foreignObject>
<foreignObject x="300.000000" y="215.346158" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>3</mn></math></foreignObject>
<foreignObject x="400.000000" y="215.346158" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>4</mn></math></foreignObject>
<polyline points="100.000000,212.679492 100.000000,206.012825" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,212.679492 200.000000,206.012825" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="300.000000,212.679492 300.000000,206.012825" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="400.000000,212.679492 400.000000,206.012825" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="20.000000,212.679492 20.000000,208.679492" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="40.000000,212.679492 40.000000,208.679492" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="60.000000,212.679492 60.000000,208.679492" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="80.000000,212.679492 80.000000,208.679492" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="120.000000,212.679492 120.000000,208.679492" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="140.000000,212.679492 140.000000,208.679492" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="160.000000,212.679492 160.000000,208.679492" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="180.000000,212.679492 180.000000,208.679492" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="220.000000,212.679492 220.000000,208.679492" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="240.000000,212.679492 240.000000,208.679492" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="260.000000,212.679492 260.000000,208.679492" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="280.000000,212.679492 280.000000,208.679492" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="320.000000,212.679492 320.000000,208.679492" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="340.000000,212.679492 340.000000,208.679492" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="360.000000,212.679492 360.000000,208.679492" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="380.000000,212.679492 380.000000,208.679492" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="0.000000,260.157867 0.000000,-12.944272" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="-2.666667" y="170.850548" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>4</mn></math></foreignObject>
<foreignObject x="-2.666667" y="129.021605" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>6</mn></math></foreignObject>
<foreignObject x="-2.666667" y="87.192662" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>8</mn></math></foreignObject>
<foreignObject x="-2.666667" y="45.363719" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>10</mn></math></foreignObject>
<foreignObject x="-2.666667" y="3.534776" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>12</mn></math></foreignObject>
<polyline points="0.000000,170.850548 6.666667,170.850548" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,129.021605 6.666667,129.021605" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,87.192662 6.666667,87.192662" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,45.363719 6.666667,45.363719" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,3.534776 6.666667,3.534776" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,244.051199 4.000000,244.051199" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,233.593963 4.000000,233.593963" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,223.136727 4.000000,223.136727" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,202.222256 4.000000,202.222256" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,191.765020 4.000000,191.765020" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,181.307784 4.000000,181.307784" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,160.393313 4.000000,160.393313" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,149.936077 4.000000,149.936077" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,139.478841 4.000000,139.478841" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,118.564369 4.000000,118.564369" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,108.107134 4.000000,108.107134" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,97.649898 4.000000,97.649898" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,76.735426 4.000000,76.735426" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,66.278190 4.000000,66.278190" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,55.820955 4.000000,55.820955" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,34.906483 4.000000,34.906483" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,24.449247 4.000000,24.449247" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,13.992011 4.000000,13.992011" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
            </svg>
        "/></mstyle></math>
p6787
sg15
I8
sass(g1709
g6429
VHarmonicNumber
p6788
I0
tp6789
(dp6790
g6
VTable[HarmonicNumber[n], {n, 8}]
p6791
sg8
(lp6792
(dp6793
g11
(lp6794
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mfrac><mn>3</mn> <mn>2</mn></mfrac> <mo>,</mo> <mfrac><mn>11</mn> <mn>6</mn></mfrac> <mo>,</mo> <mfrac><mn>25</mn> <mn>12</mn></mfrac> <mo>,</mo> <mfrac><mn>137</mn> <mn>60</mn></mfrac> <mo>,</mo> <mfrac><mn>49</mn> <mn>20</mn></mfrac> <mo>,</mo> <mfrac><mn>363</mn> <mn>140</mn></mfrac> <mo>,</mo> <mfrac><mn>761</mn> <mn>280</mn></mfrac></mrow> <mo>}</mo></mrow></mstyle></math>
p6795
sg15
I1
sass(g1709
g6429
g6788
I1
tp6796
(dp6797
g6
VHarmonicNumber[3.8]
p6798
sg8
(lp6799
(dp6800
g11
(lp6801
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>2.03806</mn></mstyle></math>
p6802
sg15
I2
sass(g1709
g6429
VI
p6803
I0
tp6804
(dp6805
g6
VI^2
p6806
sg8
(lp6807
(dp6808
g11
(lp6809
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>-1</mtext></mstyle></math>
p6810
sg15
I1
sass(g1709
g6429
g6803
I1
tp6811
(dp6812
g6
V(3+I)*(3-I)
p6813
sg8
(lp6814
(dp6815
g11
(lp6816
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>10</mn></mstyle></math>
p6817
sg15
I2
sass(g1709
g6429
VIm
p6818
I0
tp6819
(dp6820
g6
VIm[3+4I]
p6821
sg8
(lp6822
(dp6823
g11
(lp6824
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>4</mn></mstyle></math>
p6825
sg15
I1
sass(g1709
g6429
g6818
I1
tp6826
(dp6827
g6
VPlot[{Sin[a], Im[E^(I a)]}, {a, 0, 2 Pi}]
p6828
sg8
(lp6829
(dp6830
g11
(lp6831
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="247px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-31.666667 -14.610939 449.333333 276.435473">
                <polyline points="0.000000,123.606798 7.142857,111.025370 14.285714,98.602161 21.428571,86.493400 28.571429,74.851362 32.142857,69.251395 35.714286,63.822451 39.285714,58.581611 41.071429,56.036907 42.857143,53.545363 46.428571,48.729555 48.214286,46.409079 50.000000,44.149339 51.785714,41.952111 53.571429,39.819125 54.464286,38.777249 55.357143,37.752058 56.250000,36.743755 57.142857,35.752538 58.928571,33.822136 60.714286,31.962373 61.607143,31.059440 62.500000,30.174710 63.392857,29.308359 63.839286,28.882128 64.285714,28.460555 66.071429,26.821256 66.964286,26.030083 67.857143,25.258103 68.750000,24.505467 69.196429,24.136450 69.642857,23.772325 70.535714,23.058820 70.982143,22.709475 71.205357,22.536662 71.428571,22.365092 72.321429,21.691278 73.214286,21.037510 74.107143,20.403917 75.000000,19.790625 75.892857,19.197752 76.339286,18.909010 76.785714,18.625416 77.678571,18.073730 78.125000,17.805664 78.348214,17.673582 78.571429,17.542801 79.464286,17.032736 79.910714,16.785558 80.357143,16.543632 80.803571,16.306972 81.250000,16.075588 81.696429,15.849492 82.142857,15.628695 82.589286,15.413208 83.035714,15.203041 83.482143,14.998204 83.705357,14.897789 83.928571,14.798709 84.375000,14.604564 84.821429,14.415780 85.267857,14.232364 85.491071,14.142673 85.714286,14.054328 86.607143,13.714424 87.053571,13.552574 87.500000,13.396136 87.946429,13.245118 88.169643,13.171643 88.392857,13.099526 88.839286,12.959369 89.062500,12.891330 89.285714,12.824653 89.732143,12.695384 89.955357,12.632795 90.178571,12.571570 90.401786,12.511710 90.625000,12.453215 90.848214,12.396087 91.071429,12.340327 91.517857,12.232910 91.741071,12.181255 91.964286,12.130970 92.187500,12.082055 92.410714,12.034511 92.633929,11.988339 92.857143,11.943539 93.750000,11.778073 94.196429,11.703587 94.642857,11.634603 95.089286,11.571125 95.312500,11.541452 95.535714,11.513157 95.982143,11.460701 96.205357,11.436541 96.428571,11.413760 96.875000,11.372336 97.098214,11.353693 97.321429,11.336431 97.544643,11.320549 97.767857,11.306047 97.991071,11.292925 98.214286,11.281185 98.660714,11.261847 98.883929,11.254249 99.107143,11.248033 99.330357,11.243198 99.553571,11.239744 99.776786,11.237672 100.000000,11.236982 100.892857,11.248033 101.339286,11.261847 101.785714,11.281185 102.232143,11.306047 102.455357,11.320549 102.678571,11.336431 103.125000,11.372336 103.348214,11.392358 103.571429,11.413760 104.017857,11.460701 104.241071,11.486240 104.464286,11.513157 104.687500,11.541452 104.910714,11.571125 105.133929,11.602176 105.357143,11.634603 105.803571,11.703587 106.026786,11.740142 106.250000,11.778073 106.473214,11.817379 106.696429,11.858059 106.919643,11.900112 107.142857,11.943539 108.035714,12.130970 108.482143,12.232910 108.928571,12.340327 109.375000,12.453215 109.598214,12.511710 109.821429,12.571570 110.267857,12.695384 110.491071,12.759337 110.714286,12.824653 111.160714,12.959369 111.607143,13.099526 112.053571,13.245118 112.276786,13.319949 112.500000,13.396136 112.946429,13.552574 113.392857,13.714424 113.839286,13.881678 114.062500,13.967329 114.285714,14.054328 115.178571,14.415780 115.625000,14.604564 116.071429,14.798709 116.517857,14.998204 116.741071,15.099956 116.964286,15.203041 117.410714,15.413208 117.633929,15.520287 117.857143,15.628695 118.303571,15.849492 118.750000,16.075588 119.196429,16.306972 119.642857,16.543632 120.535714,17.032736 120.982143,17.285154 121.205357,17.413325 121.428571,17.542801 122.321429,18.073730 122.767857,18.346985 123.214286,18.625416 123.660714,18.909010 124.107143,19.197752 125.000000,19.790625 125.892857,20.403917 126.339286,20.718184 126.785714,21.037510 127.678571,21.691278 128.125000,22.025687 128.571429,22.365092 129.464286,23.058820 130.357143,23.772325 130.803571,24.136450 131.250000,24.505467 132.142857,25.258103 133.035714,26.030083 133.928571,26.821256 134.821429,27.631467 135.714286,28.460555 136.607143,29.308359 137.500000,30.174710 138.392857,31.059440 139.285714,31.962373 141.071429,33.822136 141.964286,34.778601 142.857143,35.752538 144.642857,37.752058 146.428571,39.819125 148.214286,41.952111 150.000000,44.149339 153.571429,48.729555 155.357143,51.108941 157.142857,53.545363 160.714286,58.581611 164.285714,63.822451 171.428571,74.851362 178.571429,86.493400 185.714286,98.602161 192.857143,111.025370 200.000000,123.606798 207.142857,136.188225 214.285714,148.611434 221.428571,160.720195 228.571429,172.362234 232.142857,177.962200 235.714286,183.391144 239.285714,188.631985 241.071429,191.176689 242.857143,193.668232 246.428571,198.484040 248.214286,200.804516 250.000000,203.064257 251.785714,205.261485 253.571429,207.394471 254.464286,208.436347 255.357143,209.461537 256.250000,210.469840 257.142857,211.461058 258.928571,213.391459 260.714286,215.251223 261.607143,216.154156 262.500000,217.038885 263.392857,217.905237 263.839286,218.331468 264.285714,218.753040 266.071429,220.392339 266.964286,221.183513 267.857143,221.955493 268.750000,222.708128 269.196429,223.077145 269.642857,223.441271 270.535714,224.154776 270.982143,224.504121 271.205357,224.676933 271.428571,224.848504 272.321429,225.522318 273.214286,226.176085 274.107143,226.809678 275.000000,227.422971 275.892857,228.015844 276.339286,228.304586 276.785714,228.588179 277.678571,229.139866 278.125000,229.407931 278.348214,229.540014 278.571429,229.670794 279.464286,230.180860 279.910714,230.428038 280.357143,230.669963 280.803571,230.906623 281.250000,231.138007 281.696429,231.364103 282.142857,231.584901 282.589286,231.800388 283.035714,232.010555 283.482143,232.215391 283.705357,232.315807 283.928571,232.414886 284.375000,232.609031 284.821429,232.797816 285.267857,232.981231 285.491071,233.070922 285.714286,233.159268 286.607143,233.499171 287.053571,233.661021 287.500000,233.817459 287.946429,233.968478 288.169643,234.041952 288.392857,234.114069 288.839286,234.254227 289.062500,234.322265 289.285714,234.388943 289.732143,234.518211 289.955357,234.580801 290.178571,234.642026 290.401786,234.701886 290.625000,234.760380 290.848214,234.817508 291.071429,234.873269 291.517857,234.980686 291.741071,235.032341 291.964286,235.082626 292.187500,235.131541 292.410714,235.179084 292.633929,235.225256 292.857143,235.270056 293.750000,235.435523 294.196429,235.510009 294.642857,235.578993 295.089286,235.642470 295.312500,235.672143 295.535714,235.700438 295.982143,235.752894 296.205357,235.777054 296.428571,235.799835 296.875000,235.841260 297.098214,235.859902 297.321429,235.877165 297.544643,235.893047 297.767857,235.907549 297.991071,235.920670 298.214286,235.932411 298.660714,235.951749 298.883929,235.959346 299.107143,235.965563 299.330357,235.970397 299.553571,235.973851 299.776786,235.975923 300.000000,235.976614 300.892857,235.965563 301.339286,235.951749 301.785714,235.932411 302.232143,235.907549 302.455357,235.893047 302.678571,235.877165 303.125000,235.841260 303.348214,235.821237 303.571429,235.799835 304.017857,235.752894 304.241071,235.727355 304.464286,235.700438 304.687500,235.672143 304.910714,235.642470 305.133929,235.611420 305.357143,235.578993 305.803571,235.510009 306.026786,235.473453 306.250000,235.435523 306.473214,235.396217 306.696429,235.355537 306.919643,235.313483 307.142857,235.270056 308.035714,235.082626 308.482143,234.980686 308.928571,234.873269 309.375000,234.760380 309.598214,234.701886 309.821429,234.642026 310.267857,234.518211 310.491071,234.454258 310.714286,234.388943 311.160714,234.254227 311.607143,234.114069 312.053571,233.968478 312.276786,233.893647 312.500000,233.817459 312.946429,233.661021 313.392857,233.499171 313.839286,233.331918 314.062500,233.246267 314.285714,233.159268 315.178571,232.797816 315.625000,232.609031 316.071429,232.414886 316.517857,232.215391 316.741071,232.113640 316.964286,232.010555 317.410714,231.800388 317.633929,231.693309 317.857143,231.584901 318.303571,231.364103 318.750000,231.138007 319.196429,230.906623 319.642857,230.669963 320.535714,230.180860 320.982143,229.928441 321.205357,229.800270 321.428571,229.670794 322.321429,229.139866 322.767857,228.866611 323.214286,228.588179 323.660714,228.304586 324.107143,228.015844 325.000000,227.422971 325.892857,226.809678 326.339286,226.495411 326.785714,226.176085 327.678571,225.522318 328.125000,225.187908 328.571429,224.848504 329.464286,224.154776 330.357143,223.441271 330.803571,223.077145 331.250000,222.708128 332.142857,221.955493 333.035714,221.183513 333.928571,220.392339 334.821429,219.582129 335.714286,218.753040 336.607143,217.905237 337.500000,217.038885 338.392857,216.154156 339.285714,215.251223 341.071429,213.391459 341.964286,212.434994 342.857143,211.461058 344.642857,209.461537 346.428571,207.394471 348.214286,205.261485 350.000000,203.064257 353.571429,198.484040 355.357143,196.104655 357.142857,193.668232 360.714286,188.631985 364.285714,183.391144 371.428571,172.362234 378.571429,160.720195 385.714286,148.611434 392.857143,136.188225 400.000000,123.606798" style="stroke: rgb(24.720000%, 24.000000%, 60.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="0.000000,123.606798 7.142857,111.025370 14.285714,98.602161 21.428571,86.493400 28.571429,74.851362 32.142857,69.251395 35.714286,63.822451 39.285714,58.581611 41.071429,56.036907 42.857143,53.545363 46.428571,48.729555 48.214286,46.409079 50.000000,44.149339 51.785714,41.952111 53.571429,39.819125 54.464286,38.777249 55.357143,37.752058 56.250000,36.743755 57.142857,35.752538 58.928571,33.822136 60.714286,31.962373 61.607143,31.059440 62.500000,30.174710 63.392857,29.308359 63.839286,28.882128 64.285714,28.460555 66.071429,26.821256 66.964286,26.030083 67.857143,25.258103 68.750000,24.505467 69.196429,24.136450 69.642857,23.772325 70.535714,23.058820 70.982143,22.709475 71.205357,22.536662 71.428571,22.365092 72.321429,21.691278 73.214286,21.037510 74.107143,20.403917 75.000000,19.790625 75.892857,19.197752 76.339286,18.909010 76.785714,18.625416 77.678571,18.073730 78.125000,17.805664 78.348214,17.673582 78.571429,17.542801 79.464286,17.032736 79.910714,16.785558 80.357143,16.543632 80.803571,16.306972 81.250000,16.075588 81.696429,15.849492 82.142857,15.628695 82.589286,15.413208 83.035714,15.203041 83.482143,14.998204 83.705357,14.897789 83.928571,14.798709 84.375000,14.604564 84.821429,14.415780 85.267857,14.232364 85.491071,14.142673 85.714286,14.054328 86.607143,13.714424 87.053571,13.552574 87.500000,13.396136 87.946429,13.245118 88.169643,13.171643 88.392857,13.099526 88.839286,12.959369 89.062500,12.891330 89.285714,12.824653 89.732143,12.695384 89.955357,12.632795 90.178571,12.571570 90.401786,12.511710 90.625000,12.453215 90.848214,12.396087 91.071429,12.340327 91.517857,12.232910 91.741071,12.181255 91.964286,12.130970 92.187500,12.082055 92.410714,12.034511 92.633929,11.988339 92.857143,11.943539 93.750000,11.778073 94.196429,11.703587 94.642857,11.634603 95.089286,11.571125 95.312500,11.541452 95.535714,11.513157 95.982143,11.460701 96.205357,11.436541 96.428571,11.413760 96.875000,11.372336 97.098214,11.353693 97.321429,11.336431 97.544643,11.320549 97.767857,11.306047 97.991071,11.292925 98.214286,11.281185 98.660714,11.261847 98.883929,11.254249 99.107143,11.248033 99.330357,11.243198 99.553571,11.239744 99.776786,11.237672 100.000000,11.236982 100.892857,11.248033 101.339286,11.261847 101.785714,11.281185 102.232143,11.306047 102.455357,11.320549 102.678571,11.336431 103.125000,11.372336 103.348214,11.392358 103.571429,11.413760 104.017857,11.460701 104.241071,11.486240 104.464286,11.513157 104.687500,11.541452 104.910714,11.571125 105.133929,11.602176 105.357143,11.634603 105.803571,11.703587 106.026786,11.740142 106.250000,11.778073 106.473214,11.817379 106.696429,11.858059 106.919643,11.900112 107.142857,11.943539 108.035714,12.130970 108.482143,12.232910 108.928571,12.340327 109.375000,12.453215 109.598214,12.511710 109.821429,12.571570 110.267857,12.695384 110.491071,12.759337 110.714286,12.824653 111.160714,12.959369 111.607143,13.099526 112.053571,13.245118 112.276786,13.319949 112.500000,13.396136 112.946429,13.552574 113.392857,13.714424 113.839286,13.881678 114.062500,13.967329 114.285714,14.054328 115.178571,14.415780 115.625000,14.604564 116.071429,14.798709 116.517857,14.998204 116.741071,15.099956 116.964286,15.203041 117.410714,15.413208 117.633929,15.520287 117.857143,15.628695 118.303571,15.849492 118.750000,16.075588 119.196429,16.306972 119.642857,16.543632 120.535714,17.032736 120.982143,17.285154 121.205357,17.413325 121.428571,17.542801 122.321429,18.073730 122.767857,18.346985 123.214286,18.625416 123.660714,18.909010 124.107143,19.197752 125.000000,19.790625 125.892857,20.403917 126.339286,20.718184 126.785714,21.037510 127.678571,21.691278 128.125000,22.025687 128.571429,22.365092 129.464286,23.058820 130.357143,23.772325 130.803571,24.136450 131.250000,24.505467 132.142857,25.258103 133.035714,26.030083 133.928571,26.821256 134.821429,27.631467 135.714286,28.460555 136.607143,29.308359 137.500000,30.174710 138.392857,31.059440 139.285714,31.962373 141.071429,33.822136 141.964286,34.778601 142.857143,35.752538 144.642857,37.752058 146.428571,39.819125 148.214286,41.952111 150.000000,44.149339 153.571429,48.729555 155.357143,51.108941 157.142857,53.545363 160.714286,58.581611 164.285714,63.822451 171.428571,74.851362 178.571429,86.493400 185.714286,98.602161 192.857143,111.025370 200.000000,123.606798 207.142857,136.188225 214.285714,148.611434 221.428571,160.720195 228.571429,172.362234 232.142857,177.962200 235.714286,183.391144 239.285714,188.631985 241.071429,191.176689 242.857143,193.668232 246.428571,198.484040 248.214286,200.804516 250.000000,203.064257 251.785714,205.261485 253.571429,207.394471 254.464286,208.436347 255.357143,209.461537 256.250000,210.469840 257.142857,211.461058 258.928571,213.391459 260.714286,215.251223 261.607143,216.154156 262.500000,217.038885 263.392857,217.905237 263.839286,218.331468 264.285714,218.753040 266.071429,220.392339 266.964286,221.183513 267.857143,221.955493 268.750000,222.708128 269.196429,223.077145 269.642857,223.441271 270.535714,224.154776 270.982143,224.504121 271.205357,224.676933 271.428571,224.848504 272.321429,225.522318 273.214286,226.176085 274.107143,226.809678 275.000000,227.422971 275.892857,228.015844 276.339286,228.304586 276.785714,228.588179 277.678571,229.139866 278.125000,229.407931 278.348214,229.540014 278.571429,229.670794 279.464286,230.180860 279.910714,230.428038 280.357143,230.669963 280.803571,230.906623 281.250000,231.138007 281.696429,231.364103 282.142857,231.584901 282.589286,231.800388 283.035714,232.010555 283.482143,232.215391 283.705357,232.315807 283.928571,232.414886 284.375000,232.609031 284.821429,232.797816 285.267857,232.981231 285.491071,233.070922 285.714286,233.159268 286.607143,233.499171 287.053571,233.661021 287.500000,233.817459 287.946429,233.968478 288.169643,234.041952 288.392857,234.114069 288.839286,234.254227 289.062500,234.322265 289.285714,234.388943 289.732143,234.518211 289.955357,234.580801 290.178571,234.642026 290.401786,234.701886 290.625000,234.760380 290.848214,234.817508 291.071429,234.873269 291.517857,234.980686 291.741071,235.032341 291.964286,235.082626 292.187500,235.131541 292.410714,235.179084 292.633929,235.225256 292.857143,235.270056 293.750000,235.435523 294.196429,235.510009 294.642857,235.578993 295.089286,235.642470 295.312500,235.672143 295.535714,235.700438 295.982143,235.752894 296.205357,235.777054 296.428571,235.799835 296.875000,235.841260 297.098214,235.859902 297.321429,235.877165 297.544643,235.893047 297.767857,235.907549 297.991071,235.920670 298.214286,235.932411 298.660714,235.951749 298.883929,235.959346 299.107143,235.965563 299.330357,235.970397 299.553571,235.973851 299.776786,235.975923 300.000000,235.976614 300.892857,235.965563 301.339286,235.951749 301.785714,235.932411 302.232143,235.907549 302.455357,235.893047 302.678571,235.877165 303.125000,235.841260 303.348214,235.821237 303.571429,235.799835 304.017857,235.752894 304.241071,235.727355 304.464286,235.700438 304.687500,235.672143 304.910714,235.642470 305.133929,235.611420 305.357143,235.578993 305.803571,235.510009 306.026786,235.473453 306.250000,235.435523 306.473214,235.396217 306.696429,235.355537 306.919643,235.313483 307.142857,235.270056 308.035714,235.082626 308.482143,234.980686 308.928571,234.873269 309.375000,234.760380 309.598214,234.701886 309.821429,234.642026 310.267857,234.518211 310.491071,234.454258 310.714286,234.388943 311.160714,234.254227 311.607143,234.114069 312.053571,233.968478 312.276786,233.893647 312.500000,233.817459 312.946429,233.661021 313.392857,233.499171 313.839286,233.331918 314.062500,233.246267 314.285714,233.159268 315.178571,232.797816 315.625000,232.609031 316.071429,232.414886 316.517857,232.215391 316.741071,232.113640 316.964286,232.010555 317.410714,231.800388 317.633929,231.693309 317.857143,231.584901 318.303571,231.364103 318.750000,231.138007 319.196429,230.906623 319.642857,230.669963 320.535714,230.180860 320.982143,229.928441 321.205357,229.800270 321.428571,229.670794 322.321429,229.139866 322.767857,228.866611 323.214286,228.588179 323.660714,228.304586 324.107143,228.015844 325.000000,227.422971 325.892857,226.809678 326.339286,226.495411 326.785714,226.176085 327.678571,225.522318 328.125000,225.187908 328.571429,224.848504 329.464286,224.154776 330.357143,223.441271 330.803571,223.077145 331.250000,222.708128 332.142857,221.955493 333.035714,221.183513 333.928571,220.392339 334.821429,219.582129 335.714286,218.753040 336.607143,217.905237 337.500000,217.038885 338.392857,216.154156 339.285714,215.251223 341.071429,213.391459 341.964286,212.434994 342.857143,211.461058 344.642857,209.461537 346.428571,207.394471 348.214286,205.261485 350.000000,203.064257 353.571429,198.484040 355.357143,196.104655 357.142857,193.668232 360.714286,188.631985 364.285714,183.391144 371.428571,172.362234 378.571429,160.720195 385.714286,148.611434 392.857143,136.188225 400.000000,123.606798" style="stroke: rgb(60.000000%, 24.000000%, 44.289312%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="-16.000000,123.606798 416.000000,123.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="63.661977" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1</mn></math></foreignObject>
<foreignObject x="127.323954" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>2</mn></math></foreignObject>
<foreignObject x="190.985932" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>3</mn></math></foreignObject>
<foreignObject x="254.647909" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>4</mn></math></foreignObject>
<foreignObject x="318.309886" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>5</mn></math></foreignObject>
<foreignObject x="381.971863" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>6</mn></math></foreignObject>
<polyline points="63.661977,123.606798 63.661977,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="127.323954,123.606798 127.323954,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="190.985932,123.606798 190.985932,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="254.647909,123.606798 254.647909,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="318.309886,123.606798 318.309886,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="381.971863,123.606798 381.971863,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="12.732395,123.606798 12.732395,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="25.464791,123.606798 25.464791,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="38.197186,123.606798 38.197186,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="50.929582,123.606798 50.929582,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="76.394373,123.606798 76.394373,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="89.126768,123.606798 89.126768,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="101.859164,123.606798 101.859164,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="114.591559,123.606798 114.591559,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="140.056350,123.606798 140.056350,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="152.788745,123.606798 152.788745,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="165.521141,123.606798 165.521141,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="178.253536,123.606798 178.253536,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="203.718327,123.606798 203.718327,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="216.450723,123.606798 216.450723,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="229.183118,123.606798 229.183118,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="241.915513,123.606798 241.915513,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="267.380304,123.606798 267.380304,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="280.112700,123.606798 280.112700,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="292.845095,123.606798 292.845095,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="305.577491,123.606798 305.577491,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="331.042282,123.606798 331.042282,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="343.774677,123.606798 343.774677,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="356.507073,123.606798 356.507073,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="369.239468,123.606798 369.239468,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="394.704259,123.606798 394.704259,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="407.436654,123.606798 407.436654,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="0.000000,260.157867 0.000000,-12.944272" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="-2.666667" y="235.976614" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-1.0</mtext></math></foreignObject>
<foreignObject x="-2.666667" y="179.791706" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-0.5</mtext></math></foreignObject>
<foreignObject x="-2.666667" y="67.421890" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.5</mn></math></foreignObject>
<foreignObject x="-2.666667" y="11.236982" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1.0</mn></math></foreignObject>
<polyline points="0.000000,235.976614 6.666667,235.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,179.791706 6.666667,179.791706" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,67.421890 6.666667,67.421890" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,11.236982 6.666667,11.236982" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,247.213595 4.000000,247.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,224.739632 4.000000,224.739632" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,213.502651 4.000000,213.502651" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,202.265669 4.000000,202.265669" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,191.028687 4.000000,191.028687" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,168.554724 4.000000,168.554724" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,157.317743 4.000000,157.317743" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,146.080761 4.000000,146.080761" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,134.843779 4.000000,134.843779" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,112.369816 4.000000,112.369816" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,101.132835 4.000000,101.132835" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,89.895853 4.000000,89.895853" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,78.658871 4.000000,78.658871" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,56.184908 4.000000,56.184908" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,44.947926 4.000000,44.947926" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,33.710945 4.000000,33.710945" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,22.473963 4.000000,22.473963" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,0.000000 4.000000,0.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
            </svg>
        "/></mstyle></math>
p6832
sg15
I2
sass(g1709
g6429
VInexactNumberQ
p6833
I0
tp6834
(dp6835
g6
VInexactNumberQ[a]
p6836
sg8
(lp6837
(dp6838
g11
(lp6839
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p6840
sg15
I1
sass(g1709
g6429
g6833
I1
tp6841
(dp6842
g6
VInexactNumberQ[3.0]
p6843
sg8
(lp6844
(dp6845
g11
(lp6846
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p6847
sg15
I2
sass(g1709
g6429
g6833
I2
tp6848
(dp6849
g6
VInexactNumberQ[2/3]
p6850
sg8
(lp6851
(dp6852
g11
(lp6853
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p6854
sg15
I3
sass(g1709
g6429
g6833
I3
tp6855
(dp6856
g6
VInexactNumberQ[4.0+I]
p6857
sg8
(lp6858
(dp6859
g11
(lp6860
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p6861
sg15
I4
sass(g1709
g6429
VIntegerQ
p6862
I0
tp6863
(dp6864
g6
VIntegerQ[3]
p6865
sg8
(lp6866
(dp6867
g11
(lp6868
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p6869
sg15
I1
sass(g1709
g6429
g6862
I1
tp6870
(dp6871
g6
VIntegerQ[Pi]
p6872
sg8
(lp6873
(dp6874
g11
(lp6875
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p6876
sg15
I2
sass(g1709
g6429
VInteger
p6877
I0
tp6878
(dp6879
g6
VHead[5]
p6880
sg8
(lp6881
(dp6882
g11
(lp6883
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>Integer</mi></mstyle></math>
p6884
sg15
I1
sass(g1709
g6429
VMachineNumberQ
p6885
I0
tp6886
(dp6887
g6
VMachineNumberQ[3.14159265358979324]
p6888
sg8
(lp6889
(dp6890
g11
(lp6891
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p6892
sg15
I1
sass(g1709
g6429
g6885
I1
tp6893
(dp6894
g6
VMachineNumberQ[1.5 + 2.3 I]
p6895
sg8
(lp6896
(dp6897
g11
(lp6898
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p6899
sg15
I2
sass(g1709
g6429
g6885
I2
tp6900
(dp6901
g6
VMachineNumberQ[2.71828182845904524 + 3.14159265358979324 I]
p6902
sg8
(lp6903
(dp6904
g11
(lp6905
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p6906
sg15
I3
sass(g1709
g6429
VMinus
p6907
I0
tp6908
(dp6909
g6
V-a //FullForm
p6910
sg8
(lp6911
(dp6912
g11
(lp6913
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Times</mi> <mo>[</mo> <mrow><mtext>-1</mtext> <mtext>,&nbsp;</mtext> <mi>a</mi></mrow> <mo>]</mo></mrow></mstyle></math>
p6914
sg15
I1
sass(g1709
g6429
g6907
I1
tp6915
(dp6916
g6
V-(x - 2/3)
p6917
sg8
(lp6918
(dp6919
g11
(lp6920
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mfrac><mn>2</mn> <mn>3</mn></mfrac> <mo>-</mo> <mi>x</mi></mrow></mstyle></math>
p6921
sg15
I2
sass(g1709
g6429
g6907
I2
tp6922
(dp6923
g6
V-Range[10]
p6924
sg8
(lp6925
(dp6926
g11
(lp6927
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mtext>-1</mtext> <mo>,</mo> <mtext>-2</mtext> <mo>,</mo> <mtext>-3</mtext> <mo>,</mo> <mtext>-4</mtext> <mo>,</mo> <mtext>-5</mtext> <mo>,</mo> <mtext>-6</mtext> <mo>,</mo> <mtext>-7</mtext> <mo>,</mo> <mtext>-8</mtext> <mo>,</mo> <mtext>-9</mtext> <mo>,</mo> <mtext>-10</mtext></mrow> <mo>}</mo></mrow></mstyle></math>
p6928
sg15
I3
sass(g1709
g6429
VNumberQ
p6929
I0
tp6930
(dp6931
g6
VNumberQ[3+I]
p6932
sg8
(lp6933
(dp6934
g11
(lp6935
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p6936
sg15
I1
sass(g1709
g6429
g6929
I1
tp6937
(dp6938
g6
VNumberQ[5!]
p6939
sg8
(lp6940
(dp6941
g11
(lp6942
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p6943
sg15
I2
sass(g1709
g6429
g6929
I2
tp6944
(dp6945
g6
VNumberQ[Pi]
p6946
sg8
(lp6947
(dp6948
g11
(lp6949
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p6950
sg15
I3
sass(g1709
g6429
VPiecewise
p6951
I0
tp6952
(dp6953
g6
VPiecewise[{{0, x <= 0}}, 1]
p6954
sg8
(lp6955
(dp6956
g11
(lp6957
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Piecewise</mi> <mo>[</mo> <mrow><mrow><mo>{</mo> <mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mrow><mi>x</mi> <mo>&lt;=</mo> <mn>0</mn></mrow></mrow> <mo>}</mo></mrow> <mo>}</mo></mrow> <mo>,</mo> <mn>1</mn></mrow> <mo>]</mo></mrow></mstyle></math>
p6958
sg15
I1
sass(g1709
g6429
g6951
I1
tp6959
(dp6960
g6
VIntegrate[Piecewise[{{1, x <= 0}, {-1, x > 0}}], x]
p6961
sg8
(lp6962
(dp6963
g11
(lp6964
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Piecewise</mi> <mo>[</mo> <mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mi>x</mi> <mo>,</mo> <mrow><mi>x</mi> <mo>&lt;=</mo> <mn>0</mn></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mrow><mo>-</mo> <mi>x</mi></mrow> <mo>,</mo> <mi>True</mi></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow> <mo>]</mo></mrow></mstyle></math>
p6965
sg15
I2
sass(g1709
g6429
g6951
I2
tp6966
(dp6967
g6
VIntegrate[Piecewise[{{1, x <= 0}, {-1, x > 0}}], {x, -1, 2}]
p6968
sg8
(lp6969
(dp6970
g11
(lp6971
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>-1</mtext></mstyle></math>
p6972
sg15
I3
sass(g1709
g6429
g6951
I3
tp6973
(dp6974
g6
VPiecewise[{{1, False}}]
p6975
sg8
(lp6976
(dp6977
g11
(lp6978
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0</mn></mstyle></math>
p6979
sg15
I4
sass(g1709
g6429
g6951
I4
tp6980
(dp6981
g6
VPlot[Piecewise[{{Log[x], x > 0}, {x*-0.5, x < 0}}], {x, -1, 1}]
p6982
sg8
(lp6983
(dp6984
g11
(lp6985
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="247px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-17.666667 -14.610939 435.333333 276.435473">
                <polyline points="0.000000,11.236982 7.142857,12.877765 14.285714,14.518548 21.428571,16.159331 28.571429,17.800113 35.714286,19.440896 42.857143,21.081679 50.000000,22.722462 57.142857,24.363245 64.285714,26.004028 71.428571,27.644811 78.571429,29.285594 85.714286,30.926377 92.857143,32.567160 100.000000,34.207943 107.142857,35.848726 114.285714,37.489509 121.428571,39.130292 128.571429,40.771075 135.714286,42.411858 142.857143,44.052641 150.000000,45.693424 157.142857,47.334207 164.285714,48.974990 171.428571,50.615773 178.571429,52.256556 185.714286,53.897339 192.857143,55.538122" style="stroke: rgb(24.720000%, 24.000000%, 60.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" /><polyline points="207.142857,363.354672 208.928571,342.851384 210.714286,326.098978 212.500000,311.935021 214.285714,299.665643 217.857143,279.162355 219.642857,270.404889 221.428571,262.409949 225.000000,248.245992 226.785714,241.906661 228.571429,235.976614 232.142857,225.154256 233.928571,220.186351 235.714286,215.473326 239.285714,206.715860 241.071429,202.631461 242.857143,198.720920 246.428571,191.366288 248.214286,187.898562 250.000000,184.556963 253.571429,178.217632 255.357143,175.204777 257.142857,172.287585 260.714286,166.717161 262.500000,164.053675 264.285714,161.465227 267.857143,156.497322 269.642857,154.110595 271.428571,151.784297 275.000000,147.301269 276.785714,145.139197 278.571429,143.026831 282.142857,138.942432 283.928571,136.966359 285.714286,135.031891 289.285714,131.281009 291.071429,129.461468 292.857143,127.677259 296.428571,124.209533 298.214286,122.523543 300.000000,120.867934 303.571429,117.643608 305.357143,116.072906 307.142857,114.528603 310.714286,111.515748 312.500000,110.045575 314.285714,108.598556 317.857143,105.771137 319.642857,104.389399 321.428571,103.028132 325.000000,100.364646 326.785714,99.061307 328.571429,97.776197 332.142857,95.258674 333.928571,94.025316 335.714286,92.808293 339.285714,90.421566 341.071429,89.251055 342.857143,88.095268 346.428571,85.826416 348.214286,84.712659 350.000000,83.612240 353.571429,81.450168 357.142857,79.337802 360.714286,77.272910 364.285714,75.253403 367.857143,73.277330 371.428571,71.342862 375.000000,69.448283 378.571429,67.591980 382.142857,65.772439 385.714286,63.988230 389.285714,62.238009 392.857143,60.520504 396.428571,58.834514 400.000000,57.178905" style="stroke: rgb(24.720000%, 24.000000%, 60.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="-16.000000,57.178905 416.000000,57.178905" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="0.000000" y="59.845571" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-1.0</mtext></math></foreignObject>
<foreignObject x="100.000000" y="59.845571" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-0.5</mtext></math></foreignObject>
<foreignObject x="300.000000" y="59.845571" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.5</mn></math></foreignObject>
<foreignObject x="400.000000" y="59.845571" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1.0</mn></math></foreignObject>
<polyline points="0.000000,57.178905 0.000000,50.512238" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="100.000000,57.178905 100.000000,50.512238" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="300.000000,57.178905 300.000000,50.512238" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="400.000000,57.178905 400.000000,50.512238" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="20.000000,57.178905 20.000000,53.178905" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="40.000000,57.178905 40.000000,53.178905" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="60.000000,57.178905 60.000000,53.178905" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="80.000000,57.178905 80.000000,53.178905" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="120.000000,57.178905 120.000000,53.178905" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="140.000000,57.178905 140.000000,53.178905" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="160.000000,57.178905 160.000000,53.178905" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="180.000000,57.178905 180.000000,53.178905" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="220.000000,57.178905 220.000000,53.178905" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="240.000000,57.178905 240.000000,53.178905" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="260.000000,57.178905 260.000000,53.178905" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="280.000000,57.178905 280.000000,53.178905" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="320.000000,57.178905 320.000000,53.178905" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="340.000000,57.178905 340.000000,53.178905" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="360.000000,57.178905 360.000000,53.178905" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="380.000000,57.178905 380.000000,53.178905" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="200.000000,260.157867 200.000000,-12.944272" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="197.333333" y="240.946597" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-2.0</mtext></math></foreignObject>
<foreignObject x="197.333333" y="195.004674" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-1.5</mtext></math></foreignObject>
<foreignObject x="197.333333" y="149.062751" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-1.0</mtext></math></foreignObject>
<foreignObject x="197.333333" y="103.120828" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-0.5</mtext></math></foreignObject>
<foreignObject x="197.333333" y="11.236982" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.5</mn></math></foreignObject>
<polyline points="200.000000,240.946597 206.666667,240.946597" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,195.004674 206.666667,195.004674" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,149.062751 206.666667,149.062751" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,103.120828 206.666667,103.120828" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,11.236982 206.666667,11.236982" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,250.134982 204.000000,250.134982" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,231.758213 204.000000,231.758213" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,222.569828 204.000000,222.569828" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,213.381444 204.000000,213.381444" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,204.193059 204.000000,204.193059" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,185.816290 204.000000,185.816290" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,176.627905 204.000000,176.627905" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,167.439520 204.000000,167.439520" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,158.251136 204.000000,158.251136" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,139.874366 204.000000,139.874366" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,130.685982 204.000000,130.685982" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,121.497597 204.000000,121.497597" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,112.309213 204.000000,112.309213" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,93.932443 204.000000,93.932443" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,84.744059 204.000000,84.744059" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,75.555674 204.000000,75.555674" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,66.367289 204.000000,66.367289" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,47.990520 204.000000,47.990520" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,38.802136 204.000000,38.802136" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,29.613751 204.000000,29.613751" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,20.425366 204.000000,20.425366" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,2.048597 204.000000,2.048597" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
            </svg>
        "/></mstyle></math>
p6986
sg15
I5
sass(g1709
g6429
g6951
I5
tp6987
(dp6988
g6
VPiecewise[{{0 ^ 0, False}}, -1]
p6989
sg8
(lp6990
(dp6991
g11
(lp6992
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>-1</mtext></mstyle></math>
p6993
sg15
I6
sass(g1709
g6429
VPlus
p6994
I0
tp6995
(dp6996
g6
V1 + 2
p6997
sg8
(lp6998
(dp6999
g11
(lp7000
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>3</mn></mstyle></math>
p7001
sg15
I1
sass(g1709
g6429
g6994
I1
tp7002
(dp7003
g6
Va + b + a
p7004
sg8
(lp7005
(dp7006
g11
(lp7007
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mrow><mn>2</mn> <mo>&nbsp;</mo> <mi>a</mi></mrow> <mo>+</mo> <mi>b</mi></mrow></mstyle></math>
p7008
sg15
I2
sass(g1709
g6429
g6994
I2
tp7009
(dp7010
g6
Va + a + 3 * a
p7011
sg8
(lp7012
(dp7013
g11
(lp7014
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>5</mn> <mo>&nbsp;</mo> <mi>a</mi></mrow></mstyle></math>
p7015
sg15
I3
sass(g1709
g6429
g6994
I3
tp7016
(dp7017
g6
Va + b + 4.5 + a + b + a + 2 + 1.5 b
p7018
sg8
(lp7019
(dp7020
g11
(lp7021
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>6.5</mn> <mo>+</mo> <mrow><mn>3</mn> <mo>&nbsp;</mo> <mi>a</mi></mrow> <mo>+</mo> <mrow><mn>3.5</mn> <mo>&nbsp;</mo> <mi>b</mi></mrow></mrow></mstyle></math>
p7022
sg15
I4
sass(g1709
g6429
g6994
I4
tp7023
(dp7024
g6
VPlus @@ {2, 4, 6}
p7025
sg8
(lp7026
(dp7027
g11
(lp7028
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>12</mn></mstyle></math>
p7029
sg15
I5
sass(g1709
g6429
g6994
I5
tp7030
(dp7031
g6
VPlus @@ Range[1000]
p7032
sg8
(lp7033
(dp7034
g11
(lp7035
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>500500</mn></mstyle></math>
p7036
sg15
I6
sass(g1709
g6429
g6994
I6
tp7037
(dp7038
g6
VDefaultValues[Plus]
p7039
sg8
(lp7040
(dp7041
g11
(lp7042
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mi>HoldPattern</mi> <mo>[</mo> <mrow><mi>Default</mi> <mo>[</mo> <mi>Plus</mi> <mo>]</mo></mrow> <mo>]</mo></mrow> <mo>:&gt;</mo> <mn>0</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p7043
sg15
I7
sass(g1709
g6429
g6994
I7
tp7044
(dp7045
g6
Va /. n_. + x_ :> {n, x}
p7046
sg8
(lp7047
(dp7048
g11
(lp7049
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mi>a</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p7050
sg15
I8
sass(g1709
g6429
g6994
I8
tp7051
(dp7052
g6
V2 Graphics[{Red,Disk[]}] + 3 Graphics[{Red,Disk[]}]
p7053
sg8
(lp7054
(dp7055
g11
(lp7056
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>5</mn> <mo>&nbsp;</mo> <mglyph width="87px" height="87px" src="data:image/svg+xml;base64,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"/></mrow></mstyle></math>
p7057
sg15
I9
sass(g1709
g6429
VPochhammer
p7058
I0
tp7059
(dp7060
g6
VPochhammer[4, 8]
p7061
sg8
(lp7062
(dp7063
g11
(lp7064
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>6652800</mn></mstyle></math>
p7065
sg15
I1
sass(g1709
g6429
VPossibleZeroQ
p7066
I0
tp7067
(dp7068
g6
VPossibleZeroQ[E^(I Pi/4) - (-1)^(1/4)]
p7069
sg8
(lp7070
(dp7071
g11
(lp7072
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p7073
sg15
I1
sass(g1709
g6429
g7066
I1
tp7074
(dp7075
g6
VPossibleZeroQ[(x + 1) (x - 1) - x^2 + 1]
p7076
sg8
(lp7077
(dp7078
g11
(lp7079
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p7080
sg15
I2
sass(g1709
g6429
g7066
I2
tp7081
(dp7082
g6
VPossibleZeroQ[(E + Pi)^2 - E^2 - Pi^2 - 2 E Pi]
p7083
sg8
(lp7084
(dp7085
g11
(lp7086
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p7087
sg15
I3
sass(g1709
g6429
g7066
I3
tp7088
(dp7089
g6
VPossibleZeroQ[E^Pi - Pi^E]
p7090
sg8
(lp7091
(dp7092
g11
(lp7093
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p7094
sg15
I4
sass(g1709
g6429
g7066
I4
tp7095
(dp7096
g6
VPossibleZeroQ[1/x + 1/y - (x + y)/(x y)]
p7097
sg8
(lp7098
(dp7099
g11
(lp7100
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p7101
sg15
I5
sass(g1709
g6429
g7066
I5
tp7102
(dp7103
g6
VPossibleZeroQ[2^(2 I) - 2^(-2 I) - 2 I Sin[Log[4]]]
p7104
sg8
(lp7105
(dp7106
g11
(lp7107
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p7108
sg15
I6
sass(g1709
g6429
g7066
I6
tp7109
(dp7110
g6
VPossibleZeroQ[Sqrt[x^2] - x]
p7111
sg8
(lp7112
(dp7113
g11
(lp7114
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p7115
sg15
I7
sass(g1709
g6429
VPower
p7116
I0
tp7117
(dp7118
g6
V4 ^ (1/2)
p7119
sg8
(lp7120
(dp7121
g11
(lp7122
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>2</mn></mstyle></math>
p7123
sg15
I1
sass(g1709
g6429
g7116
I1
tp7124
(dp7125
g6
V4 ^ (1/3)
p7126
sg8
(lp7127
(dp7128
g11
(lp7129
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><msup><mn>2</mn> <mfrac><mn>2</mn> <mn>3</mn></mfrac></msup></mstyle></math>
p7130
sg15
I2
sass(g1709
g6429
g7116
I2
tp7131
(dp7132
g6
V3^123
p7133
sg8
(lp7134
(dp7135
g11
(lp7136
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>48519278097689642681155855396759336072749841943521979872827</mn></mstyle></math>
p7137
sg15
I3
sass(g1709
g6429
g7116
I3
tp7138
(dp7139
g6
V(y ^ 2) ^ (1/2)
p7140
sg8
(lp7141
(dp7142
g11
(lp7143
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><msqrt><msup><mi>y</mi> <mn>2</mn></msup></msqrt></mstyle></math>
p7144
sg15
I4
sass(g1709
g6429
g7116
I4
tp7145
(dp7146
g6
V(y ^ 2) ^ 3
p7147
sg8
(lp7148
(dp7149
g11
(lp7150
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><msup><mi>y</mi> <mn>6</mn></msup></mstyle></math>
p7151
sg15
I5
sass(g1709
g6429
g7116
I5
tp7152
(dp7153
g6
VPlot[Evaluate[Table[x^y, {y, 1, 5}]], {x, -1.5, 1.5}, AspectRatio -> 1]
p7154
sg8
(lp7155
(dp7156
g11
(lp7157
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="350px" height="350px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-16.666667 -16.666667 383.333333 383.333333">
                <polyline points="0.000000,272.548280 6.250000,269.805900 12.500000,267.063521 18.750000,264.321142 25.000000,261.578762 31.250000,258.836383 37.500000,256.094004 43.750000,253.351624 50.000000,250.609245 56.250000,247.866866 62.500000,245.124486 68.750000,242.382107 75.000000,239.639728 81.250000,236.897349 87.500000,234.154969 93.750000,231.412590 100.000000,228.670211 106.250000,225.927831 112.500000,223.185452 118.750000,220.443073 125.000000,217.700693 131.250000,214.958314 137.500000,212.215935 143.750000,209.473555 150.000000,206.731176 156.250000,203.988797 162.500000,201.246417 168.750000,198.504038 175.000000,195.761659 181.250000,193.019280 187.500000,190.276900 193.750000,187.534521 200.000000,184.792142 206.250000,182.049762 212.500000,179.307383 218.750000,176.565004 225.000000,173.822624 231.250000,171.080245 237.500000,168.337866 243.750000,165.595486 250.000000,162.853107 256.250000,160.110728 262.500000,157.368349 268.750000,154.625969 275.000000,151.883590 281.250000,149.141211 287.500000,146.398831 293.750000,143.656452 300.000000,140.914073 306.250000,138.171693 312.500000,135.429314 318.750000,132.686935 325.000000,129.944555 331.250000,127.202176 337.500000,124.459797 343.750000,121.717417 350.000000,118.975038" style="stroke: rgb(24.720000%, 24.000000%, 60.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="0.000000,80.581728 6.250000,88.661953 12.500000,96.448351 18.750000,103.940923 25.000000,111.139669 31.250000,118.044588 37.500000,124.655681 43.750000,130.972948 50.000000,136.996388 56.250000,142.726002 59.375000,145.480624 62.500000,148.161789 65.625000,150.769498 68.750000,153.303751 71.875000,155.764546 75.000000,158.151885 78.125000,160.465768 79.687500,161.595163 81.250000,162.706194 84.375000,164.873163 85.937500,165.929102 87.500000,166.966676 90.625000,168.986732 92.187500,169.969214 93.750000,170.933332 96.875000,172.806475 98.437500,173.715500 100.000000,174.606161 103.125000,176.332391 104.687500,177.167960 106.250000,177.985164 109.375000,179.564481 110.937500,180.326593 112.500000,181.070341 114.062500,181.795725 115.625000,182.502745 116.406250,182.849368 117.187500,183.191400 117.968750,183.528841 118.750000,183.861691 120.312500,184.513619 121.875000,185.147182 123.437500,185.762381 124.218750,186.063094 125.000000,186.359216 126.562500,186.937686 128.125000,187.497793 129.687500,188.039535 130.468750,188.303520 131.250000,188.562913 132.812500,189.067927 133.593750,189.313548 134.375000,189.554577 135.156250,189.791016 135.937500,190.022863 136.718750,190.250119 137.500000,190.472784 139.062500,190.904342 139.843750,191.113234 140.625000,191.317535 141.406250,191.517245 141.796875,191.615379 142.187500,191.712364 142.968750,191.902892 143.359375,191.996435 143.750000,192.088829 144.531250,192.270175 145.312500,192.446930 145.703125,192.533586 146.093750,192.619094 146.875000,192.786667 147.656250,192.949649 148.046875,193.029418 148.437500,193.108040 149.218750,193.261839 149.609375,193.337018 149.804687,193.374176 150.000000,193.411048 150.781250,193.555666 151.562500,193.695692 152.343750,193.831128 153.125000,193.961972 153.906250,194.088226 154.296875,194.149631 154.687500,194.209888 155.468750,194.326960 155.859375,194.383774 156.054687,194.411751 156.250000,194.439440 157.031250,194.547330 157.812500,194.650628 158.593750,194.749335 159.375000,194.843451 160.156250,194.932977 160.546875,194.976018 160.937500,195.017911 161.718750,195.098254 162.109375,195.136704 162.304687,195.155499 162.500000,195.174006 163.281250,195.245167 163.671875,195.279026 164.062500,195.311737 164.453125,195.343301 164.843750,195.373716 165.234375,195.402984 165.625000,195.431104 166.015625,195.458077 166.406250,195.483901 166.796875,195.508578 167.187500,195.532107 167.968750,195.575722 168.359375,195.595808 168.554687,195.605420 168.750000,195.614746 169.531250,195.649178 169.921875,195.664673 170.312500,195.679020 170.703125,195.692219 171.093750,195.704271 171.484375,195.715175 171.875000,195.724931 172.265625,195.733539 172.656250,195.740999 173.046875,195.747312 173.437500,195.752477 174.218750,195.759363 174.609375,195.761085 174.804688,195.761515 175.000000,195.761659 175.781250,195.759363 176.171875,195.756494 176.562500,195.752477 176.953125,195.747312 177.343750,195.740999 177.734375,195.733539 178.125000,195.724931 178.515625,195.715175 178.906250,195.704271 179.296875,195.692219 179.687500,195.679020 180.468750,195.649178 180.859375,195.632536 181.054687,195.623784 181.250000,195.614746 182.031250,195.575722 182.421875,195.554488 182.812500,195.532107 183.203125,195.508578 183.593750,195.483901 183.984375,195.458077 184.375000,195.431104 184.765625,195.402984 185.156250,195.373716 185.546875,195.343301 185.937500,195.311737 186.718750,195.245167 187.109375,195.210161 187.304687,195.192227 187.500000,195.174006 188.281250,195.098254 189.062500,195.017911 189.843750,194.932977 190.625000,194.843451 191.406250,194.749335 191.796875,194.700555 192.187500,194.650628 192.968750,194.547330 193.359375,194.493959 193.554687,194.466843 193.750000,194.439440 194.531250,194.326960 195.312500,194.209888 196.093750,194.088226 196.875000,193.961972 197.656250,193.831128 198.046875,193.763984 198.437500,193.695692 199.218750,193.555666 199.609375,193.483931 200.000000,193.411048 200.781250,193.261839 201.562500,193.108040 201.953125,193.029418 202.343750,192.949649 203.125000,192.786667 203.906250,192.619094 204.296875,192.533586 204.687500,192.446930 205.468750,192.270175 205.859375,192.180076 206.250000,192.088829 207.031250,191.902892 207.812500,191.712364 208.203125,191.615379 208.593750,191.517245 209.375000,191.317535 210.156250,191.113234 210.937500,190.904342 211.718750,190.690859 212.500000,190.472784 214.062500,190.022863 214.843750,189.791016 215.625000,189.554577 216.406250,189.313548 217.187500,189.067927 217.968750,188.817716 218.750000,188.562913 220.312500,188.039535 221.875000,187.497793 223.437500,186.937686 224.218750,186.650746 225.000000,186.359216 226.562500,185.762381 228.125000,185.147182 229.687500,184.513619 230.468750,184.189951 231.250000,183.861691 232.812500,183.191400 234.375000,182.502745 235.937500,181.795725 237.500000,181.070341 240.625000,179.564481 242.187500,178.784005 243.750000,177.985164 246.875000,176.332391 248.437500,175.478458 250.000000,174.606161 253.125000,172.806475 254.687500,171.879085 256.250000,170.933332 259.375000,168.986732 260.937500,167.985886 262.500000,166.966676 265.625000,164.873163 267.187500,163.798861 268.750000,162.706194 271.875000,160.465768 275.000000,158.151885 278.125000,155.764546 281.250000,153.303751 284.375000,150.769498 287.500000,148.161789 293.750000,142.726002 300.000000,136.996388 306.250000,130.972948 312.500000,124.655681 318.750000,118.044588 325.000000,111.139669 331.250000,103.940923 337.500000,96.448351 343.750000,88.661953 350.000000,80.581728" style="stroke: rgb(60.000000%, 24.000000%, 44.289312%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="0.000000,368.531555 3.125000,359.440319 6.250000,350.673734 9.375000,342.225898 12.500000,334.090909 15.625000,326.262863 18.750000,318.735859 21.875000,311.503992 23.437500,307.996891 25.000000,304.561360 28.125000,297.902062 29.687500,294.676817 31.250000,291.520193 34.375000,285.409850 35.937500,282.454657 37.500000,279.565133 40.625000,273.980136 42.187500,271.283189 43.750000,268.648959 46.875000,263.565697 48.437500,261.115191 50.000000,258.724449 53.125000,254.119311 54.687500,251.903439 56.250000,249.744381 57.812500,247.641399 59.375000,245.593756 60.156250,244.590456 60.937500,243.600713 61.718750,242.624436 62.500000,241.661533 64.062500,239.775478 65.625000,237.941809 67.187500,236.159790 67.968750,235.287919 68.750000,234.428682 70.312500,232.747748 71.875000,231.116249 73.437500,229.533448 74.218750,228.760079 75.000000,227.998607 76.562500,226.510989 78.125000,225.069854 79.687500,223.674466 80.468750,222.993696 81.250000,222.324086 82.812500,221.017977 84.375000,219.755401 85.156250,219.140207 85.937500,218.535620 86.718750,217.941547 87.109375,217.648424 87.500000,217.357896 89.062500,216.221491 89.843750,215.668553 90.625000,215.125668 91.406250,214.592744 92.187500,214.069689 92.968750,213.556410 93.750000,213.052815 95.312500,212.074309 96.093750,211.599214 96.875000,211.133434 97.656250,210.676877 98.437500,210.229450 99.218750,209.791063 100.000000,209.361622 101.562500,208.529209 102.343750,208.126054 103.125000,207.731476 103.906250,207.345383 104.687500,206.967683 105.468750,206.598284 106.250000,206.237093 107.812500,205.538969 108.593750,205.201850 109.375000,204.872571 110.156250,204.551040 110.937500,204.237164 111.718750,203.930850 112.500000,203.632008 114.062500,203.056365 114.843750,202.779381 115.625000,202.509499 116.406250,202.246626 117.187500,201.990671 117.968750,201.741541 118.750000,201.499143 120.312500,201.034178 121.093750,200.811425 121.875000,200.595037 122.656250,200.384920 123.437500,200.180983 124.218750,199.983133 125.000000,199.791277 126.562500,199.425183 128.125000,199.081962 129.687500,198.760877 130.468750,198.608404 131.250000,198.461188 132.812500,198.182160 134.375000,197.923053 135.937500,197.683131 136.718750,197.570133 137.500000,197.461654 139.062500,197.257886 140.625000,197.071088 142.187500,196.900523 143.750000,196.745452 146.875000,196.478844 148.437500,196.365831 150.000000,196.265361 153.125000,196.099100 154.687500,196.031833 156.250000,195.974158 159.375000,195.884633 162.500000,195.824622 168.750000,195.769529 175.000000,195.761659 181.250000,195.753789 184.375000,195.735096 187.500000,195.698696 190.625000,195.638685 192.187500,195.597980 193.750000,195.549159 196.875000,195.424218 198.437500,195.346621 200.000000,195.257957 203.125000,195.044473 204.687500,194.918179 205.468750,194.849821 206.250000,194.777865 207.812500,194.622795 209.375000,194.452230 210.937500,194.265432 211.718750,194.165715 212.500000,194.061664 214.062500,193.840187 215.625000,193.600264 217.187500,193.341158 217.968750,193.204180 218.750000,193.062129 220.312500,192.762441 221.875000,192.441355 223.437500,192.098134 224.218750,191.917993 225.000000,191.732040 226.562500,191.342335 227.343750,191.138398 228.125000,190.928281 228.906250,190.711892 229.687500,190.489140 230.468750,190.259932 231.250000,190.024175 232.812500,189.532647 233.593750,189.276691 234.375000,189.013819 235.156250,188.743936 235.937500,188.466952 236.718750,188.182774 237.500000,187.891310 239.062500,187.286154 239.843750,186.972278 240.625000,186.650746 241.406250,186.321468 242.187500,185.984349 242.968750,185.639299 243.750000,185.286225 245.312500,184.555635 246.093750,184.177935 246.875000,183.791842 247.656250,183.397264 248.437500,182.994109 249.218750,182.582283 250.000000,182.161696 251.562500,181.293867 252.343750,180.846441 253.125000,180.389884 253.906250,179.924104 254.687500,179.449008 255.468750,178.964505 256.250000,178.470503 257.812500,177.453629 258.593750,176.930574 259.375000,176.397649 260.156250,175.854764 260.937500,175.301826 261.718750,174.738743 262.500000,174.165422 263.281250,173.581771 264.062500,172.987698 264.843750,172.383111 265.625000,171.767917 267.187500,170.505341 267.968750,169.857774 268.750000,169.199232 270.312500,167.848852 271.875000,166.453464 273.437500,165.012329 274.218750,164.274376 275.000000,163.524710 276.562500,161.989869 278.125000,160.407068 279.687500,158.775570 280.468750,157.941328 281.250000,157.094635 282.812500,155.363527 284.375000,153.581508 285.937500,151.747840 286.718750,150.811407 287.500000,149.861785 289.062500,147.922605 290.625000,145.929562 292.187500,143.881918 293.750000,141.778937 296.875000,137.404006 298.437500,135.130582 300.000000,132.798869 303.125000,127.957620 304.687500,125.446610 306.250000,122.874359 309.375000,117.543181 310.937500,114.782779 312.500000,111.958185 315.625000,106.113467 317.187500,103.091868 318.750000,100.003125 321.875000,93.621256 323.437500,90.326654 325.000000,86.961957 328.125000,80.019326 329.687500,76.439916 331.250000,72.787459 334.375000,65.260454 337.500000,57.432409 340.625000,49.297419 343.750000,40.849584 346.875000,32.082999 350.000000,22.991762" style="stroke: rgb(60.000000%, 54.701376%, 24.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="0.000000,-63.393186 6.250000,-28.307593 12.500000,3.088775 18.750000,31.064070 21.875000,43.849847 25.000000,55.876328 28.125000,67.174188 31.250000,77.773466 34.375000,87.703571 37.500000,96.993279 40.625000,105.670734 42.187500,109.788488 43.750000,113.763446 46.875000,121.298295 48.437500,124.864747 50.000000,128.301526 53.125000,134.798754 54.687500,137.865448 56.250000,140.814959 57.812500,143.650312 59.375000,146.374491 60.156250,147.695812 60.937500,148.990441 61.718750,150.258739 62.500000,151.501066 64.062500,153.909233 65.625000,156.217768 67.187500,158.429457 67.968750,159.499845 68.750000,160.547048 70.312500,162.573248 71.875000,164.510726 72.656250,165.447017 73.437500,166.362110 74.218750,167.256327 74.609375,167.695707 75.000000,168.129989 76.562500,169.816912 77.343750,170.630801 78.125000,171.425390 78.906250,172.200985 79.687500,172.957893 80.468750,173.696415 81.250000,174.416851 82.812500,175.804657 83.593750,176.472615 84.375000,177.123663 85.156250,177.758089 85.546875,178.069159 85.937500,178.376180 86.718750,178.978217 87.109375,179.273303 87.500000,179.564481 88.281250,180.135250 89.062500,180.690800 89.453125,180.962953 89.843750,181.231403 90.625000,181.757331 91.406250,182.268850 91.796875,182.519290 92.187500,182.766227 92.968750,183.249725 93.359375,183.486350 93.554688,183.603396 93.750000,183.719604 94.531250,184.176122 95.312500,184.619536 96.093750,185.050098 96.875000,185.468060 97.656250,185.873668 98.046875,186.071918 98.437500,186.267171 99.218750,186.648809 99.609375,186.835255 99.804688,186.927398 100.000000,187.018826 100.781250,187.377458 101.562500,187.724942 102.343750,188.061511 103.125000,188.387397 103.906250,188.702827 104.296875,188.856692 104.687500,189.008028 105.468750,189.303224 105.859375,189.447139 106.054688,189.518188 106.250000,189.588635 107.031250,189.864480 107.812500,190.130976 108.593750,190.388336 109.375000,190.636771 110.156250,190.876489 110.546875,190.993145 110.937500,191.107699 111.718750,191.330602 112.109375,191.439002 112.304687,191.492450 112.500000,191.545401 113.281250,191.752294 114.062500,191.951477 114.843750,192.143146 115.625000,192.327490 116.406250,192.504700 116.796875,192.590687 117.187500,192.674961 117.968750,192.838458 118.359375,192.917726 118.750000,192.995372 119.531250,193.145882 120.312500,193.290166 120.703125,193.360027 121.093750,193.428396 121.875000,193.560746 122.656250,193.687383 123.437500,193.808476 124.218750,193.924187 125.000000,194.034679 126.562500,194.240642 127.343750,194.336423 128.125000,194.427608 128.906250,194.514346 129.687500,194.596784 130.468750,194.675066 131.250000,194.749335 132.812500,194.886388 134.375000,195.009030 135.937500,195.118309 136.718750,195.168253 137.500000,195.215232 139.062500,195.300767 140.625000,195.375845 142.187500,195.441353 143.750000,195.498143 146.875000,195.588766 150.000000,195.653723 156.250000,195.727507 162.500000,195.754913 168.750000,195.761237 175.000000,195.761659 181.250000,195.761237 187.500000,195.754913 193.750000,195.727507 196.875000,195.698389 200.000000,195.653723 203.125000,195.588766 204.687500,195.547023 206.250000,195.498143 209.375000,195.375845 210.937500,195.300767 211.718750,195.259364 212.500000,195.215232 214.062500,195.118309 215.625000,195.009030 217.187500,194.886388 217.968750,194.819730 218.750000,194.749335 220.312500,194.596784 221.093750,194.514346 221.875000,194.427608 222.656250,194.336423 223.437500,194.240642 224.218750,194.140112 225.000000,194.034679 226.562500,193.808476 227.343750,193.687383 228.125000,193.560746 228.906250,193.428396 229.296875,193.360027 229.687500,193.290166 230.468750,193.145882 230.859375,193.071416 231.250000,192.995372 232.031250,192.838458 232.812500,192.674961 233.203125,192.590687 233.593750,192.504700 234.375000,192.327490 235.156250,192.143146 235.546875,192.048239 235.937500,191.951477 236.718750,191.752294 237.109375,191.649823 237.304687,191.597857 237.500000,191.545401 238.281250,191.330602 239.062500,191.107699 239.843750,190.876489 240.625000,190.636771 241.406250,190.388336 241.796875,190.260785 242.187500,190.130976 242.968750,189.864480 243.359375,189.727740 243.554687,189.658485 243.750000,189.588635 244.531250,189.303224 245.312500,189.008028 246.093750,188.702827 246.875000,188.387397 247.656250,188.061511 248.046875,187.894576 248.437500,187.724942 249.218750,187.377458 249.609375,187.199550 249.804688,187.109542 250.000000,187.018826 250.781250,186.648809 251.562500,186.267171 252.343750,185.873668 253.125000,185.468060 253.906250,185.050098 254.296875,184.836408 254.687500,184.619536 255.468750,184.176122 255.859375,183.949517 256.054687,183.834976 256.250000,183.719604 257.031250,183.249725 257.812500,182.766227 258.593750,182.268850 259.375000,181.757331 260.156250,181.231403 260.546875,180.962953 260.937500,180.690800 261.718750,180.135250 262.109375,179.851785 262.500000,179.564481 263.281250,178.978217 264.062500,178.376180 264.453125,178.069159 264.843750,177.758089 265.625000,177.123663 266.406250,176.472615 267.187500,175.804657 267.968750,175.119501 268.750000,174.416851 270.312500,172.957893 271.093750,172.200985 271.875000,171.425390 272.656250,170.630801 273.437500,169.816912 274.218750,168.983412 275.000000,168.129989 275.781250,167.256327 276.562500,166.362110 277.343750,165.447017 278.125000,164.510726 279.687500,162.573248 280.468750,161.571404 281.250000,160.547048 282.812500,158.429457 284.375000,156.217768 285.937500,153.909233 286.718750,152.717779 287.500000,151.501066 289.062500,148.990441 290.625000,146.374491 292.187500,143.650312 293.750000,140.814959 296.875000,134.798754 298.437500,131.611815 300.000000,128.301526 303.125000,121.298295 304.687500,117.598948 306.250000,113.763446 309.375000,105.670734 310.937500,101.406804 312.500000,96.993279 315.625000,87.703571 318.750000,77.773466 321.875000,67.174188 325.000000,55.876328 328.125000,43.849847 331.250000,31.064070 337.500000,3.088775 343.750000,-28.307593 350.000000,-63.393186" style="stroke: rgb(24.000000%, 60.000000%, 33.692064%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="0.000000,584.493926 3.125000,551.003329 6.250000,519.861826 9.375000,490.943613 10.937500,477.280181 12.500000,464.127462 15.625000,439.296632 17.187500,427.590437 18.750000,416.338787 21.875000,395.145912 23.437500,385.178744 25.000000,375.614227 28.125000,357.644100 29.687500,349.214601 31.250000,341.139968 34.375000,326.010247 35.937500,318.933238 36.718750,315.512020 37.500000,312.167249 39.062500,305.701914 40.625000,299.527099 42.187500,293.632902 42.968750,290.788003 43.750000,288.009648 45.312500,282.647886 46.875000,277.538389 47.656250,275.075416 48.437500,272.672148 49.218750,270.327493 49.609375,269.176808 50.000000,268.040372 51.562500,263.634485 52.343750,261.513628 53.125000,259.446122 53.906250,257.430955 54.687500,255.467126 55.468750,253.553649 56.250000,251.689549 57.812500,248.105645 58.593750,246.383955 59.375000,244.707870 60.156250,243.076477 60.546875,242.277258 60.937500,241.488877 61.718750,239.944182 62.109375,239.187650 62.500000,238.441516 63.281250,236.980017 64.062500,235.558832 64.453125,234.863094 64.843750,234.177121 65.625000,232.834057 66.406250,231.528822 66.796875,230.890140 67.187500,230.260613 67.968750,229.028636 68.359375,228.425989 68.554688,228.127959 68.750000,227.832108 69.531250,226.670259 70.312500,225.542331 71.093750,224.447574 71.875000,223.385251 72.656250,222.354637 73.046875,221.850997 73.437500,221.355016 74.218750,220.385684 74.609375,219.912159 74.804687,219.678145 75.000000,219.445948 75.781250,218.535123 76.562500,217.652539 77.343750,216.797533 78.125000,215.969454 78.906250,215.167660 79.296875,214.776423 79.687500,214.391522 80.468750,213.640417 80.859375,213.274062 81.054687,213.093150 81.250000,212.913736 82.031250,212.210879 82.812500,211.531254 83.593750,210.874280 84.375000,210.239388 85.156250,209.626015 85.546875,209.327225 85.937500,209.033609 86.718750,208.461629 87.109375,208.183132 87.304688,208.045728 87.500000,207.909542 88.281250,207.376824 89.062500,206.862961 89.843750,206.367448 90.625000,205.889789 91.406250,205.429497 91.796875,205.205715 92.187500,204.986095 92.968750,204.559113 93.359375,204.351635 93.750000,204.148090 94.531250,203.752576 95.312500,203.372127 95.703125,203.187415 96.093750,203.006308 96.875000,202.654694 97.656250,202.316867 98.046875,202.152995 98.437500,201.992417 99.218750,201.680943 99.609375,201.529949 100.000000,201.382052 101.562500,200.820485 102.343750,200.557063 103.125000,200.304731 103.906250,200.063134 104.687500,199.831927 105.468750,199.610771 106.250000,199.399334 107.812500,199.004329 109.375000,198.644409 110.937500,198.317182 111.718750,198.165112 112.500000,198.020369 114.062500,197.751798 115.625000,197.509405 117.187500,197.291228 118.750000,197.095404 121.875000,196.763860 123.437500,196.624896 125.000000,196.501793 128.125000,196.297661 131.250000,196.141280 137.500000,195.937296 143.750000,195.832244 150.000000,195.784788 156.250000,195.767148 162.500000,195.762382 168.750000,195.761681 175.000000,195.761659 181.250000,195.761636 187.500000,195.760936 193.750000,195.756170 200.000000,195.738530 206.250000,195.691074 212.500000,195.586022 215.625000,195.499583 218.750000,195.382038 221.875000,195.225656 223.437500,195.130165 225.000000,195.021525 228.125000,194.759457 229.687500,194.603146 231.250000,194.427913 232.812500,194.232090 234.375000,194.013912 235.156250,193.895863 235.937500,193.771519 236.718750,193.640633 237.500000,193.502949 239.062500,193.206136 240.625000,192.878909 242.187500,192.518989 242.968750,192.326026 243.750000,192.123984 245.312500,191.691390 246.093750,191.460183 246.875000,191.218587 247.656250,190.966254 248.437500,190.702833 249.218750,190.427960 250.000000,190.141266 250.781250,189.842375 251.562500,189.530901 251.953125,189.370323 252.343750,189.206451 253.125000,188.868624 253.906250,188.517010 254.296875,188.335902 254.687500,188.151191 255.468750,187.770742 255.859375,187.574895 256.250000,187.375228 257.031250,186.964205 257.812500,186.537223 258.203125,186.317603 258.593750,186.093820 259.375000,185.633529 260.156250,185.155870 260.546875,184.910376 260.937500,184.660357 261.718750,184.146494 262.109375,183.882523 262.304688,183.748751 262.500000,183.613776 263.281250,183.061688 264.062500,182.489708 264.843750,181.897303 265.625000,181.283930 266.406250,180.649037 266.796875,180.323346 267.187500,179.992064 267.968750,179.312439 268.359375,178.963951 268.554687,178.787506 268.750000,178.609581 269.531250,177.882901 270.312500,177.131796 271.093750,176.355658 271.875000,175.553864 272.656250,174.725785 273.046875,174.301688 273.437500,173.870779 274.218750,172.988194 274.609375,172.536354 274.804688,172.307760 275.000000,172.077370 275.781250,171.137633 276.562500,170.168301 277.343750,169.168681 278.125000,168.138067 278.906250,167.075744 279.296875,166.532466 279.687500,165.980987 280.468750,164.853058 280.859375,164.276421 281.054687,163.984893 281.250000,163.691210 282.031250,162.494682 282.812500,161.262705 283.593750,159.994495 284.375000,158.689261 285.156250,157.346197 285.546875,156.660224 285.937500,155.964486 286.718750,154.543301 287.109375,153.817643 287.500000,153.081801 288.281250,151.579136 289.062500,150.034441 289.453125,149.246059 289.843750,148.446841 290.625000,146.815448 291.406250,145.139363 292.187500,143.417672 292.968750,141.649453 293.750000,139.833768 295.312500,136.056191 296.093750,134.092363 296.875000,132.077196 297.656250,130.009690 298.437500,127.888833 299.218750,125.713597 300.000000,123.482946 300.781250,121.195825 301.562500,118.851170 302.343750,116.447902 303.125000,113.984929 304.687500,108.875432 305.468750,106.226655 306.250000,103.513670 307.812500,97.890415 309.375000,91.996218 310.937500,85.821404 311.718750,82.625679 312.500000,79.356068 314.062500,72.590079 315.625000,65.513070 317.187500,58.114440 318.750000,50.383349 321.875000,33.879217 323.437500,25.083282 325.000000,15.909091 328.125000,-3.622595 329.687500,-14.004995 331.250000,-24.815469 334.375000,-47.773314 337.500000,-72.604144 340.625000,-99.420296 343.750000,-128.338509 346.875000,-159.480012 350.000000,-192.970608" style="stroke: rgb(24.000000%, 35.317248%, 60.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="-15.000000,195.761659 365.000000,195.761659" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="0.000000" y="198.428326" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-1.5</mtext></math></foreignObject>
<foreignObject x="58.333333" y="198.428326" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-1.0</mtext></math></foreignObject>
<foreignObject x="116.666667" y="198.428326" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-0.5</mtext></math></foreignObject>
<foreignObject x="233.333333" y="198.428326" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.5</mn></math></foreignObject>
<foreignObject x="291.666667" y="198.428326" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1.0</mn></math></foreignObject>
<foreignObject x="350.000000" y="198.428326" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1.5</mn></math></foreignObject>
<polyline points="0.000000,195.761659 0.000000,189.094992" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="58.333333,195.761659 58.333333,189.094992" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="116.666667,195.761659 116.666667,189.094992" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="233.333333,195.761659 233.333333,189.094992" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="291.666667,195.761659 291.666667,189.094992" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="350.000000,195.761659 350.000000,189.094992" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="11.666667,195.761659 11.666667,191.761659" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="23.333333,195.761659 23.333333,191.761659" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="35.000000,195.761659 35.000000,191.761659" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="46.666667,195.761659 46.666667,191.761659" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="70.000000,195.761659 70.000000,191.761659" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="81.666667,195.761659 81.666667,191.761659" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="93.333333,195.761659 93.333333,191.761659" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="105.000000,195.761659 105.000000,191.761659" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="128.333333,195.761659 128.333333,191.761659" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="140.000000,195.761659 140.000000,191.761659" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="151.666667,195.761659 151.666667,191.761659" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="163.333333,195.761659 163.333333,191.761659" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="186.666667,195.761659 186.666667,191.761659" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="198.333333,195.761659 198.333333,191.761659" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="210.000000,195.761659 210.000000,191.761659" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="221.666667,195.761659 221.666667,191.761659" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="245.000000,195.761659 245.000000,191.761659" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="256.666667,195.761659 256.666667,191.761659" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="268.333333,195.761659 268.333333,191.761659" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="280.000000,195.761659 280.000000,191.761659" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="303.333333,195.761659 303.333333,191.761659" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="315.000000,195.761659 315.000000,191.761659" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="326.666667,195.761659 326.666667,191.761659" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="338.333333,195.761659 338.333333,191.761659" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="175.000000,365.000000 175.000000,-15.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="172.333333" y="349.334900" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-3</mtext></math></foreignObject>
<foreignObject x="172.333333" y="298.143820" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-2</mtext></math></foreignObject>
<foreignObject x="172.333333" y="246.952739" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-1</mtext></math></foreignObject>
<foreignObject x="172.333333" y="144.570578" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1</mn></math></foreignObject>
<foreignObject x="172.333333" y="93.379498" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>2</mn></math></foreignObject>
<foreignObject x="172.333333" y="42.188418" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>3</mn></math></foreignObject>
<polyline points="175.000000,349.334900 181.666667,349.334900" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,298.143820 181.666667,298.143820" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,246.952739 181.666667,246.952739" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,144.570578 181.666667,144.570578" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,93.379498 181.666667,93.379498" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,42.188418 181.666667,42.188418" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,339.096684 179.000000,339.096684" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,328.858468 179.000000,328.858468" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,318.620252 179.000000,318.620252" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,308.382036 179.000000,308.382036" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,287.905604 179.000000,287.905604" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,277.667388 179.000000,277.667388" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,267.429171 179.000000,267.429171" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,257.190955 179.000000,257.190955" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,236.714523 179.000000,236.714523" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,226.476307 179.000000,226.476307" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,216.238091 179.000000,216.238091" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,205.999875 179.000000,205.999875" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,185.523443 179.000000,185.523443" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,175.285227 179.000000,175.285227" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,165.047011 179.000000,165.047011" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,154.808794 179.000000,154.808794" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,134.332362 179.000000,134.332362" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,124.094146 179.000000,124.094146" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,113.855930 179.000000,113.855930" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,103.617714 179.000000,103.617714" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,83.141282 179.000000,83.141282" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,72.903066 179.000000,72.903066" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,62.664850 179.000000,62.664850" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,52.426634 179.000000,52.426634" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,31.950201 179.000000,31.950201" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,21.711985 179.000000,21.711985" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,11.473769 179.000000,11.473769" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,1.235553 179.000000,1.235553" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
            </svg>
        "/></mstyle></math>
p7158
sg15
I6
sass(g1709
g6429
g7116
I6
tp7159
(dp7160
g6
V4.0 ^ (1/3)
p7161
sg8
(lp7162
(dp7163
g11
(lp7164
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>1.5874</mn></mstyle></math>
p7165
sg15
I7
sass(g1709
g6429
g7116
I7
tp7166
(dp7167
g6
VDefaultValues[Power]
p7168
sg8
(lp7169
(dp7170
g11
(lp7171
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mi>HoldPattern</mi> <mo>[</mo> <mrow><mi>Default</mi> <mo>[</mo> <mrow><mi>Power</mi> <mo>,</mo> <mn>2</mn></mrow> <mo>]</mo></mrow> <mo>]</mo></mrow> <mo>:&gt;</mo> <mn>1</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p7172
sg15
I8
sass(g1709
g6429
g7116
I8
tp7173
(dp7174
g6
Va /. x_ ^ n_. :> {x, n}
p7175
sg8
(lp7176
(dp7177
g11
(lp7178
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p7179
sg15
I9
sass(g1709
g6429
g7116
I9
tp7180
(dp7181
g6
V(1.5 + 1.0 I) ^ 3.5
p7182
sg8
(lp7183
(dp7184
g11
(lp7185
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mtext>-3.68294</mtext> <mo>+</mo> <mrow><mn>6.95139</mn> <mo>&nbsp;</mo> <mi>I</mi></mrow></mrow></mstyle></math>
p7186
sg15
I10
sass(g1709
g6429
g7116
I10
tp7187
(dp7188
g6
V(1.5 + 1.0 I) ^ (3.5 + 1.5 I)
p7189
sg8
(lp7190
(dp7191
g11
(lp7192
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mtext>-3.19182</mtext> <mo>+</mo> <mrow><mn>0.645659</mn> <mo>&nbsp;</mo> <mi>I</mi></mrow></mrow></mstyle></math>
p7193
sg15
I11
sass(g1709
g6429
VProduct
p7194
I0
tp7195
(dp7196
g6
VProduct[k, {k, 1, 10}]
p7197
sg8
(lp7198
(dp7199
g11
(lp7200
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>3628800</mn></mstyle></math>
p7201
sg15
I1
sass(g1709
g6429
g7194
I1
tp7202
(dp7203
g6
V10!
p7204
sg8
(lp7205
(dp7206
g11
(lp7207
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>3628800</mn></mstyle></math>
p7208
sg15
I2
sass(g1709
g6429
g7194
I2
tp7209
(dp7210
g6
VProduct[x^k, {k, 2, 20, 2}]
p7211
sg8
(lp7212
(dp7213
g11
(lp7214
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><msup><mi>x</mi> <mn>110</mn></msup></mstyle></math>
p7215
sg15
I3
sass(g1709
g6429
g7194
I3
tp7216
(dp7217
g6
VProduct[2 ^ i, {i, 1, n}]
p7218
sg8
(lp7219
(dp7220
g11
(lp7221
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><msup><mn>2</mn> <mrow><mfrac><mi>n</mi> <mn>2</mn></mfrac> <mo>+</mo> <mfrac><msup><mi>n</mi> <mn>2</mn></msup> <mn>2</mn></mfrac></mrow></msup></mstyle></math>
p7222
sg15
I4
sass(g1709
g6429
g7194
I4
tp7223
(dp7224
g6
VProduct[f[i], {i, 1, 7}]
p7225
sg8
(lp7226
(dp7227
g11
(lp7228
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mrow><mi>f</mi> <mo>[</mo> <mn>1</mn> <mo>]</mo></mrow> <mo>&nbsp;</mo> <mrow><mi>f</mi> <mo>[</mo> <mn>2</mn> <mo>]</mo></mrow> <mo>&nbsp;</mo> <mrow><mi>f</mi> <mo>[</mo> <mn>3</mn> <mo>]</mo></mrow> <mo>&nbsp;</mo> <mrow><mi>f</mi> <mo>[</mo> <mn>4</mn> <mo>]</mo></mrow> <mo>&nbsp;</mo> <mrow><mi>f</mi> <mo>[</mo> <mn>5</mn> <mo>]</mo></mrow> <mo>&nbsp;</mo> <mrow><mi>f</mi> <mo>[</mo> <mn>6</mn> <mo>]</mo></mrow> <mo>&nbsp;</mo> <mrow><mi>f</mi> <mo>[</mo> <mn>7</mn> <mo>]</mo></mrow></mrow></mstyle></math>
p7229
sg15
I5
sass(g1709
g6429
g7194
I5
tp7230
(dp7231
g6
VProduct[k, {k, 3, n}]
p7232
sg8
(lp7233
(dp7234
g11
(lp7235
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mfrac><mrow><mi>n</mi> <mo>!</mo></mrow> <mn>2</mn></mfrac></mstyle></math>
p7236
sg15
I6
sass(g1709
g6429
g7194
I6
tp7237
(dp7238
g6
Vprimorial[0] = 1;
p7239
sg8
(lp7240
(dp7241
g11
(lp7242
sg13
Nsg15
I7
sass(g1709
g6429
g7194
I7
tp7243
(dp7244
g6
Vprimorial[n_Integer] := Product[Prime[k], {k, 1, n}];
p7245
sg8
(lp7246
(dp7247
g11
(lp7248
sg13
Nsg15
I8
sass(g1709
g6429
g7194
I8
tp7249
(dp7250
g6
Vprimorial[12]
p7251
sg8
(lp7252
(dp7253
g11
(lp7254
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>7420738134810</mn></mstyle></math>
p7255
sg15
I9
sass(g1709
g6429
VRational
p7256
I0
tp7257
(dp7258
g6
VHead[1/2]
p7259
sg8
(lp7260
(dp7261
g11
(lp7262
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>Rational</mi></mstyle></math>
p7263
sg15
I1
sass(g1709
g6429
g7256
I1
tp7264
(dp7265
g6
VRational[1, 2]
p7266
sg8
(lp7267
(dp7268
g11
(lp7269
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mfrac><mn>1</mn> <mn>2</mn></mfrac></mstyle></math>
p7270
sg15
I2
sass(g1709
g6429
VRe
p7271
I0
tp7272
(dp7273
g6
VRe[3+4I]
p7274
sg8
(lp7275
(dp7276
g11
(lp7277
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>3</mn></mstyle></math>
p7278
sg15
I1
sass(g1709
g6429
g7271
I1
tp7279
(dp7280
g6
VPlot[{Cos[a], Re[E^(I a)]}, {a, 0, 2 Pi}]
p7281
sg8
(lp7282
(dp7283
g11
(lp7284
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="247px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-31.666667 -14.610939 449.333333 276.435473">
                <polyline points="0.000000,11.236982 0.892857,11.248033 1.785714,11.281185 2.678571,11.336431 3.125000,11.372336 3.571429,11.413760 4.464286,11.513157 4.910714,11.571125 5.357143,11.634603 5.803571,11.703587 6.026786,11.740142 6.250000,11.778073 6.696429,11.858059 6.919643,11.900112 7.142857,11.943539 8.035714,12.130970 8.482143,12.232910 8.928571,12.340327 9.375000,12.453215 9.598214,12.511710 9.821429,12.571570 10.267857,12.695384 10.491071,12.759337 10.714286,12.824653 11.160714,12.959369 11.607143,13.099526 12.053571,13.245118 12.276786,13.319949 12.500000,13.396136 12.946429,13.552574 13.392857,13.714424 13.839286,13.881678 14.062500,13.967329 14.285714,14.054328 15.178571,14.415780 15.625000,14.604564 16.071429,14.798709 16.517857,14.998204 16.741071,15.099956 16.964286,15.203041 17.410714,15.413208 17.633929,15.520287 17.857143,15.628695 18.303571,15.849492 18.750000,16.075588 19.196429,16.306972 19.642857,16.543632 20.535714,17.032736 20.982143,17.285154 21.205357,17.413325 21.428571,17.542801 22.321429,18.073730 22.767857,18.346985 23.214286,18.625416 23.660714,18.909010 24.107143,19.197752 25.000000,19.790625 25.892857,20.403917 26.339286,20.718184 26.785714,21.037510 27.678571,21.691278 28.125000,22.025687 28.571429,22.365092 29.464286,23.058820 30.357143,23.772325 30.803571,24.136450 31.250000,24.505467 32.142857,25.258103 33.035714,26.030083 33.928571,26.821256 34.821429,27.631467 35.714286,28.460555 36.607143,29.308359 37.500000,30.174710 38.392857,31.059440 39.285714,31.962373 41.071429,33.822136 41.964286,34.778601 42.857143,35.752538 44.642857,37.752058 46.428571,39.819125 48.214286,41.952111 50.000000,44.149339 53.571429,48.729555 55.357143,51.108941 57.142857,53.545363 60.714286,58.581611 64.285714,63.822451 71.428571,74.851362 78.571429,86.493400 85.714286,98.602161 92.857143,111.025370 100.000000,123.606798 107.142857,136.188225 114.285714,148.611434 121.428571,160.720195 128.571429,172.362234 132.142857,177.962200 135.714286,183.391144 139.285714,188.631985 141.071429,191.176689 142.857143,193.668232 146.428571,198.484040 148.214286,200.804516 150.000000,203.064257 151.785714,205.261485 153.571429,207.394471 154.464286,208.436347 155.357143,209.461537 156.250000,210.469840 157.142857,211.461058 158.928571,213.391459 160.714286,215.251223 161.607143,216.154156 162.500000,217.038885 163.392857,217.905237 163.839286,218.331468 164.285714,218.753040 166.071429,220.392339 166.964286,221.183513 167.857143,221.955493 168.750000,222.708128 169.196429,223.077145 169.642857,223.441271 170.535714,224.154776 170.982143,224.504121 171.205357,224.676933 171.428571,224.848504 172.321429,225.522318 173.214286,226.176085 174.107143,226.809678 175.000000,227.422971 175.892857,228.015844 176.339286,228.304586 176.785714,228.588179 177.678571,229.139866 178.125000,229.407931 178.348214,229.540014 178.571429,229.670794 179.464286,230.180860 179.910714,230.428038 180.357143,230.669963 180.803571,230.906623 181.250000,231.138007 181.696429,231.364103 182.142857,231.584901 182.589286,231.800388 183.035714,232.010555 183.482143,232.215391 183.705357,232.315807 183.928571,232.414886 184.375000,232.609031 184.821429,232.797816 185.267857,232.981231 185.491071,233.070922 185.714286,233.159268 186.607143,233.499171 187.053571,233.661021 187.500000,233.817459 187.946429,233.968478 188.169643,234.041952 188.392857,234.114069 188.839286,234.254227 189.062500,234.322265 189.285714,234.388943 189.732143,234.518211 189.955357,234.580801 190.178571,234.642026 190.401786,234.701886 190.625000,234.760380 190.848214,234.817508 191.071429,234.873269 191.517857,234.980686 191.741071,235.032341 191.964286,235.082626 192.187500,235.131541 192.410714,235.179084 192.633929,235.225256 192.857143,235.270056 193.750000,235.435523 194.196429,235.510009 194.642857,235.578993 195.089286,235.642470 195.312500,235.672143 195.535714,235.700438 195.982143,235.752894 196.205357,235.777054 196.428571,235.799835 196.875000,235.841260 197.098214,235.859902 197.321429,235.877165 197.544643,235.893047 197.767857,235.907549 197.991071,235.920670 198.214286,235.932411 198.660714,235.951749 198.883929,235.959346 199.107143,235.965563 199.330357,235.970397 199.553571,235.973851 199.776786,235.975923 200.000000,235.976614 200.892857,235.965563 201.339286,235.951749 201.785714,235.932411 202.232143,235.907549 202.455357,235.893047 202.678571,235.877165 203.125000,235.841260 203.348214,235.821237 203.571429,235.799835 204.017857,235.752894 204.241071,235.727355 204.464286,235.700438 204.687500,235.672143 204.910714,235.642470 205.133929,235.611420 205.357143,235.578993 205.803571,235.510009 206.026786,235.473453 206.250000,235.435523 206.473214,235.396217 206.696429,235.355537 206.919643,235.313483 207.142857,235.270056 208.035714,235.082626 208.482143,234.980686 208.928571,234.873269 209.375000,234.760380 209.598214,234.701886 209.821429,234.642026 210.267857,234.518211 210.491071,234.454258 210.714286,234.388943 211.160714,234.254227 211.607143,234.114069 212.053571,233.968478 212.276786,233.893647 212.500000,233.817459 212.946429,233.661021 213.392857,233.499171 213.839286,233.331918 214.062500,233.246267 214.285714,233.159268 215.178571,232.797816 215.625000,232.609031 216.071429,232.414886 216.517857,232.215391 216.741071,232.113640 216.964286,232.010555 217.410714,231.800388 217.633929,231.693309 217.857143,231.584901 218.303571,231.364103 218.750000,231.138007 219.196429,230.906623 219.642857,230.669963 220.535714,230.180860 220.982143,229.928441 221.205357,229.800270 221.428571,229.670794 222.321429,229.139866 222.767857,228.866611 223.214286,228.588179 223.660714,228.304586 224.107143,228.015844 225.000000,227.422971 225.892857,226.809678 226.339286,226.495411 226.785714,226.176085 227.678571,225.522318 228.125000,225.187908 228.571429,224.848504 229.464286,224.154776 230.357143,223.441271 230.803571,223.077145 231.250000,222.708128 232.142857,221.955493 233.035714,221.183513 233.928571,220.392339 234.821429,219.582129 235.714286,218.753040 236.607143,217.905237 237.500000,217.038885 238.392857,216.154156 239.285714,215.251223 241.071429,213.391459 241.964286,212.434994 242.857143,211.461058 244.642857,209.461537 246.428571,207.394471 248.214286,205.261485 250.000000,203.064257 253.571429,198.484040 255.357143,196.104655 257.142857,193.668232 260.714286,188.631985 264.285714,183.391144 271.428571,172.362234 278.571429,160.720195 285.714286,148.611434 292.857143,136.188225 300.000000,123.606798 307.142857,111.025370 314.285714,98.602161 321.428571,86.493400 328.571429,74.851362 332.142857,69.251395 335.714286,63.822451 339.285714,58.581611 341.071429,56.036907 342.857143,53.545363 346.428571,48.729555 348.214286,46.409079 350.000000,44.149339 351.785714,41.952111 353.571429,39.819125 354.464286,38.777249 355.357143,37.752058 356.250000,36.743755 357.142857,35.752538 358.928571,33.822136 360.714286,31.962373 361.607143,31.059440 362.500000,30.174710 363.392857,29.308359 363.839286,28.882128 364.285714,28.460555 366.071429,26.821256 366.964286,26.030083 367.857143,25.258103 368.750000,24.505467 369.196429,24.136450 369.642857,23.772325 370.535714,23.058820 370.982143,22.709475 371.205357,22.536662 371.428571,22.365092 372.321429,21.691278 373.214286,21.037510 374.107143,20.403917 375.000000,19.790625 375.892857,19.197752 376.339286,18.909010 376.785714,18.625416 377.678571,18.073730 378.125000,17.805664 378.348214,17.673582 378.571429,17.542801 379.464286,17.032736 379.910714,16.785558 380.357143,16.543632 380.803571,16.306972 381.250000,16.075588 381.696429,15.849492 382.142857,15.628695 382.589286,15.413208 383.035714,15.203041 383.482143,14.998204 383.705357,14.897789 383.928571,14.798709 384.375000,14.604564 384.821429,14.415780 385.267857,14.232364 385.491071,14.142673 385.714286,14.054328 386.607143,13.714424 387.053571,13.552574 387.500000,13.396136 387.946429,13.245118 388.169643,13.171643 388.392857,13.099526 388.839286,12.959369 389.062500,12.891330 389.285714,12.824653 389.732143,12.695384 389.955357,12.632795 390.178571,12.571570 390.401786,12.511710 390.625000,12.453215 390.848214,12.396087 391.071429,12.340327 391.517857,12.232910 391.741071,12.181255 391.964286,12.130970 392.187500,12.082055 392.410714,12.034511 392.633929,11.988339 392.857143,11.943539 393.750000,11.778073 394.196429,11.703587 394.642857,11.634603 395.089286,11.571125 395.312500,11.541452 395.535714,11.513157 395.982143,11.460701 396.205357,11.436541 396.428571,11.413760 397.321429,11.336431 397.767857,11.306047 398.214286,11.281185 399.107143,11.248033 400.000000,11.236982" style="stroke: rgb(24.720000%, 24.000000%, 60.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="0.000000,11.236982 0.892857,11.248033 1.785714,11.281185 2.678571,11.336431 3.125000,11.372336 3.571429,11.413760 4.464286,11.513157 4.910714,11.571125 5.357143,11.634603 5.803571,11.703587 6.026786,11.740142 6.250000,11.778073 6.696429,11.858059 6.919643,11.900112 7.142857,11.943539 8.035714,12.130970 8.482143,12.232910 8.928571,12.340327 9.375000,12.453215 9.598214,12.511710 9.821429,12.571570 10.267857,12.695384 10.491071,12.759337 10.714286,12.824653 11.160714,12.959369 11.607143,13.099526 12.053571,13.245118 12.276786,13.319949 12.500000,13.396136 12.946429,13.552574 13.392857,13.714424 13.839286,13.881678 14.062500,13.967329 14.285714,14.054328 15.178571,14.415780 15.625000,14.604564 16.071429,14.798709 16.517857,14.998204 16.741071,15.099956 16.964286,15.203041 17.410714,15.413208 17.633929,15.520287 17.857143,15.628695 18.303571,15.849492 18.750000,16.075588 19.196429,16.306972 19.642857,16.543632 20.535714,17.032736 20.982143,17.285154 21.205357,17.413325 21.428571,17.542801 22.321429,18.073730 22.767857,18.346985 23.214286,18.625416 23.660714,18.909010 24.107143,19.197752 25.000000,19.790625 25.892857,20.403917 26.339286,20.718184 26.785714,21.037510 27.678571,21.691278 28.125000,22.025687 28.571429,22.365092 29.464286,23.058820 30.357143,23.772325 30.803571,24.136450 31.250000,24.505467 32.142857,25.258103 33.035714,26.030083 33.928571,26.821256 34.821429,27.631467 35.714286,28.460555 36.607143,29.308359 37.500000,30.174710 38.392857,31.059440 39.285714,31.962373 41.071429,33.822136 41.964286,34.778601 42.857143,35.752538 44.642857,37.752058 46.428571,39.819125 48.214286,41.952111 50.000000,44.149339 53.571429,48.729555 55.357143,51.108941 57.142857,53.545363 60.714286,58.581611 64.285714,63.822451 71.428571,74.851362 78.571429,86.493400 85.714286,98.602161 92.857143,111.025370 100.000000,123.606798 107.142857,136.188225 114.285714,148.611434 121.428571,160.720195 128.571429,172.362234 132.142857,177.962200 135.714286,183.391144 139.285714,188.631985 141.071429,191.176689 142.857143,193.668232 146.428571,198.484040 148.214286,200.804516 150.000000,203.064257 151.785714,205.261485 153.571429,207.394471 154.464286,208.436347 155.357143,209.461537 156.250000,210.469840 157.142857,211.461058 158.928571,213.391459 160.714286,215.251223 161.607143,216.154156 162.500000,217.038885 163.392857,217.905237 163.839286,218.331468 164.285714,218.753040 166.071429,220.392339 166.964286,221.183513 167.857143,221.955493 168.750000,222.708128 169.196429,223.077145 169.642857,223.441271 170.535714,224.154776 170.982143,224.504121 171.205357,224.676933 171.428571,224.848504 172.321429,225.522318 173.214286,226.176085 174.107143,226.809678 175.000000,227.422971 175.892857,228.015844 176.339286,228.304586 176.785714,228.588179 177.678571,229.139866 178.125000,229.407931 178.348214,229.540014 178.571429,229.670794 179.464286,230.180860 179.910714,230.428038 180.357143,230.669963 180.803571,230.906623 181.250000,231.138007 181.696429,231.364103 182.142857,231.584901 182.589286,231.800388 183.035714,232.010555 183.482143,232.215391 183.705357,232.315807 183.928571,232.414886 184.375000,232.609031 184.821429,232.797816 185.267857,232.981231 185.491071,233.070922 185.714286,233.159268 186.607143,233.499171 187.053571,233.661021 187.500000,233.817459 187.946429,233.968478 188.169643,234.041952 188.392857,234.114069 188.839286,234.254227 189.062500,234.322265 189.285714,234.388943 189.732143,234.518211 189.955357,234.580801 190.178571,234.642026 190.401786,234.701886 190.625000,234.760380 190.848214,234.817508 191.071429,234.873269 191.517857,234.980686 191.741071,235.032341 191.964286,235.082626 192.187500,235.131541 192.410714,235.179084 192.633929,235.225256 192.857143,235.270056 193.750000,235.435523 194.196429,235.510009 194.642857,235.578993 195.089286,235.642470 195.312500,235.672143 195.535714,235.700438 195.982143,235.752894 196.205357,235.777054 196.428571,235.799835 196.875000,235.841260 197.098214,235.859902 197.321429,235.877165 197.544643,235.893047 197.767857,235.907549 197.991071,235.920670 198.214286,235.932411 198.660714,235.951749 198.883929,235.959346 199.107143,235.965563 199.330357,235.970397 199.553571,235.973851 199.776786,235.975923 200.000000,235.976614 200.892857,235.965563 201.339286,235.951749 201.785714,235.932411 202.232143,235.907549 202.455357,235.893047 202.678571,235.877165 203.125000,235.841260 203.348214,235.821237 203.571429,235.799835 204.017857,235.752894 204.241071,235.727355 204.464286,235.700438 204.687500,235.672143 204.910714,235.642470 205.133929,235.611420 205.357143,235.578993 205.803571,235.510009 206.026786,235.473453 206.250000,235.435523 206.473214,235.396217 206.696429,235.355537 206.919643,235.313483 207.142857,235.270056 208.035714,235.082626 208.482143,234.980686 208.928571,234.873269 209.375000,234.760380 209.598214,234.701886 209.821429,234.642026 210.267857,234.518211 210.491071,234.454258 210.714286,234.388943 211.160714,234.254227 211.607143,234.114069 212.053571,233.968478 212.276786,233.893647 212.500000,233.817459 212.946429,233.661021 213.392857,233.499171 213.839286,233.331918 214.062500,233.246267 214.285714,233.159268 215.178571,232.797816 215.625000,232.609031 216.071429,232.414886 216.517857,232.215391 216.741071,232.113640 216.964286,232.010555 217.410714,231.800388 217.633929,231.693309 217.857143,231.584901 218.303571,231.364103 218.750000,231.138007 219.196429,230.906623 219.642857,230.669963 220.535714,230.180860 220.982143,229.928441 221.205357,229.800270 221.428571,229.670794 222.321429,229.139866 222.767857,228.866611 223.214286,228.588179 223.660714,228.304586 224.107143,228.015844 225.000000,227.422971 225.892857,226.809678 226.339286,226.495411 226.785714,226.176085 227.678571,225.522318 228.125000,225.187908 228.571429,224.848504 229.464286,224.154776 230.357143,223.441271 230.803571,223.077145 231.250000,222.708128 232.142857,221.955493 233.035714,221.183513 233.928571,220.392339 234.821429,219.582129 235.714286,218.753040 236.607143,217.905237 237.500000,217.038885 238.392857,216.154156 239.285714,215.251223 241.071429,213.391459 241.964286,212.434994 242.857143,211.461058 244.642857,209.461537 246.428571,207.394471 248.214286,205.261485 250.000000,203.064257 253.571429,198.484040 255.357143,196.104655 257.142857,193.668232 260.714286,188.631985 264.285714,183.391144 271.428571,172.362234 278.571429,160.720195 285.714286,148.611434 292.857143,136.188225 300.000000,123.606798 307.142857,111.025370 314.285714,98.602161 321.428571,86.493400 328.571429,74.851362 332.142857,69.251395 335.714286,63.822451 339.285714,58.581611 341.071429,56.036907 342.857143,53.545363 346.428571,48.729555 348.214286,46.409079 350.000000,44.149339 351.785714,41.952111 353.571429,39.819125 354.464286,38.777249 355.357143,37.752058 356.250000,36.743755 357.142857,35.752538 358.928571,33.822136 360.714286,31.962373 361.607143,31.059440 362.500000,30.174710 363.392857,29.308359 363.839286,28.882128 364.285714,28.460555 366.071429,26.821256 366.964286,26.030083 367.857143,25.258103 368.750000,24.505467 369.196429,24.136450 369.642857,23.772325 370.535714,23.058820 370.982143,22.709475 371.205357,22.536662 371.428571,22.365092 372.321429,21.691278 373.214286,21.037510 374.107143,20.403917 375.000000,19.790625 375.892857,19.197752 376.339286,18.909010 376.785714,18.625416 377.678571,18.073730 378.125000,17.805664 378.348214,17.673582 378.571429,17.542801 379.464286,17.032736 379.910714,16.785558 380.357143,16.543632 380.803571,16.306972 381.250000,16.075588 381.696429,15.849492 382.142857,15.628695 382.589286,15.413208 383.035714,15.203041 383.482143,14.998204 383.705357,14.897789 383.928571,14.798709 384.375000,14.604564 384.821429,14.415780 385.267857,14.232364 385.491071,14.142673 385.714286,14.054328 386.607143,13.714424 387.053571,13.552574 387.500000,13.396136 387.946429,13.245118 388.169643,13.171643 388.392857,13.099526 388.839286,12.959369 389.062500,12.891330 389.285714,12.824653 389.732143,12.695384 389.955357,12.632795 390.178571,12.571570 390.401786,12.511710 390.625000,12.453215 390.848214,12.396087 391.071429,12.340327 391.517857,12.232910 391.741071,12.181255 391.964286,12.130970 392.187500,12.082055 392.410714,12.034511 392.633929,11.988339 392.857143,11.943539 393.750000,11.778073 394.196429,11.703587 394.642857,11.634603 395.089286,11.571125 395.312500,11.541452 395.535714,11.513157 395.982143,11.460701 396.205357,11.436541 396.428571,11.413760 397.321429,11.336431 397.767857,11.306047 398.214286,11.281185 399.107143,11.248033 400.000000,11.236982" style="stroke: rgb(60.000000%, 24.000000%, 44.289312%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="-16.000000,123.606798 416.000000,123.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="63.661977" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1</mn></math></foreignObject>
<foreignObject x="127.323954" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>2</mn></math></foreignObject>
<foreignObject x="190.985932" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>3</mn></math></foreignObject>
<foreignObject x="254.647909" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>4</mn></math></foreignObject>
<foreignObject x="318.309886" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>5</mn></math></foreignObject>
<foreignObject x="381.971863" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>6</mn></math></foreignObject>
<polyline points="63.661977,123.606798 63.661977,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="127.323954,123.606798 127.323954,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="190.985932,123.606798 190.985932,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="254.647909,123.606798 254.647909,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="318.309886,123.606798 318.309886,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="381.971863,123.606798 381.971863,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="12.732395,123.606798 12.732395,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="25.464791,123.606798 25.464791,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="38.197186,123.606798 38.197186,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="50.929582,123.606798 50.929582,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="76.394373,123.606798 76.394373,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="89.126768,123.606798 89.126768,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="101.859164,123.606798 101.859164,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="114.591559,123.606798 114.591559,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="140.056350,123.606798 140.056350,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="152.788745,123.606798 152.788745,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="165.521141,123.606798 165.521141,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="178.253536,123.606798 178.253536,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="203.718327,123.606798 203.718327,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="216.450723,123.606798 216.450723,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="229.183118,123.606798 229.183118,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="241.915513,123.606798 241.915513,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="267.380304,123.606798 267.380304,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="280.112700,123.606798 280.112700,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="292.845095,123.606798 292.845095,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="305.577491,123.606798 305.577491,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="331.042282,123.606798 331.042282,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="343.774677,123.606798 343.774677,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="356.507073,123.606798 356.507073,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="369.239468,123.606798 369.239468,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="394.704259,123.606798 394.704259,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="407.436654,123.606798 407.436654,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="0.000000,260.157867 0.000000,-12.944272" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="-2.666667" y="235.976614" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-1.0</mtext></math></foreignObject>
<foreignObject x="-2.666667" y="179.791706" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-0.5</mtext></math></foreignObject>
<foreignObject x="-2.666667" y="67.421890" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.5</mn></math></foreignObject>
<foreignObject x="-2.666667" y="11.236982" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1.0</mn></math></foreignObject>
<polyline points="0.000000,235.976614 6.666667,235.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,179.791706 6.666667,179.791706" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,67.421890 6.666667,67.421890" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,11.236982 6.666667,11.236982" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,247.213595 4.000000,247.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,224.739632 4.000000,224.739632" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,213.502651 4.000000,213.502651" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,202.265669 4.000000,202.265669" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,191.028687 4.000000,191.028687" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,168.554724 4.000000,168.554724" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,157.317743 4.000000,157.317743" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,146.080761 4.000000,146.080761" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,134.843779 4.000000,134.843779" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,112.369816 4.000000,112.369816" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,101.132835 4.000000,101.132835" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,89.895853 4.000000,89.895853" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,78.658871 4.000000,78.658871" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,56.184908 4.000000,56.184908" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,44.947926 4.000000,44.947926" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,33.710945 4.000000,33.710945" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,22.473963 4.000000,22.473963" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,0.000000 4.000000,0.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
            </svg>
        "/></mstyle></math>
p7285
sg15
I2
sass(g1709
g6429
VRealNumberQ
p7286
I0
tp7287
(dp7288
g6
VRealNumberQ[10]
p7289
sg8
(lp7290
(dp7291
g11
(lp7292
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p7293
sg15
I1
sass(g1709
g6429
g7286
I1
tp7294
(dp7295
g6
VRealNumberQ[4.0]
p7296
sg8
(lp7297
(dp7298
g11
(lp7299
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p7300
sg15
I2
sass(g1709
g6429
g7286
I2
tp7301
(dp7302
g6
VRealNumberQ[1+I]
p7303
sg8
(lp7304
(dp7305
g11
(lp7306
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p7307
sg15
I3
sass(g1709
g6429
g7286
I3
tp7308
(dp7309
g6
VRealNumberQ[0 * I]
p7310
sg8
(lp7311
(dp7312
g11
(lp7313
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p7314
sg15
I4
sass(g1709
g6429
g7286
I4
tp7315
(dp7316
g6
VRealNumberQ[0.0 * I]
p7317
sg8
(lp7318
(dp7319
g11
(lp7320
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p7321
sg15
I5
sass(g1709
g6429
VReal
p7322
I0
tp7323
(dp7324
g6
Vx = 3. ^ -20;
p7325
sg8
(lp7326
(dp7327
g11
(lp7328
sg13
Nsg15
I1
sass(g1709
g6429
g7322
I1
tp7329
(dp7330
g6
VInputForm[x]
p7331
sg8
(lp7332
(dp7333
g11
(lp7334
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>2.8679719907924413</mn> <mtext>*^</mtext> <mtext>-10</mtext></mrow></mstyle></math>
p7335
sg15
I2
sass(g1709
g6429
g7322
I2
tp7336
(dp7337
g6
VHead[x]
p7338
sg8
(lp7339
(dp7340
g11
(lp7341
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>Real</mi></mstyle></math>
p7342
sg15
I3
sass(g1709
g6429
VSign
p7343
I0
tp7344
(dp7345
g6
VSign[19]
p7346
sg8
(lp7347
(dp7348
g11
(lp7349
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>1</mn></mstyle></math>
p7350
sg15
I1
sass(g1709
g6429
g7343
I1
tp7351
(dp7352
g6
VSign[-6]
p7353
sg8
(lp7354
(dp7355
g11
(lp7356
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>-1</mtext></mstyle></math>
p7357
sg15
I2
sass(g1709
g6429
g7343
I2
tp7358
(dp7359
g6
VSign[0]
p7360
sg8
(lp7361
(dp7362
g11
(lp7363
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0</mn></mstyle></math>
p7364
sg15
I3
sass(g1709
g6429
g7343
I3
tp7365
(dp7366
g6
VSign[{-5, -10, 15, 20, 0}]
p7367
sg8
(lp7368
(dp7369
g11
(lp7370
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mtext>-1</mtext> <mo>,</mo> <mtext>-1</mtext> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p7371
sg15
I4
sass(g1709
g6429
g7343
I5
tp7372
(dp7373
g6
VSign[3 - 4*I]
p7374
sg8
(lp7375
(dp7376
g11
(lp7377
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mfrac><mn>3</mn> <mn>5</mn></mfrac> <mo>-</mo> <mfrac><mrow><mn>4</mn> <mo>&nbsp;</mo> <mi>I</mi></mrow> <mn>5</mn></mfrac></mrow></mstyle></math>
p7378
sg15
I5
sass(g1709
g6429
VSqrt
p7379
I0
tp7380
(dp7381
g6
VSqrt[4]
p7382
sg8
(lp7383
(dp7384
g11
(lp7385
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>2</mn></mstyle></math>
p7386
sg15
I1
sass(g1709
g6429
g7379
I1
tp7387
(dp7388
g6
VSqrt[5]
p7389
sg8
(lp7390
(dp7391
g11
(lp7392
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><msqrt><mn>5</mn></msqrt></mstyle></math>
p7393
sg15
I2
sass(g1709
g6429
g7379
I2
tp7394
(dp7395
g6
VSqrt[5] // N
p7396
sg8
(lp7397
(dp7398
g11
(lp7399
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>2.23607</mn></mstyle></math>
p7400
sg15
I3
sass(g1709
g6429
g7379
I3
tp7401
(dp7402
g6
VSqrt[a]^2
p7403
sg8
(lp7404
(dp7405
g11
(lp7406
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>a</mi></mstyle></math>
p7407
sg15
I4
sass(g1709
g6429
g7379
I4
tp7408
(dp7409
g6
VSqrt[-4]
p7410
sg8
(lp7411
(dp7412
g11
(lp7413
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>2</mn> <mo>&nbsp;</mo> <mi>I</mi></mrow></mstyle></math>
p7414
sg15
I5
sass(g1709
g6429
g7379
I5
tp7415
(dp7416
g6
VI == Sqrt[-1]
p7417
sg8
(lp7418
(dp7419
g11
(lp7420
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p7421
sg15
I6
sass(g1709
g6429
g7379
I6
tp7422
(dp7423
g6
VPlot[Sqrt[a^2], {a, -2, 2}]
p7424
sg8
(lp7425
(dp7426
g11
(lp7427
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="247px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-17.666667 -14.610939 435.333333 279.254219">
                <polyline points="0.000000,11.236982 7.142857,19.263397 14.285714,27.289812 21.428571,35.316228 28.571429,43.342643 35.714286,51.369059 42.857143,59.395474 50.000000,67.421890 57.142857,75.448305 64.285714,83.474721 71.428571,91.501136 78.571429,99.527551 85.714286,107.553967 92.857143,115.580382 100.000000,123.606798 107.142857,131.633213 114.285714,139.659629 121.428571,147.686044 128.571429,155.712460 135.714286,163.738875 142.857143,171.765290 150.000000,179.791706 157.142857,187.818121 164.285714,195.844537 171.428571,203.870952 178.571429,211.897368 185.714286,219.923783 192.857143,227.950198 196.428571,231.963406 198.214286,233.970010 199.107143,234.973312 200.000000,235.976614 200.892857,234.973312 201.785714,233.970010 203.571429,231.963406 207.142857,227.950198 214.285714,219.923783 221.428571,211.897368 228.571429,203.870952 235.714286,195.844537 242.857143,187.818121 250.000000,179.791706 257.142857,171.765290 264.285714,163.738875 271.428571,155.712460 278.571429,147.686044 285.714286,139.659629 292.857143,131.633213 300.000000,123.606798 307.142857,115.580382 314.285714,107.553967 321.428571,99.527551 328.571429,91.501136 335.714286,83.474721 342.857143,75.448305 350.000000,67.421890 357.142857,59.395474 364.285714,51.369059 371.428571,43.342643 378.571429,35.316228 385.714286,27.289812 392.857143,19.263397 400.000000,11.236982" style="stroke: rgb(24.720000%, 24.000000%, 60.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="-16.000000,235.976614 416.000000,235.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="0.000000" y="238.643281" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-2</mtext></math></foreignObject>
<foreignObject x="100.000000" y="238.643281" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-1</mtext></math></foreignObject>
<foreignObject x="300.000000" y="238.643281" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1</mn></math></foreignObject>
<foreignObject x="400.000000" y="238.643281" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>2</mn></math></foreignObject>
<polyline points="0.000000,235.976614 0.000000,229.309947" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="100.000000,235.976614 100.000000,229.309947" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="300.000000,235.976614 300.000000,229.309947" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="400.000000,235.976614 400.000000,229.309947" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="20.000000,235.976614 20.000000,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="40.000000,235.976614 40.000000,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="60.000000,235.976614 60.000000,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="80.000000,235.976614 80.000000,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="120.000000,235.976614 120.000000,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="140.000000,235.976614 140.000000,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="160.000000,235.976614 160.000000,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="180.000000,235.976614 180.000000,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="220.000000,235.976614 220.000000,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="240.000000,235.976614 240.000000,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="260.000000,235.976614 260.000000,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="280.000000,235.976614 280.000000,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="320.000000,235.976614 320.000000,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="340.000000,235.976614 340.000000,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="360.000000,235.976614 360.000000,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="380.000000,235.976614 380.000000,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="200.000000,260.157867 200.000000,-12.944272" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="197.333333" y="179.791706" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.5</mn></math></foreignObject>
<foreignObject x="197.333333" y="123.606798" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1.0</mn></math></foreignObject>
<foreignObject x="197.333333" y="67.421890" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1.5</mn></math></foreignObject>
<foreignObject x="197.333333" y="11.236982" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>2.0</mn></math></foreignObject>
<polyline points="200.000000,179.791706 206.666667,179.791706" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,123.606798 206.666667,123.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,67.421890 206.666667,67.421890" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,11.236982 206.666667,11.236982" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,247.213595 204.000000,247.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,224.739632 204.000000,224.739632" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,213.502651 204.000000,213.502651" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,202.265669 204.000000,202.265669" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,191.028687 204.000000,191.028687" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,168.554724 204.000000,168.554724" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,157.317743 204.000000,157.317743" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,146.080761 204.000000,146.080761" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,134.843779 204.000000,134.843779" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,112.369816 204.000000,112.369816" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,101.132835 204.000000,101.132835" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,89.895853 204.000000,89.895853" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,78.658871 204.000000,78.658871" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,56.184908 204.000000,56.184908" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,44.947926 204.000000,44.947926" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,33.710945 204.000000,33.710945" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,22.473963 204.000000,22.473963" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,0.000000 204.000000,0.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
            </svg>
        "/></mstyle></math>
p7428
sg15
I7
sass(g1709
g6429
VSubtract
p7429
I0
tp7430
(dp7431
g6
V5 - 3
p7432
sg8
(lp7433
(dp7434
g11
(lp7435
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>2</mn></mstyle></math>
p7436
sg15
I1
sass(g1709
g6429
g7429
I1
tp7437
(dp7438
g6
Va - b // FullForm
p7439
sg8
(lp7440
(dp7441
g11
(lp7442
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Plus</mi> <mo>[</mo> <mrow><mi>a</mi> <mtext>,&nbsp;</mtext> <mrow><mi>Times</mi> <mo>[</mo> <mrow><mtext>-1</mtext> <mtext>,&nbsp;</mtext> <mi>b</mi></mrow> <mo>]</mo></mrow></mrow> <mo>]</mo></mrow></mstyle></math>
p7443
sg15
I2
sass(g1709
g6429
g7429
I2
tp7444
(dp7445
g6
Va - b - c
p7446
sg8
(lp7447
(dp7448
g11
(lp7449
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>a</mi> <mo>-</mo> <mi>b</mi> <mo>-</mo> <mi>c</mi></mrow></mstyle></math>
p7450
sg15
I3
sass(g1709
g6429
g7429
I3
tp7451
(dp7452
g6
Va - (b - c)
p7453
sg8
(lp7454
(dp7455
g11
(lp7456
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>a</mi> <mo>-</mo> <mi>b</mi> <mo>+</mo> <mi>c</mi></mrow></mstyle></math>
p7457
sg15
I4
sass(g1709
g6429
VSum
p7458
I0
tp7459
(dp7460
g6
VSum[k, {k, 1, 10}]
p7461
sg8
(lp7462
(dp7463
g11
(lp7464
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>55</mn></mstyle></math>
p7465
sg15
I1
sass(g1709
g6429
g7458
I1
tp7466
(dp7467
g6
VSum[i * j, {i, 1, 10}, {j, 1, 10}]
p7468
sg8
(lp7469
(dp7470
g11
(lp7471
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>3025</mn></mstyle></math>
p7472
sg15
I2
sass(g1709
g6429
g7458
I2
tp7473
(dp7474
g6
VSum[k, {k, 1, n}]
p7475
sg8
(lp7476
(dp7477
g11
(lp7478
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mfrac><mrow><mi>n</mi> <mo>&nbsp;</mo> <mrow><mo>(</mo> <mrow><mn>1</mn> <mo>+</mo> <mi>n</mi></mrow> <mo>)</mo></mrow></mrow> <mn>2</mn></mfrac></mstyle></math>
p7479
sg15
I3
sass(g1709
g6429
g7458
I3
tp7480
(dp7481
g6
VSum[k, {k, n, 2 n}]
p7482
sg8
(lp7483
(dp7484
g11
(lp7485
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mfrac><mrow><mn>3</mn> <mo>&nbsp;</mo> <mi>n</mi> <mo>&nbsp;</mo> <mrow><mo>(</mo> <mrow><mn>1</mn> <mo>+</mo> <mi>n</mi></mrow> <mo>)</mo></mrow></mrow> <mn>2</mn></mfrac></mstyle></math>
p7486
sg15
I4
sass(g1709
g6429
g7458
I4
tp7487
(dp7488
g6
VSum[k, {k, I, I + 1}]
p7489
sg8
(lp7490
(dp7491
g11
(lp7492
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>1</mn> <mo>+</mo> <mrow><mn>2</mn> <mo>&nbsp;</mo> <mi>I</mi></mrow></mrow></mstyle></math>
p7493
sg15
I5
sass(g1709
g6429
g7458
I5
tp7494
(dp7495
g6
VSum[1 / k ^ 2, {k, 1, n}]
p7496
sg8
(lp7497
(dp7498
g11
(lp7499
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>HarmonicNumber</mi> <mo>[</mo> <mrow><mi>n</mi> <mo>,</mo> <mn>2</mn></mrow> <mo>]</mo></mrow></mstyle></math>
p7500
sg15
I6
sass(g1709
g6429
g7458
I6
tp7501
(dp7502
g6
VSum[f[i], {i, 1, 7}]
p7503
sg8
(lp7504
(dp7505
g11
(lp7506
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mrow><mi>f</mi> <mo>[</mo> <mn>1</mn> <mo>]</mo></mrow> <mo>+</mo> <mrow><mi>f</mi> <mo>[</mo> <mn>2</mn> <mo>]</mo></mrow> <mo>+</mo> <mrow><mi>f</mi> <mo>[</mo> <mn>3</mn> <mo>]</mo></mrow> <mo>+</mo> <mrow><mi>f</mi> <mo>[</mo> <mn>4</mn> <mo>]</mo></mrow> <mo>+</mo> <mrow><mi>f</mi> <mo>[</mo> <mn>5</mn> <mo>]</mo></mrow> <mo>+</mo> <mrow><mi>f</mi> <mo>[</mo> <mn>6</mn> <mo>]</mo></mrow> <mo>+</mo> <mrow><mi>f</mi> <mo>[</mo> <mn>7</mn> <mo>]</mo></mrow></mrow></mstyle></math>
p7507
sg15
I7
sass(g1709
g6429
g7458
I7
tp7508
(dp7509
g6
VSum[x ^ 2, {x, 1, y}] - y * (y + 1) * (2 * y + 1) / 6
p7510
sg8
(lp7511
(dp7512
g11
(lp7513
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0</mn></mstyle></math>
p7514
sg15
I8
sass(g1709
g6429
g7458
I8
tp7515
(dp7516
g6
VSum[1 / 2 ^ i, {i, 1, Infinity}]
p7517
sg8
(lp7518
(dp7519
g11
(lp7520
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>1</mn></mstyle></math>
p7521
sg15
I9
sass(g1709
g6429
g7458
I9
tp7522
(dp7523
g6
VSum[1 / k ^ 2, {k, 1, Infinity}]
p7524
sg8
(lp7525
(dp7526
g11
(lp7527
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mfrac><msup><mi>Pi</mi> <mn>2</mn></msup> <mn>6</mn></mfrac></mstyle></math>
p7528
sg15
I10
sass(g1709
g6429
VTimes
p7529
I0
tp7530
(dp7531
g6
V10 * 2
p7532
sg8
(lp7533
(dp7534
g11
(lp7535
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>20</mn></mstyle></math>
p7536
sg15
I1
sass(g1709
g6429
g7529
I1
tp7537
(dp7538
g6
V10 2
p7539
sg8
(lp7540
(dp7541
g11
(lp7542
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>20</mn></mstyle></math>
p7543
sg15
I2
sass(g1709
g6429
g7529
I2
tp7544
(dp7545
g6
Va * a
p7546
sg8
(lp7547
(dp7548
g11
(lp7549
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><msup><mi>a</mi> <mn>2</mn></msup></mstyle></math>
p7550
sg15
I3
sass(g1709
g6429
g7529
I3
tp7551
(dp7552
g6
Vx ^ 10 * x ^ -2
p7553
sg8
(lp7554
(dp7555
g11
(lp7556
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><msup><mi>x</mi> <mn>8</mn></msup></mstyle></math>
p7557
sg15
I4
sass(g1709
g6429
g7529
I4
tp7558
(dp7559
g6
V{1, 2, 3} * 4
p7560
sg8
(lp7561
(dp7562
g11
(lp7563
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>4</mn> <mo>,</mo> <mn>8</mn> <mo>,</mo> <mn>12</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p7564
sg15
I5
sass(g1709
g6429
g7529
I5
tp7565
(dp7566
g6
VTimes @@ {1, 2, 3, 4}
p7567
sg8
(lp7568
(dp7569
g11
(lp7570
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>24</mn></mstyle></math>
p7571
sg15
I6
sass(g1709
g6429
g7529
I6
tp7572
(dp7573
g6
VIntegerLength[Times@@Range[5000]]
p7574
sg8
(lp7575
(dp7576
g11
(lp7577
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>16326</mn></mstyle></math>
p7578
sg15
I7
sass(g1709
g6429
g7529
I7
tp7579
(dp7580
g6
VDefaultValues[Times]
p7581
sg8
(lp7582
(dp7583
g11
(lp7584
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mi>HoldPattern</mi> <mo>[</mo> <mrow><mi>Default</mi> <mo>[</mo> <mi>Times</mi> <mo>]</mo></mrow> <mo>]</mo></mrow> <mo>:&gt;</mo> <mn>1</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p7585
sg15
I8
sass(g1709
g6429
g7529
I8
tp7586
(dp7587
g6
Va /. n_. * x_ :> {n, x}
p7588
sg8
(lp7589
(dp7590
g11
(lp7591
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mi>a</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p7592
sg15
I9
sass(g1709
VFunctional Programming
p7593
VComposition
p7594
I0
tp7595
(dp7596
g6
VComposition[f, g][x]
p7597
sg8
(lp7598
(dp7599
g11
(lp7600
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>f</mi> <mo>[</mo> <mrow><mi>g</mi> <mo>[</mo> <mi>x</mi> <mo>]</mo></mrow> <mo>]</mo></mrow></mstyle></math>
p7601
sg15
I1
sass(g1709
g7593
g7594
I1
tp7602
(dp7603
g6
VComposition[f, g, h][x, y, z]
p7604
sg8
(lp7605
(dp7606
g11
(lp7607
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>f</mi> <mo>[</mo> <mrow><mi>g</mi> <mo>[</mo> <mrow><mi>h</mi> <mo>[</mo> <mrow><mi>x</mi> <mo>,</mo> <mi>y</mi> <mo>,</mo> <mi>z</mi></mrow> <mo>]</mo></mrow> <mo>]</mo></mrow> <mo>]</mo></mrow></mstyle></math>
p7608
sg15
I2
sass(g1709
g7593
g7594
I2
tp7609
(dp7610
g6
VComposition[]
p7611
sg8
(lp7612
(dp7613
g11
(lp7614
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>Identity</mi></mstyle></math>
p7615
sg15
I3
sass(g1709
g7593
g7594
I3
tp7616
(dp7617
g6
VComposition[][x]
p7618
sg8
(lp7619
(dp7620
g11
(lp7621
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>x</mi></mstyle></math>
p7622
sg15
I4
sass(g1709
g7593
g7594
I4
tp7623
(dp7624
g6
VAttributes[Composition]
p7625
sg8
(lp7626
(dp7627
g11
(lp7628
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>Flat</mi> <mo>,</mo> <mi>OneIdentity</mi> <mo>,</mo> <mi>Protected</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p7629
sg15
I5
sass(g1709
g7593
g7594
I5
tp7630
(dp7631
g6
VComposition[f, Composition[g, h]]
p7632
sg8
(lp7633
(dp7634
g11
(lp7635
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Composition</mi> <mo>[</mo> <mrow><mi>f</mi> <mo>,</mo> <mi>g</mi> <mo>,</mo> <mi>h</mi></mrow> <mo>]</mo></mrow></mstyle></math>
p7636
sg15
I6
sass(g1709
g7593
VFunction
p7637
I0
tp7638
(dp7639
g6
Vf := # ^ 2 &
p7640
sg8
(lp7641
(dp7642
g11
(lp7643
sg13
Nsg15
I1
sass(g1709
g7593
g7637
I1
tp7644
(dp7645
g6
Vf[3]
p7646
sg8
(lp7647
(dp7648
g11
(lp7649
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>9</mn></mstyle></math>
p7650
sg15
I2
sass(g1709
g7593
g7637
I2
tp7651
(dp7652
g6
V#^3& /@ {1, 2, 3}
p7653
sg8
(lp7654
(dp7655
g11
(lp7656
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>8</mn> <mo>,</mo> <mn>27</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p7657
sg15
I3
sass(g1709
g7593
g7637
I3
tp7658
(dp7659
g6
V#1+#2&[4, 5]
p7660
sg8
(lp7661
(dp7662
g11
(lp7663
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>9</mn></mstyle></math>
p7664
sg15
I4
sass(g1709
g7593
g7637
I4
tp7665
(dp7666
g6
VFunction[{x, y}, x * y][2, 3]
p7667
sg8
(lp7668
(dp7669
g11
(lp7670
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>6</mn></mstyle></math>
p7671
sg15
I5
sass(g1709
g7593
g7637
I5
tp7672
(dp7673
g6
VFunction[{x}, Function[{y}, f[x, y]]][y]
p7674
sg8
(lp7675
(dp7676
g11
(lp7677
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Function</mi> <mo>[</mo> <mrow><mrow><mo>{</mo> <mi>y$</mi> <mo>}</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mrow><mi>y</mi> <mo>,</mo> <mi>y$</mi></mrow> <mo>]</mo></mrow></mrow> <mo>]</mo></mrow></mstyle></math>
p7678
sg15
I6
sass(g1709
g7593
g7637
I6
tp7679
(dp7680
g6
VFunction[{y}, f[x, y]] /. x->y
p7681
sg8
(lp7682
(dp7683
g11
(lp7684
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Function</mi> <mo>[</mo> <mrow><mrow><mo>{</mo> <mi>y</mi> <mo>}</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mrow><mi>y</mi> <mo>,</mo> <mi>y</mi></mrow> <mo>]</mo></mrow></mrow> <mo>]</mo></mrow></mstyle></math>
p7685
sg15
I7
sass(g1709
g7593
g7637
I7
tp7686
(dp7687
g6
VFunction[y, Function[x, y^x]][x][y]
p7688
sg8
(lp7689
(dp7690
g11
(lp7691
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><msup><mi>x</mi> <mi>y</mi></msup></mstyle></math>
p7692
sg15
I8
sass(g1709
g7593
g7637
I8
tp7693
(dp7694
g6
VFunction[x, Function[y, x^y]][x][y]
p7695
sg8
(lp7696
(dp7697
g11
(lp7698
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><msup><mi>x</mi> <mi>y</mi></msup></mstyle></math>
p7699
sg15
I9
sass(g1709
g7593
g7637
I9
tp7700
(dp7701
g6
Vg[#] & [h[#]] & [5]
p7702
sg8
(lp7703
(dp7704
g11
(lp7705
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>g</mi> <mo>[</mo> <mrow><mi>h</mi> <mo>[</mo> <mn>5</mn> <mo>]</mo></mrow> <mo>]</mo></mrow></mstyle></math>
p7706
sg15
I10
sass(g1709
g7593
VIdentity
p7707
I0
tp7708
(dp7709
g6
VIdentity[x]
p7710
sg8
(lp7711
(dp7712
g11
(lp7713
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>x</mi></mstyle></math>
p7714
sg15
I1
sass(g1709
g7593
g7707
I1
tp7715
(dp7716
g6
VIdentity[x, y]
p7717
sg8
(lp7718
(dp7719
g11
(lp7720
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Identity</mi> <mo>[</mo> <mrow><mi>x</mi> <mo>,</mo> <mi>y</mi></mrow> <mo>]</mo></mrow></mstyle></math>
p7721
sg15
I2
sass(g1709
g7593
VSlot
p7722
I0
tp7723
(dp7724
g6
V#
p7725
sg8
(lp7726
(dp7727
g11
(lp7728
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>#1</mtext></mstyle></math>
p7729
sg15
I1
sass(g1709
g7593
g7722
I1
tp7730
(dp7731
g6
V{#1, #2, #3}&[1, 2, 3, 4, 5]
p7732
sg8
(lp7733
(dp7734
g11
(lp7735
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>3</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p7736
sg15
I2
sass(g1709
g7593
g7722
I2
tp7737
(dp7738
g6
VIf[#1<=1, 1, #1 #0[#1-1]]& [10]
p7739
sg8
(lp7740
(dp7741
g11
(lp7742
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>3628800</mn></mstyle></math>
p7743
sg15
I3
sass(g1709
g7593
VSlotSequence
p7744
I0
tp7745
(dp7746
g6
VPlus[##]& [1, 2, 3]
p7747
sg8
(lp7748
(dp7749
g11
(lp7750
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>6</mn></mstyle></math>
p7751
sg15
I1
sass(g1709
g7593
g7744
I1
tp7752
(dp7753
g6
VPlus[##2]& [1, 2, 3]
p7754
sg8
(lp7755
(dp7756
g11
(lp7757
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>5</mn></mstyle></math>
p7758
sg15
I2
sass(g1709
g7593
g7744
I2
tp7759
(dp7760
g6
VFullForm[##]
p7761
sg8
(lp7762
(dp7763
g11
(lp7764
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>SlotSequence</mi> <mo>[</mo> <mn>1</mn> <mo>]</mo></mrow></mstyle></math>
p7765
sg15
I3
sass(g1709
VCompilation
p7766
VCompile
p7767
I0
tp7768
(dp7769
g6
Vcf = Compile[{x, y}, x + 2 y]
p7770
sg8
(lp7771
(dp7772
g11
(lp7773
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>CompiledFunction</mi> <mo>[</mo> <mrow><mrow><mo>{</mo> <mrow><mi>x</mi> <mo>,</mo> <mi>y</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mi>x</mi> <mo>+</mo> <mrow><mn>2</mn> <mo>&nbsp;</mo> <mi>y</mi></mrow></mrow> <mo>,</mo> -CompiledCode-</mrow> <mo>]</mo></mrow></mstyle></math>
p7774
sg15
I1
sass(g1709
g7766
g7767
I1
tp7775
(dp7776
g6
Vcf[2.5, 4.3]
p7777
sg8
(lp7778
(dp7779
g11
(lp7780
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>11.1</mn></mstyle></math>
p7781
sg15
I2
sass(g1709
g7766
g7767
I2
tp7782
(dp7783
g6
Vcf = Compile[{{x, _Real}}, Sin[x]]
p7784
sg8
(lp7785
(dp7786
g11
(lp7787
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>CompiledFunction</mi> <mo>[</mo> <mrow><mrow><mo>{</mo> <mi>x</mi> <mo>}</mo></mrow> <mo>,</mo> <mrow><mi>Sin</mi> <mo>[</mo> <mi>x</mi> <mo>]</mo></mrow> <mo>,</mo> -CompiledCode-</mrow> <mo>]</mo></mrow></mstyle></math>
p7788
sg15
I3
sass(g1709
g7766
g7767
I3
tp7789
(dp7790
g6
Vcf[1.4]
p7791
sg8
(lp7792
(dp7793
g11
(lp7794
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0.98545</mn></mstyle></math>
p7795
sg15
I4
sass(g1709
g7766
g7767
I12
tp7796
(dp7797
g6
Vcf = Compile[{{x, _Real}, {y, _Integer}}, If[x == 0.0 && y <= 0, 0.0, Sin[x ^ y] + 1 / Min[x, 0.5]] + 0.5]
p7798
sg8
(lp7799
(dp7800
g11
(lp7801
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>CompiledFunction</mi> <mo>[</mo> <mrow><mrow><mo>{</mo> <mrow><mi>x</mi> <mo>,</mo> <mi>y</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mn>0.5</mn> <mo>+</mo> <mrow><mi>If</mi> <mo>[</mo> <mrow><mrow><mrow><mi>x</mi> <mo>==</mo> <mn>0.</mn></mrow> <mo>&amp;&amp;</mo> <mrow><mi>y</mi> <mo>&lt;=</mo> <mn>0</mn></mrow></mrow> <mo>,</mo> <mn>0.</mn> <mo>,</mo> <mrow><mrow><mi>Sin</mi> <mo>[</mo> <msup><mi>x</mi> <mi>y</mi></msup> <mo>]</mo></mrow> <mo>+</mo> <mfrac><mn>1</mn> <mrow><mi>Min</mi> <mo>[</mo> <mrow><mi>x</mi> <mo>,</mo> <mn>0.5</mn></mrow> <mo>]</mo></mrow></mfrac></mrow></mrow> <mo>]</mo></mrow></mrow> <mo>,</mo> -CompiledCode-</mrow> <mo>]</mo></mrow></mstyle></math>
p7802
sg15
I5
sass(g1709
g7766
g7767
I13
tp7803
(dp7804
g6
Vcf[3.5, 2]
p7805
sg8
(lp7806
(dp7807
g11
(lp7808
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>2.18888</mn></mstyle></math>
p7809
sg15
I6
sass(g1709
g7766
g7767
I15
tp7810
(dp7811
g6
VCompile[{{a, _Integer}, {b, _Integer}}, While[b != 0, {a, b} = {b, Mod[a, b]}]; a]       (* GCD of a, b *)
p7812
sg8
(lp7813
(dp7814
g11
(lp7815
(dp7816
g149
I01
sg150
VCompile
p7817
sg152
Vcomperr
p7818
sg154
VCompile::comperr
p7819
sg156
VExpression While[b != 0, {a, b} = {b, Mod[a, b]}] ; a could not be compiled.
p7820
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Function</mi> <mo>[</mo> <mrow><mrow><mo>{</mo> <mrow><mtext>Global`a</mtext> <mo>,</mo> <mtext>Global`b</mtext></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mrow><mi>While</mi> <mo>[</mo> <mrow><mrow><mi>b</mi> <mo>!=</mo> <mn>0</mn></mrow> <mo>,</mo> <mrow><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi></mrow> <mo>}</mo></mrow> <mo>=</mo> <mrow><mo>{</mo> <mrow><mi>b</mi> <mo>,</mo> <mrow><mi>Mod</mi> <mo>[</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi></mrow> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow></mrow></mrow> <mo>]</mo></mrow> <mo>;</mo> <mi>a</mi></mrow></mrow> <mo>]</mo></mrow></mstyle></math>
p7821
sg15
I7
sass(g1709
g7766
VCompiledFunction
p7822
I0
tp7823
(dp7824
g6
Vsqr = Compile[{x}, x x]
p7825
sg8
(lp7826
(dp7827
g11
(lp7828
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>CompiledFunction</mi> <mo>[</mo> <mrow><mrow><mo>{</mo> <mi>x</mi> <mo>}</mo></mrow> <mo>,</mo> <msup><mi>x</mi> <mn>2</mn></msup> <mo>,</mo> -CompiledCode-</mrow> <mo>]</mo></mrow></mstyle></math>
p7829
sg15
I1
sass(g1709
g7766
g7822
I1
tp7830
(dp7831
g6
VHead[sqr]
p7832
sg8
(lp7833
(dp7834
g11
(lp7835
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>CompiledFunction</mi></mstyle></math>
p7836
sg15
I2
sass(g1709
g7766
g7822
I2
tp7837
(dp7838
g6
Vsqr[2]
p7839
sg8
(lp7840
(dp7841
g11
(lp7842
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>4.</mn></mstyle></math>
p7843
sg15
I3
sass(g1709
VOptions and Default Arguments
p7844
VDefault
p7845
I0
tp7846
(dp7847
g6
VDefault[f] = 1
p7848
sg8
(lp7849
(dp7850
g11
(lp7851
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>1</mn></mstyle></math>
p7852
sg15
I1
sass(g1709
g7844
g7845
I1
tp7853
(dp7854
g6
Vf[x_.] := x ^ 2
p7855
sg8
(lp7856
(dp7857
g11
(lp7858
sg13
Nsg15
I2
sass(g1709
g7844
g7845
I2
tp7859
(dp7860
g6
Vf[]
p7861
sg8
(lp7862
(dp7863
g11
(lp7864
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>1</mn></mstyle></math>
p7865
sg15
I3
sass(g1709
g7844
g7845
I3
tp7866
(dp7867
g6
VDefaultValues[f]
p7868
sg8
(lp7869
(dp7870
g11
(lp7871
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mi>HoldPattern</mi> <mo>[</mo> <mrow><mi>Default</mi> <mo>[</mo> <mi>f</mi> <mo>]</mo></mrow> <mo>]</mo></mrow> <mo>:&gt;</mo> <mn>1</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p7872
sg15
I4
sass(g1709
g7844
g7845
I4
tp7873
(dp7874
g6
VDefault[h, k_, n_] := {k, n}
p7875
sg8
(lp7876
(dp7877
g11
(lp7878
sg13
Nsg15
I5
sass(g1709
g7844
g7845
I5
tp7879
(dp7880
g6
Vh[] /. h[___, ___, x_., y_., ___] -> {x, y}
p7881
sg8
(lp7882
(dp7883
g11
(lp7884
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>3</mn> <mo>,</mo> <mn>5</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>4</mn> <mo>,</mo> <mn>5</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p7885
sg15
I6
sass(g1709
g7844
VFilterRules
p7886
I0
tp7887
(dp7888
g6
VFilterRules[{x -> 100, y -> 1000}, x]
p7889
sg8
(lp7890
(dp7891
g11
(lp7892
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>x</mi> <mo>-&gt;</mo> <mn>100</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p7893
sg15
I1
sass(g1709
g7844
g7886
I1
tp7894
(dp7895
g6
VFilterRules[{x -> 100, y -> 1000, z -> 10000}, {a, b, x, z}]
p7896
sg8
(lp7897
(dp7898
g11
(lp7899
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mi>x</mi> <mo>-&gt;</mo> <mn>100</mn></mrow> <mo>,</mo> <mrow><mi>z</mi> <mo>-&gt;</mo> <mn>10000</mn></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p7900
sg15
I2
sass(g1709
g7844
VNotOptionQ
p7901
I0
tp7902
(dp7903
g6
VNotOptionQ[x]
p7904
sg8
(lp7905
(dp7906
g11
(lp7907
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p7908
sg15
I1
sass(g1709
g7844
g7901
I1
tp7909
(dp7910
g6
VNotOptionQ[2]
p7911
sg8
(lp7912
(dp7913
g11
(lp7914
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p7915
sg15
I2
sass(g1709
g7844
g7901
I2
tp7916
(dp7917
g6
VNotOptionQ["abc"]
p7918
sg8
(lp7919
(dp7920
g11
(lp7921
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p7922
sg15
I3
sass(g1709
g7844
g7901
I3
tp7923
(dp7924
g6
VNotOptionQ[a -> True]
p7925
sg8
(lp7926
(dp7927
g11
(lp7928
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p7929
sg15
I4
sass(g1709
g7844
VOptionQ
p7930
I0
tp7931
(dp7932
g6
VOptionQ[a -> True]
p7933
sg8
(lp7934
(dp7935
g11
(lp7936
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p7937
sg15
I1
sass(g1709
g7844
g7930
I1
tp7938
(dp7939
g6
VOptionQ[a :> True]
p7940
sg8
(lp7941
(dp7942
g11
(lp7943
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p7944
sg15
I2
sass(g1709
g7844
g7930
I2
tp7945
(dp7946
g6
VOptionQ[{a -> True}]
p7947
sg8
(lp7948
(dp7949
g11
(lp7950
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p7951
sg15
I3
sass(g1709
g7844
g7930
I3
tp7952
(dp7953
g6
VOptionQ[{a :> True}]
p7954
sg8
(lp7955
(dp7956
g11
(lp7957
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p7958
sg15
I4
sass(g1709
g7844
g7930
I4
tp7959
(dp7960
g6
VOptionQ[x]
p7961
sg8
(lp7962
(dp7963
g11
(lp7964
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p7965
sg15
I5
sass(g1709
g7844
VOptionValue
p7966
I0
tp7967
(dp7968
g6
Vf[a->3] /. f[OptionsPattern[{}]] -> {OptionValue[a]}
p7969
sg8
(lp7970
(dp7971
g11
(lp7972
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mn>3</mn> <mo>}</mo></mrow></mstyle></math>
p7973
sg15
I1
sass(g1709
g7844
g7966
I1
tp7974
(dp7975
g6
Vf[a->3] /. f[OptionsPattern[{}]] -> {OptionValue[b]}
p7976
sg8
(lp7977
(dp7978
g11
(lp7979
(dp7980
g149
I01
sg150
VOptionValue
p7981
sg152
Voptnf
p7982
sg154
VOptionValue::optnf
p7983
sg156
VOption name b not found.
p7984
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>OptionValue</mi> <mo>[</mo> <mi>b</mi> <mo>]</mo></mrow> <mo>}</mo></mrow></mstyle></math>
p7985
sg15
I2
sass(g1709
g7844
g7966
I2
tp7986
(dp7987
g6
Vf[a->3] /. f[OptionsPattern[{}]] -> {OptionValue[a+b]}
p7988
sg8
(lp7989
(dp7990
g11
(lp7991
(dp7992
g149
I01
sg150
VOptionValue
p7993
sg152
Vsym
p7994
sg154
VOptionValue::sym
p7995
sg156
VArgument a + b at position 1 is expected to be a symbol.
p7996
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>OptionValue</mi> <mo>[</mo> <mrow><mi>a</mi> <mo>+</mo> <mi>b</mi></mrow> <mo>]</mo></mrow> <mo>}</mo></mrow></mstyle></math>
p7997
sg15
I3
sass(g1709
g7844
g7966
I3
tp7998
(dp7999
g6
Vf[a->5] /. f[OptionsPattern[{}]] -> {OptionValue[Symbol["a"]]}
p8000
sg8
(lp8001
(dp8002
g11
(lp8003
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mn>5</mn> <mo>}</mo></mrow></mstyle></math>
p8004
sg15
I4
sass(g1709
g7844
VOptions
p8005
I0
tp8006
(dp8007
g6
VOptions[f] = {n -> 2}
p8008
sg8
(lp8009
(dp8010
g11
(lp8011
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>n</mi> <mo>-&gt;</mo> <mn>2</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p8012
sg15
I1
sass(g1709
g7844
g8005
I1
tp8013
(dp8014
g6
VOptions[f]
p8015
sg8
(lp8016
(dp8017
g11
(lp8018
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>n</mi> <mo>:&gt;</mo> <mn>2</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p8019
sg15
I2
sass(g1709
g7844
g8005
I2
tp8020
(dp8021
g6
Vf[x_, OptionsPattern[f]] := x ^ OptionValue[n]
p8022
sg8
(lp8023
(dp8024
g11
(lp8025
sg13
Nsg15
I3
sass(g1709
g7844
g8005
I3
tp8026
(dp8027
g6
Vf[x]
p8028
sg8
(lp8029
(dp8030
g11
(lp8031
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><msup><mi>x</mi> <mn>2</mn></msup></mstyle></math>
p8032
sg15
I4
sass(g1709
g7844
g8005
I4
tp8033
(dp8034
g6
Vf[x, n -> 3]
p8035
sg8
(lp8036
(dp8037
g11
(lp8038
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><msup><mi>x</mi> <mn>3</mn></msup></mstyle></math>
p8039
sg15
I5
sass(g1709
g7844
g8005
I8
tp8040
(dp8041
g6
Vf[a :> Print["value"]] /. f[OptionsPattern[{}]] :> (OptionValue[a]; Print["between"]; OptionValue[a]);
p8042
sg8
(lp8043
(dp8044
g11
(lp8045
(dp8046
g149
I00
sg156
Vvalue
p8047
sa(dp8048
g149
I00
sg156
Vbetween
p8049
sa(dp8050
g149
I00
sg156
Vvalue
p8051
sasg13
Nsg15
I6
sass(g1709
g7844
g8005
I9
tp8052
(dp8053
g6
Vf[a -> Print["value"]] /. f[OptionsPattern[{}]] :> (OptionValue[a]; Print["between"]; OptionValue[a]);
p8054
sg8
(lp8055
(dp8056
g11
(lp8057
(dp8058
g149
I00
sg156
Vvalue
p8059
sa(dp8060
g149
I00
sg156
Vbetween
p8061
sasg13
Nsg15
I7
sass(g1709
g7844
g8005
I10
tp8062
(dp8063
g6
VOptions[f] = {a}
p8064
sg8
(lp8065
(dp8066
g11
(lp8067
(dp8068
g149
I01
sg150
VOptions
p8069
sg152
Voptions
p8070
sg154
VOptions::options
p8071
sg156
V{a} is not a valid list of option rules.
p8072
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mi>a</mi> <mo>}</mo></mrow></mstyle></math>
p8073
sg15
I8
sass(g1709
g7844
g8005
I11
tp8074
(dp8075
g6
VOptions[f] = a -> b
p8076
sg8
(lp8077
(dp8078
g11
(lp8079
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>a</mi> <mo>-&gt;</mo> <mi>b</mi></mrow></mstyle></math>
p8080
sg15
I9
sass(g1709
g7844
g8005
I12
tp8081
(dp8082
g6
VOptions[f]
p8083
sg8
(lp8084
(dp8085
g11
(lp8086
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>:&gt;</mo> <mi>b</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p8087
sg15
I10
sass(g1709
g7844
g8005
I13
tp8088
(dp8089
g6
VOptions[a + b] = {a -> b}
p8090
sg8
(lp8091
(dp8092
g11
(lp8093
(dp8094
g149
I01
sg150
VOptions
p8095
sg152
g7994
sg154
VOptions::sym
p8096
sg156
VArgument a + b at position 1 is expected to be a symbol.
p8097
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>-&gt;</mo> <mi>b</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p8098
sg15
I11
sass(g1709
VComparison
p8099
VBooleanQ
p8100
I0
tp8101
(dp8102
g6
VBooleanQ[True]
p8103
sg8
(lp8104
(dp8105
g11
(lp8106
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p8107
sg15
I1
sass(g1709
g8099
g8100
I1
tp8108
(dp8109
g6
VBooleanQ[False]
p8110
sg8
(lp8111
(dp8112
g11
(lp8113
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p8114
sg15
I2
sass(g1709
g8099
g8100
I2
tp8115
(dp8116
g6
VBooleanQ[a]
p8117
sg8
(lp8118
(dp8119
g11
(lp8120
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p8121
sg15
I3
sass(g1709
g8099
g8100
I3
tp8122
(dp8123
g6
VBooleanQ[1 < 2]
p8124
sg8
(lp8125
(dp8126
g11
(lp8127
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p8128
sg15
I4
sass(g1709
g8099
VEqual
p8129
I0
tp8130
(dp8131
g6
Va==a
p8132
sg8
(lp8133
(dp8134
g11
(lp8135
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p8136
sg15
I1
sass(g1709
g8099
g8129
I1
tp8137
(dp8138
g6
Va==b
p8139
sg8
(lp8140
(dp8141
g11
(lp8142
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>a</mi> <mo>==</mo> <mi>b</mi></mrow></mstyle></math>
p8143
sg15
I2
sass(g1709
g8099
g8129
I2
tp8144
(dp8145
g6
V1==1.
p8146
sg8
(lp8147
(dp8148
g11
(lp8149
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p8150
sg15
I3
sass(g1709
g8099
g8129
I3
tp8151
(dp8152
g6
V{{1}, {2}} == {{1}, {2}}
p8153
sg8
(lp8154
(dp8155
g11
(lp8156
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p8157
sg15
I4
sass(g1709
g8099
g8129
I4
tp8158
(dp8159
g6
V{1, 2} == {1, 2, 3}
p8160
sg8
(lp8161
(dp8162
g11
(lp8163
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p8164
sg15
I5
sass(g1709
g8099
g8129
I5
tp8165
(dp8166
g6
V0.739085133215160642 == 0.739085133215160641
p8167
sg8
(lp8168
(dp8169
g11
(lp8170
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p8171
sg15
I6
sass(g1709
g8099
g8129
I6
tp8172
(dp8173
g6
V0.73908513321516064200000000 == 0.73908513321516064100000000
p8174
sg8
(lp8175
(dp8176
g11
(lp8177
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p8178
sg15
I7
sass(g1709
g8099
g8129
I9
tp8179
(dp8180
g6
VN[E, 100] == N[E, 150]
p8181
sg8
(lp8182
(dp8183
g11
(lp8184
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p8185
sg15
I8
sass(g1709
g8099
g8129
I10
tp8186
(dp8187
g6
VE > 1
p8188
sg8
(lp8189
(dp8190
g11
(lp8191
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p8192
sg15
I9
sass(g1709
g8099
g8129
I11
tp8193
(dp8194
g6
VPi == 3.14
p8195
sg8
(lp8196
(dp8197
g11
(lp8198
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p8199
sg15
I10
sass(g1709
g8099
VGreater
p8200
I0
tp8201
(dp8202
g6
Va > b > c //FullForm
p8203
sg8
(lp8204
(dp8205
g11
(lp8206
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Greater</mi> <mo>[</mo> <mrow><mi>a</mi> <mtext>,&nbsp;</mtext> <mi>b</mi> <mtext>,&nbsp;</mtext> <mi>c</mi></mrow> <mo>]</mo></mrow></mstyle></math>
p8207
sg15
I1
sass(g1709
g8099
g8200
I1
tp8208
(dp8209
g6
VGreater[3, 2, 1]
p8210
sg8
(lp8211
(dp8212
g11
(lp8213
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p8214
sg15
I2
sass(g1709
g8099
VInequality
p8215
I0
tp8216
(dp8217
g6
Va < b <= c
p8218
sg8
(lp8219
(dp8220
g11
(lp8221
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mrow><mi>a</mi> <mo>&lt;</mo> <mi>b</mi></mrow> <mo>&amp;&amp;</mo> <mrow><mi>b</mi> <mo>&lt;=</mo> <mi>c</mi></mrow></mrow></mstyle></math>
p8222
sg15
I1
sass(g1709
g8099
g8215
I1
tp8223
(dp8224
g6
VInequality[a, Greater, b, LessEqual, c]
p8225
sg8
(lp8226
(dp8227
g11
(lp8228
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mrow><mi>a</mi> <mo>&gt;</mo> <mi>b</mi></mrow> <mo>&amp;&amp;</mo> <mrow><mi>b</mi> <mo>&lt;=</mo> <mi>c</mi></mrow></mrow></mstyle></math>
p8229
sg15
I2
sass(g1709
g8099
g8215
I2
tp8230
(dp8231
g6
V1 < 2 <= 3
p8232
sg8
(lp8233
(dp8234
g11
(lp8235
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p8236
sg15
I3
sass(g1709
g8099
g8215
I3
tp8237
(dp8238
g6
V1 < 2 > 0
p8239
sg8
(lp8240
(dp8241
g11
(lp8242
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p8243
sg15
I4
sass(g1709
g8099
g8215
I4
tp8244
(dp8245
g6
V1 < 2 < -1
p8246
sg8
(lp8247
(dp8248
g11
(lp8249
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p8250
sg15
I5
sass(g1709
g8099
VMax
p8251
I0
tp8252
(dp8253
g6
VMax[4, -8, 1]
p8254
sg8
(lp8255
(dp8256
g11
(lp8257
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>4</mn></mstyle></math>
p8258
sg15
I1
sass(g1709
g8099
g8251
I1
tp8259
(dp8260
g6
VMax[E - Pi, Pi, E + Pi, 2 E]
p8261
sg8
(lp8262
(dp8263
g11
(lp8264
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>E</mi> <mo>+</mo> <mi>Pi</mi></mrow></mstyle></math>
p8265
sg15
I2
sass(g1709
g8099
g8251
I2
tp8266
(dp8267
g6
VMax[{1,2},3,{-3,3.5,-Infinity},{{1/2}}]
p8268
sg8
(lp8269
(dp8270
g11
(lp8271
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>3.5</mn></mstyle></math>
p8272
sg15
I3
sass(g1709
g8099
g8251
I3
tp8273
(dp8274
g6
VMax[x, y]
p8275
sg8
(lp8276
(dp8277
g11
(lp8278
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Max</mi> <mo>[</mo> <mrow><mi>x</mi> <mo>,</mo> <mi>y</mi></mrow> <mo>]</mo></mrow></mstyle></math>
p8279
sg15
I4
sass(g1709
g8099
g8251
I4
tp8280
(dp8281
g6
VMax[5, x, -3, y, 40]
p8282
sg8
(lp8283
(dp8284
g11
(lp8285
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Max</mi> <mo>[</mo> <mrow><mn>40</mn> <mo>,</mo> <mi>x</mi> <mo>,</mo> <mi>y</mi></mrow> <mo>]</mo></mrow></mstyle></math>
p8286
sg15
I5
sass(g1709
g8099
g8251
I5
tp8287
(dp8288
g6
VMax[]
p8289
sg8
(lp8290
(dp8291
g11
(lp8292
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>-</mo> <mi>\u221e</mi></mrow></mstyle></math>
p8293
sg15
I6
sass(g1709
g8099
VMin
p8294
I0
tp8295
(dp8296
g6
VMin[4, -8, 1]
p8297
sg8
(lp8298
(dp8299
g11
(lp8300
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>-8</mtext></mstyle></math>
p8301
sg15
I1
sass(g1709
g8099
g8294
I1
tp8302
(dp8303
g6
VMin[E - Pi, Pi, E + Pi, 2 E]
p8304
sg8
(lp8305
(dp8306
g11
(lp8307
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>E</mi> <mo>-</mo> <mi>Pi</mi></mrow></mstyle></math>
p8308
sg15
I2
sass(g1709
g8099
g8294
I2
tp8309
(dp8310
g6
VMin[{1,2},3,{-3,3.5,-Infinity},{{1/2}}]
p8311
sg8
(lp8312
(dp8313
g11
(lp8314
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>-</mo> <mi>\u221e</mi></mrow></mstyle></math>
p8315
sg15
I3
sass(g1709
g8099
g8294
I3
tp8316
(dp8317
g6
VMin[x, y]
p8318
sg8
(lp8319
(dp8320
g11
(lp8321
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Min</mi> <mo>[</mo> <mrow><mi>x</mi> <mo>,</mo> <mi>y</mi></mrow> <mo>]</mo></mrow></mstyle></math>
p8322
sg15
I4
sass(g1709
g8099
g8294
I4
tp8323
(dp8324
g6
VMin[5, x, -3, y, 40]
p8325
sg8
(lp8326
(dp8327
g11
(lp8328
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Min</mi> <mo>[</mo> <mrow><mtext>-3</mtext> <mo>,</mo> <mi>x</mi> <mo>,</mo> <mi>y</mi></mrow> <mo>]</mo></mrow></mstyle></math>
p8329
sg15
I5
sass(g1709
g8099
g8294
I5
tp8330
(dp8331
g6
VMin[]
p8332
sg8
(lp8333
(dp8334
g11
(lp8335
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>\u221e</mi></mstyle></math>
p8336
sg15
I6
sass(g1709
g8099
VNegative
p8337
I0
tp8338
(dp8339
g6
VNegative[0]
p8340
sg8
(lp8341
(dp8342
g11
(lp8343
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p8344
sg15
I1
sass(g1709
g8099
g8337
I1
tp8345
(dp8346
g6
VNegative[-3]
p8347
sg8
(lp8348
(dp8349
g11
(lp8350
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p8351
sg15
I2
sass(g1709
g8099
g8337
I2
tp8352
(dp8353
g6
VNegative[10/7]
p8354
sg8
(lp8355
(dp8356
g11
(lp8357
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p8358
sg15
I3
sass(g1709
g8099
g8337
I3
tp8359
(dp8360
g6
VNegative[1+2I]
p8361
sg8
(lp8362
(dp8363
g11
(lp8364
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p8365
sg15
I4
sass(g1709
g8099
g8337
I4
tp8366
(dp8367
g6
VNegative[a + b]
p8368
sg8
(lp8369
(dp8370
g11
(lp8371
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Negative</mi> <mo>[</mo> <mrow><mi>a</mi> <mo>+</mo> <mi>b</mi></mrow> <mo>]</mo></mrow></mstyle></math>
p8372
sg15
I5
sass(g1709
g8099
VNonNegative
p8373
I0
tp8374
(dp8375
g6
V{Positive[0], NonNegative[0]}
p8376
sg8
(lp8377
(dp8378
g11
(lp8379
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>False</mi> <mo>,</mo> <mi>True</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p8380
sg15
I1
sass(g1709
g8099
VNonPositive
p8381
I0
tp8382
(dp8383
g6
V{Negative[0], NonPositive[0]}
p8384
sg8
(lp8385
(dp8386
g11
(lp8387
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>False</mi> <mo>,</mo> <mi>True</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p8388
sg15
I1
sass(g1709
g8099
VPositive
p8389
I0
tp8390
(dp8391
g6
VPositive[1]
p8392
sg8
(lp8393
(dp8394
g11
(lp8395
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p8396
sg15
I1
sass(g1709
g8099
g8389
I1
tp8397
(dp8398
g6
VPositive[0]
p8399
sg8
(lp8400
(dp8401
g11
(lp8402
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p8403
sg15
I2
sass(g1709
g8099
g8389
I2
tp8404
(dp8405
g6
VPositive[1 + 2 I]
p8406
sg8
(lp8407
(dp8408
g11
(lp8409
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p8410
sg15
I3
sass(g1709
g8099
VSameQ
p8411
I0
tp8412
(dp8413
g6
Va===a
p8414
sg8
(lp8415
(dp8416
g11
(lp8417
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p8418
sg15
I1
sass(g1709
g8099
g8411
I1
tp8419
(dp8420
g6
V{1==1., 1===1.}
p8421
sg8
(lp8422
(dp8423
g11
(lp8424
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>True</mi> <mo>,</mo> <mi>False</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p8425
sg15
I2
sass(g1709
g8099
VTrueQ
p8426
I0
tp8427
(dp8428
g6
VTrueQ[True]
p8429
sg8
(lp8430
(dp8431
g11
(lp8432
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p8433
sg15
I1
sass(g1709
g8099
g8426
I1
tp8434
(dp8435
g6
VTrueQ[False]
p8436
sg8
(lp8437
(dp8438
g11
(lp8439
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p8440
sg15
I2
sass(g1709
g8099
g8426
I2
tp8441
(dp8442
g6
VTrueQ[a]
p8443
sg8
(lp8444
(dp8445
g11
(lp8446
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p8447
sg15
I3
sass(g1709
g8099
VUnequal
p8448
I0
tp8449
(dp8450
g6
V1 != 1.
p8451
sg8
(lp8452
(dp8453
g11
(lp8454
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p8455
sg15
I1
sass(g1709
g8099
g8448
I1
tp8456
(dp8457
g6
V{1} != {2}
p8458
sg8
(lp8459
(dp8460
g11
(lp8461
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p8462
sg15
I2
sass(g1709
g8099
g8448
I2
tp8463
(dp8464
g6
V{1, 2} != {1, 2}
p8465
sg8
(lp8466
(dp8467
g11
(lp8468
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p8469
sg15
I3
sass(g1709
g8099
g8448
I3
tp8470
(dp8471
g6
V{a} != {a}
p8472
sg8
(lp8473
(dp8474
g11
(lp8475
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p8476
sg15
I4
sass(g1709
g8099
g8448
I4
tp8477
(dp8478
g6
V"a" != "b"
p8479
sg8
(lp8480
(dp8481
g11
(lp8482
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p8483
sg15
I5
sass(g1709
g8099
g8448
I5
tp8484
(dp8485
g6
V"a" != "a"
p8486
sg8
(lp8487
(dp8488
g11
(lp8489
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p8490
sg15
I6
sass(g1709
g8099
VUnsameQ
p8491
I0
tp8492
(dp8493
g6
Va=!=a
p8494
sg8
(lp8495
(dp8496
g11
(lp8497
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p8498
sg15
I1
sass(g1709
g8099
g8491
I1
tp8499
(dp8500
g6
V1=!=1.
p8501
sg8
(lp8502
(dp8503
g11
(lp8504
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p8505
sg15
I2
sass(g1709
g8099
VValueQ
p8506
I0
tp8507
(dp8508
g6
VValueQ[x]
p8509
sg8
(lp8510
(dp8511
g11
(lp8512
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p8513
sg15
I1
sass(g1709
g8099
g8506
I1
tp8514
(dp8515
g6
Vx = 1;
p8516
sg8
(lp8517
(dp8518
g11
(lp8519
sg13
Nsg15
I2
sass(g1709
g8099
g8506
I2
tp8520
(dp8521
g6
VValueQ[x]
p8522
sg8
(lp8523
(dp8524
g11
(lp8525
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p8526
sg15
I3
sass(g1709
VLinear algebra
p8527
VBrayCurtisDistance
p8528
I0
tp8529
(dp8530
g6
VBrayCurtisDistance[-7, 5]
p8531
sg8
(lp8532
(dp8533
g11
(lp8534
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>6</mn></mstyle></math>
p8535
sg15
I1
sass(g1709
g8527
g8528
I1
tp8536
(dp8537
g6
VBrayCurtisDistance[{-1, -1}, {10, 10}]
p8538
sg8
(lp8539
(dp8540
g11
(lp8541
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mfrac><mn>11</mn> <mn>9</mn></mfrac></mstyle></math>
p8542
sg15
I2
sass(g1709
g8527
VCanberraDistance
p8543
I0
tp8544
(dp8545
g6
VCanberraDistance[-7, 5]
p8546
sg8
(lp8547
(dp8548
g11
(lp8549
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>1</mn></mstyle></math>
p8550
sg15
I1
sass(g1709
g8527
g8543
I1
tp8551
(dp8552
g6
VCanberraDistance[{-1, -1}, {1, 1}]
p8553
sg8
(lp8554
(dp8555
g11
(lp8556
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>2</mn></mstyle></math>
p8557
sg15
I2
sass(g1709
g8527
VChessboardDistance
p8558
I0
tp8559
(dp8560
g6
VChessboardDistance[-7, 5]
p8561
sg8
(lp8562
(dp8563
g11
(lp8564
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>12</mn></mstyle></math>
p8565
sg15
I1
sass(g1709
g8527
g8558
I1
tp8566
(dp8567
g6
VChessboardDistance[{-1, -1}, {1, 1}]
p8568
sg8
(lp8569
(dp8570
g11
(lp8571
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>2</mn></mstyle></math>
p8572
sg15
I2
sass(g1709
g8527
VCosineDistance
p8573
I0
tp8574
(dp8575
g6
VN[CosineDistance[{7, 9}, {71, 89}]]
p8576
sg8
(lp8577
(dp8578
g11
(lp8579
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0.0000759646</mn></mstyle></math>
p8580
sg15
I1
sass(g1709
g8527
g8573
I1
tp8581
(dp8582
g6
VCosineDistance[{a, b}, {c, d}]
p8583
sg8
(lp8584
(dp8585
g11
(lp8586
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>1</mn> <mo>+</mo> <mfrac><mrow><mrow><mo>-</mo> <mrow><mi>a</mi> <mo>&nbsp;</mo> <mi>c</mi></mrow></mrow> <mo>-</mo> <mrow><mi>b</mi> <mo>&nbsp;</mo> <mi>d</mi></mrow></mrow> <mrow><msqrt><mrow><msup><mrow><mi>Abs</mi> <mo>[</mo> <mi>a</mi> <mo>]</mo></mrow> <mn>2</mn></msup> <mo>+</mo> <msup><mrow><mi>Abs</mi> <mo>[</mo> <mi>b</mi> <mo>]</mo></mrow> <mn>2</mn></msup></mrow></msqrt> <mo>&nbsp;</mo> <msqrt><mrow><msup><mrow><mi>Abs</mi> <mo>[</mo> <mi>c</mi> <mo>]</mo></mrow> <mn>2</mn></msup> <mo>+</mo> <msup><mrow><mi>Abs</mi> <mo>[</mo> <mi>d</mi> <mo>]</mo></mrow> <mn>2</mn></msup></mrow></msqrt></mrow></mfrac></mrow></mstyle></math>
p8587
sg15
I2
sass(g1709
g8527
VCross
p8588
I0
tp8589
(dp8590
g6
VCross[{x1, y1, z1}, {x2, y2, z2}]
p8591
sg8
(lp8592
(dp8593
g11
(lp8594
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mrow><mi>y1</mi> <mo>&nbsp;</mo> <mi>z2</mi></mrow> <mo>-</mo> <mrow><mi>y2</mi> <mo>&nbsp;</mo> <mi>z1</mi></mrow></mrow> <mo>,</mo> <mrow><mrow><mo>-</mo> <mrow><mi>x1</mi> <mo>&nbsp;</mo> <mi>z2</mi></mrow></mrow> <mo>+</mo> <mrow><mi>x2</mi> <mo>&nbsp;</mo> <mi>z1</mi></mrow></mrow> <mo>,</mo> <mrow><mrow><mi>x1</mi> <mo>&nbsp;</mo> <mi>y2</mi></mrow> <mo>-</mo> <mrow><mi>x2</mi> <mo>&nbsp;</mo> <mi>y1</mi></mrow></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p8595
sg15
I1
sass(g1709
g8527
g8588
I1
tp8596
(dp8597
g6
VCross[{x, y}]
p8598
sg8
(lp8599
(dp8600
g11
(lp8601
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>-</mo> <mi>y</mi></mrow> <mo>,</mo> <mi>x</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p8602
sg15
I2
sass(g1709
g8527
g8588
I2
tp8603
(dp8604
g6
VCross[{1, 2}, {3, 4, 5}]
p8605
sg8
(lp8606
(dp8607
g11
(lp8608
(dp8609
g149
I01
sg150
VCross
p8610
sg152
Vnonn1
p8611
sg154
VCross::nonn1
p8612
sg156
VThe arguments are expected to be vectors of equal length, and the number of arguments is expected to be 1 less than their length.
p8613
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Cross</mi> <mo>[</mo> <mrow><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>2</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>3</mn> <mo>,</mo> <mn>4</mn> <mo>,</mo> <mn>5</mn></mrow> <mo>}</mo></mrow></mrow> <mo>]</mo></mrow></mstyle></math>
p8614
sg15
I3
sass(g1709
g8527
VDesignMatrix
p8615
I0
tp8616
(dp8617
g6
VDesignMatrix[{{2, 1}, {3, 4}, {5, 3}, {7, 6}}, x, x]
p8618
sg8
(lp8619
(dp8620
g11
(lp8621
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>2</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>3</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>5</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>7</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p8622
sg15
I1
sass(g1709
g8527
g8615
I1
tp8623
(dp8624
g6
VDesignMatrix[{{2, 1}, {3, 4}, {5, 3}, {7, 6}}, f[x], x]
p8625
sg8
(lp8626
(dp8627
g11
(lp8628
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mn>2</mn> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mn>3</mn> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mn>5</mn> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mn>7</mn> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p8629
sg15
I2
sass(g1709
g8527
VDet
p8630
I0
tp8631
(dp8632
g6
VDet[{{1, 1, 0}, {1, 0, 1}, {0, 1, 1}}]
p8633
sg8
(lp8634
(dp8635
g11
(lp8636
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>-2</mtext></mstyle></math>
p8637
sg15
I1
sass(g1709
g8527
g8630
I1
tp8638
(dp8639
g6
VDet[{{a, b, c}, {d, e, f}, {g, h, i}}]
p8640
sg8
(lp8641
(dp8642
g11
(lp8643
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mrow><mi>a</mi> <mo>&nbsp;</mo> <mi>e</mi> <mo>&nbsp;</mo> <mi>i</mi></mrow> <mo>-</mo> <mrow><mi>a</mi> <mo>&nbsp;</mo> <mi>f</mi> <mo>&nbsp;</mo> <mi>h</mi></mrow> <mo>-</mo> <mrow><mi>b</mi> <mo>&nbsp;</mo> <mi>d</mi> <mo>&nbsp;</mo> <mi>i</mi></mrow> <mo>+</mo> <mrow><mi>b</mi> <mo>&nbsp;</mo> <mi>f</mi> <mo>&nbsp;</mo> <mi>g</mi></mrow> <mo>+</mo> <mrow><mi>c</mi> <mo>&nbsp;</mo> <mi>d</mi> <mo>&nbsp;</mo> <mi>h</mi></mrow> <mo>-</mo> <mrow><mi>c</mi> <mo>&nbsp;</mo> <mi>e</mi> <mo>&nbsp;</mo> <mi>g</mi></mrow></mrow></mstyle></math>
p8644
sg15
I2
sass(g1709
g8527
VEigensystem
p8645
I0
tp8646
(dp8647
g6
VEigensystem[{{1, 1, 0}, {1, 0, 1}, {0, 1, 1}}]
p8648
sg8
(lp8649
(dp8650
g11
(lp8651
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>2</mn> <mo>,</mo> <mtext>-1</mtext> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mtext>-2</mtext> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mtext>-1</mtext> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p8652
sg15
I1
sass(g1709
g8527
VEigenvalues
p8653
I0
tp8654
(dp8655
g6
VEigenvalues[{{1, 1, 0}, {1, 0, 1}, {0, 1, 1}}]
p8656
sg8
(lp8657
(dp8658
g11
(lp8659
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>2</mn> <mo>,</mo> <mtext>-1</mtext> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p8660
sg15
I1
sass(g1709
g8527
g8653
I1
tp8661
(dp8662
g6
VEigenvalues[{{Cos[theta],Sin[theta],0},{-Sin[theta],Cos[theta],0},{0,0,1}}] // Sort
p8663
sg8
(lp8664
(dp8665
g11
(lp8666
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mrow><mrow><mi>Cos</mi> <mo>[</mo> <mi>theta</mi> <mo>]</mo></mrow> <mo>+</mo> <msqrt><mrow><mrow><mo>(</mo> <mrow><mtext>-1</mtext> <mo>+</mo> <mrow><mi>Cos</mi> <mo>[</mo> <mi>theta</mi> <mo>]</mo></mrow></mrow> <mo>)</mo></mrow> <mo>&nbsp;</mo> <mrow><mo>(</mo> <mrow><mn>1</mn> <mo>+</mo> <mrow><mi>Cos</mi> <mo>[</mo> <mi>theta</mi> <mo>]</mo></mrow></mrow> <mo>)</mo></mrow></mrow></msqrt></mrow> <mo>,</mo> <mrow><mrow><mi>Cos</mi> <mo>[</mo> <mi>theta</mi> <mo>]</mo></mrow> <mo>-</mo> <msqrt><mrow><mrow><mo>(</mo> <mrow><mtext>-1</mtext> <mo>+</mo> <mrow><mi>Cos</mi> <mo>[</mo> <mi>theta</mi> <mo>]</mo></mrow></mrow> <mo>)</mo></mrow> <mo>&nbsp;</mo> <mrow><mo>(</mo> <mrow><mn>1</mn> <mo>+</mo> <mrow><mi>Cos</mi> <mo>[</mo> <mi>theta</mi> <mo>]</mo></mrow></mrow> <mo>)</mo></mrow></mrow></msqrt></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p8667
sg15
I2
sass(g1709
g8527
g8653
I2
tp8668
(dp8669
g6
VEigenvalues[{{7, 1}, {-4, 3}}]
p8670
sg8
(lp8671
(dp8672
g11
(lp8673
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>5</mn> <mo>,</mo> <mn>5</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p8674
sg15
I3
sass(g1709
g8527
g8653
I3
tp8675
(dp8676
g6
VEigenvalues[{{7, 1}, {-4, 3}}]
p8677
sg8
(lp8678
(dp8679
g11
(lp8680
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>5</mn> <mo>,</mo> <mn>5</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p8681
sg15
I4
sass(g1709
g8527
VEigenvectors
p8682
I0
tp8683
(dp8684
g6
VEigenvectors[{{1, 1, 0}, {1, 0, 1}, {0, 1, 1}}]
p8685
sg8
(lp8686
(dp8687
g11
(lp8688
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mtext>-2</mtext> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mtext>-1</mtext> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p8689
sg15
I1
sass(g1709
g8527
g8682
I1
tp8690
(dp8691
g6
VEigenvectors[{{1, 0, 0}, {0, 1, 0}, {0, 0, 0}}]
p8692
sg8
(lp8693
(dp8694
g11
(lp8695
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p8696
sg15
I2
sass(g1709
g8527
g8682
I2
tp8697
(dp8698
g6
VEigenvectors[{{2, 0, 0}, {0, -1, 0}, {0, 0, 0}}]
p8699
sg8
(lp8700
(dp8701
g11
(lp8702
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p8703
sg15
I3
sass(g1709
g8527
g8682
I3
tp8704
(dp8705
g6
VEigenvectors[{{0.1, 0.2}, {0.8, 0.5}}]
p8706
sg8
(lp8707
(dp8708
g11
(lp8709
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mtext>-0.355518</mtext> <mo>,</mo> <mtext>-1.15048</mtext></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mtext>-0.62896</mtext> <mo>,</mo> <mn>0.777438</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p8710
sg15
I4
sass(g1709
g8527
VEuclideanDistance
p8711
I0
tp8712
(dp8713
g6
VEuclideanDistance[-7, 5]
p8714
sg8
(lp8715
(dp8716
g11
(lp8717
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>12</mn></mstyle></math>
p8718
sg15
I1
sass(g1709
g8527
g8711
I1
tp8719
(dp8720
g6
VEuclideanDistance[{-1, -1}, {1, 1}]
p8721
sg8
(lp8722
(dp8723
g11
(lp8724
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>2</mn> <mo>&nbsp;</mo> <msqrt><mn>2</mn></msqrt></mrow></mstyle></math>
p8725
sg15
I2
sass(g1709
g8527
g8711
I2
tp8726
(dp8727
g6
VEuclideanDistance[{a, b}, {c, d}]
p8728
sg8
(lp8729
(dp8730
g11
(lp8731
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><msqrt><mrow><msup><mrow><mi>Abs</mi> <mo>[</mo> <mrow><mi>a</mi> <mo>-</mo> <mi>c</mi></mrow> <mo>]</mo></mrow> <mn>2</mn></msup> <mo>+</mo> <msup><mrow><mi>Abs</mi> <mo>[</mo> <mrow><mi>b</mi> <mo>-</mo> <mi>d</mi></mrow> <mo>]</mo></mrow> <mn>2</mn></msup></mrow></msqrt></mstyle></math>
p8732
sg15
I3
sass(g1709
g8527
VInverse
p8733
I0
tp8734
(dp8735
g6
VInverse[{{1, 2, 0}, {2, 3, 0}, {3, 4, 1}}]
p8736
sg8
(lp8737
(dp8738
g11
(lp8739
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mtext>-3</mtext> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>2</mn> <mo>,</mo> <mtext>-1</mtext> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mtext>-2</mtext> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p8740
sg15
I1
sass(g1709
g8527
g8733
I1
tp8741
(dp8742
g6
VInverse[{{1, 0}, {0, 0}}]
p8743
sg8
(lp8744
(dp8745
g11
(lp8746
(dp8747
g149
I01
sg150
VInverse
p8748
sg152
Vsing
p8749
sg154
VInverse::sing
p8750
sg156
VThe matrix {{1, 0}, {0, 0}} is singular.
p8751
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Inverse</mi> <mo>[</mo> <mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow> <mo>]</mo></mrow></mstyle></math>
p8752
sg15
I2
sass(g1709
g8527
g8733
I2
tp8753
(dp8754
g6
VInverse[{{1, 0, 0}, {0, Sqrt[3]/2, 1/2}, {0,-1 / 2, Sqrt[3]/2}}]
p8755
sg8
(lp8756
(dp8757
g11
(lp8758
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mfrac><msqrt><mn>3</mn></msqrt> <mn>2</mn></mfrac> <mo>,</mo> <mrow><mo>-</mo> <mfrac><mn>1</mn> <mn>2</mn></mfrac></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mfrac><mn>1</mn> <mn>2</mn></mfrac> <mo>,</mo> <mfrac><msqrt><mn>3</mn></msqrt> <mn>2</mn></mfrac></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p8759
sg15
I3
sass(g1709
g8527
VLeastSquares
p8760
I0
tp8761
(dp8762
g6
VLeastSquares[{{1, 2}, {2, 3}, {5, 6}}, {1, 5, 3}]
p8763
sg8
(lp8764
(dp8765
g11
(lp8766
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>-</mo> <mfrac><mn>28</mn> <mn>13</mn></mfrac></mrow> <mo>,</mo> <mfrac><mn>31</mn> <mn>13</mn></mfrac></mrow> <mo>}</mo></mrow></mstyle></math>
p8767
sg15
I1
sass(g1709
g8527
g8760
I1
tp8768
(dp8769
g6
VSimplify[LeastSquares[{{1, 2}, {2, 3}, {5, 6}}, {1, x, 3}]]
p8770
sg8
(lp8771
(dp8772
g11
(lp8773
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mfrac><mn>12</mn> <mn>13</mn></mfrac> <mo>-</mo> <mfrac><mrow><mn>8</mn> <mo>&nbsp;</mo> <mi>x</mi></mrow> <mn>13</mn></mfrac></mrow> <mo>,</mo> <mrow><mrow><mo>-</mo> <mfrac><mn>4</mn> <mn>13</mn></mfrac></mrow> <mo>+</mo> <mfrac><mrow><mn>7</mn> <mo>&nbsp;</mo> <mi>x</mi></mrow> <mn>13</mn></mfrac></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p8774
sg15
I2
sass(g1709
g8527
g8760
I2
tp8775
(dp8776
g6
VLeastSquares[{{1, 1, 1}, {1, 1, 2}}, {1, 3}]
p8777
sg8
(lp8778
(dp8779
g11
(lp8780
(dp8781
g149
I01
sg150
VLeastSquares
p8782
sg152
Vunderdetermined
p8783
sg154
VLeastSquares::underdetermined
p8784
sg156
VSolving for underdetermined system not implemented.
p8785
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>LeastSquares</mi> <mo>[</mo> <mrow><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>2</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>3</mn></mrow> <mo>}</mo></mrow></mrow> <mo>]</mo></mrow></mstyle></math>
p8786
sg15
I3
sass(g1709
g8527
VLinearModelFit
p8787
I0
tp8788
(dp8789
g6
Vm = LinearModelFit[{{2, 1}, {3, 4}, {5, 3}, {7, 6}}, x, x];
p8790
sg8
(lp8791
(dp8792
g11
(lp8793
sg13
Nsg15
I1
sass(g1709
g8527
g8787
I1
tp8794
(dp8795
g6
Vm["BasisFunctions"]
p8796
sg8
(lp8797
(dp8798
g11
(lp8799
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mi>x</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p8800
sg15
I2
sass(g1709
g8527
g8787
I2
tp8801
(dp8802
g6
Vm["BestFit"]
p8803
sg8
(lp8804
(dp8805
g11
(lp8806
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>0.186441</mn> <mo>+</mo> <mrow><mn>0.779661</mn> <mo>&nbsp;</mo> <mi>x</mi></mrow></mrow></mstyle></math>
p8807
sg15
I3
sass(g1709
g8527
g8787
I3
tp8808
(dp8809
g6
Vm["BestFitParameters"]
p8810
sg8
(lp8811
(dp8812
g11
(lp8813
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>0.186441</mn> <mo>,</mo> <mn>0.779661</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p8814
sg15
I4
sass(g1709
g8527
g8787
I4
tp8815
(dp8816
g6
Vm["DesignMatrix"]
p8817
sg8
(lp8818
(dp8819
g11
(lp8820
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>2</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>3</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>5</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>7</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p8821
sg15
I5
sass(g1709
g8527
g8787
I5
tp8822
(dp8823
g6
Vm["Function"]
p8824
sg8
(lp8825
(dp8826
g11
(lp8827
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mrow><mn>0.186441</mn> <mo>+</mo> <mrow><mn>0.779661</mn> <mo>&nbsp;</mo> <mtext>#1</mtext></mrow></mrow> <mo>&amp;</mo></mrow></mstyle></math>
p8828
sg15
I6
sass(g1709
g8527
g8787
I6
tp8829
(dp8830
g6
Vm["Response"]
p8831
sg8
(lp8832
(dp8833
g11
(lp8834
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>4</mn> <mo>,</mo> <mn>3</mn> <mo>,</mo> <mn>6</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p8835
sg15
I7
sass(g1709
g8527
g8787
I7
tp8836
(dp8837
g6
Vm["FitResiduals"]
p8838
sg8
(lp8839
(dp8840
g11
(lp8841
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mtext>-0.745763</mtext> <mo>,</mo> <mn>1.47458</mn> <mo>,</mo> <mtext>-1.08475</mtext> <mo>,</mo> <mn>0.355932</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p8842
sg15
I8
sass(g1709
g8527
g8787
I8
tp8843
(dp8844
g6
Vm = LinearModelFit[{{2, 2, 1}, {3, 2, 4}, {5, 6, 3}, {7, 9, 6}}, {Sin[x], Cos[y]}, {x, y}];
p8845
sg8
(lp8846
(dp8847
g11
(lp8848
sg13
Nsg15
I9
sass(g1709
g8527
g8787
I9
tp8849
(dp8850
g6
Vm["BasisFunctions"]
p8851
sg8
(lp8852
(dp8853
g11
(lp8854
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mrow><mi>Sin</mi> <mo>[</mo> <mi>x</mi> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>Cos</mi> <mo>[</mo> <mi>y</mi> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p8855
sg15
I10
sass(g1709
g8527
g8787
I10
tp8856
(dp8857
g6
Vm["Function"]
p8858
sg8
(lp8859
(dp8860
g11
(lp8861
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mrow><mn>3.33077</mn> <mo>-</mo> <mrow><mn>5.65221</mn> <mo>&nbsp;</mo> <mrow><mi>Cos</mi> <mo>[</mo> <mtext>#2</mtext> <mo>]</mo></mrow></mrow> <mo>-</mo> <mrow><mn>5.01042</mn> <mo>&nbsp;</mo> <mrow><mi>Sin</mi> <mo>[</mo> <mtext>#1</mtext> <mo>]</mo></mrow></mrow></mrow> <mo>&amp;</mo></mrow></mstyle></math>
p8862
sg15
I11
sass(g1709
g8527
g8787
I11
tp8863
(dp8864
g6
Vm = LinearModelFit[{{{1, 4}, {1, 5}, {1, 7}}, {1, 2, 3}}];
p8865
sg8
(lp8866
(dp8867
g11
(lp8868
sg13
Nsg15
I12
sass(g1709
g8527
g8787
I12
tp8869
(dp8870
g6
Vm["BasisFunctions"]
p8871
sg8
(lp8872
(dp8873
g11
(lp8874
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mtext>#1</mtext> <mo>,</mo> <mtext>#2</mtext></mrow> <mo>}</mo></mrow></mstyle></math>
p8875
sg15
I13
sass(g1709
g8527
g8787
I13
tp8876
(dp8877
g6
Vm["FitResiduals"]
p8878
sg8
(lp8879
(dp8880
g11
(lp8881
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mtext>-0.142857</mtext> <mo>,</mo> <mn>0.214286</mn> <mo>,</mo> <mtext>-0.0714286</mtext></mrow> <mo>}</mo></mrow></mstyle></math>
p8882
sg15
I14
sass(g1709
g8527
VLinearSolve
p8883
I0
tp8884
(dp8885
g6
VLinearSolve[{{1, 1, 0}, {1, 0, 1}, {0, 1, 1}}, {1, 2, 3}]
p8886
sg8
(lp8887
(dp8888
g11
(lp8889
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>2</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p8890
sg15
I1
sass(g1709
g8527
g8883
I1
tp8891
(dp8892
g6
V{{1, 1, 0}, {1, 0, 1}, {0, 1, 1}} . {0, 1, 2}
p8893
sg8
(lp8894
(dp8895
g11
(lp8896
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>3</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p8897
sg15
I2
sass(g1709
g8527
g8883
I2
tp8898
(dp8899
g6
VLinearSolve[{{1, 2, 3}, {4, 5, 6}, {7, 8, 9}}, {1, 1, 1}]
p8900
sg8
(lp8901
(dp8902
g11
(lp8903
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mtext>-1</mtext> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p8904
sg15
I3
sass(g1709
g8527
g8883
I3
tp8905
(dp8906
g6
VLinearSolve[{{1, 2, 3}, {4, 5, 6}, {7, 8, 9}}, {1, -2, 3}]
p8907
sg8
(lp8908
(dp8909
g11
(lp8910
(dp8911
g149
I01
sg150
VLinearSolve
p8912
sg152
Vnosol
p8913
sg154
VLinearSolve::nosol
p8914
sg156
VLinear equation encountered that has no solution.
p8915
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>LinearSolve</mi> <mo>[</mo> <mrow><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>3</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>4</mn> <mo>,</mo> <mn>5</mn> <mo>,</mo> <mn>6</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>7</mn> <mo>,</mo> <mn>8</mn> <mo>,</mo> <mn>9</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mtext>-2</mtext> <mo>,</mo> <mn>3</mn></mrow> <mo>}</mo></mrow></mrow> <mo>]</mo></mrow></mstyle></math>
p8916
sg15
I4
sass(g1709
g8527
VManhattanDistance
p8917
I0
tp8918
(dp8919
g6
VManhattanDistance[-7, 5]
p8920
sg8
(lp8921
(dp8922
g11
(lp8923
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>12</mn></mstyle></math>
p8924
sg15
I1
sass(g1709
g8527
g8917
I1
tp8925
(dp8926
g6
VManhattanDistance[{-1, -1}, {1, 1}]
p8927
sg8
(lp8928
(dp8929
g11
(lp8930
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>4</mn></mstyle></math>
p8931
sg15
I2
sass(g1709
g8527
VMatrixExp
p8932
I0
tp8933
(dp8934
g6
VMatrixExp[{{0, 2}, {0, 1}}]
p8935
sg8
(lp8936
(dp8937
g11
(lp8938
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mrow><mtext>-2</mtext> <mo>+</mo> <mrow><mn>2</mn> <mo>&nbsp;</mo> <mi>E</mi></mrow></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mi>E</mi></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p8939
sg15
I1
sass(g1709
g8527
g8932
I1
tp8940
(dp8941
g6
VMatrixExp[{{1.5, 0.5}, {0.5, 2.0}}]
p8942
sg8
(lp8943
(dp8944
g11
(lp8945
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>5.16266</mn> <mo>,</mo> <mn>3.02952</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>3.02952</mn> <mo>,</mo> <mn>8.19218</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p8946
sg15
I2
sass(g1709
g8527
VMatrixPower
p8947
I0
tp8948
(dp8949
g6
VMatrixPower[{{1, 2}, {1, 1}}, 10]
p8950
sg8
(lp8951
(dp8952
g11
(lp8953
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>3363</mn> <mo>,</mo> <mn>4756</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>2378</mn> <mo>,</mo> <mn>3363</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p8954
sg15
I1
sass(g1709
g8527
g8947
I1
tp8955
(dp8956
g6
VMatrixPower[{{1, 2}, {2, 5}}, -3]
p8957
sg8
(lp8958
(dp8959
g11
(lp8960
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>169</mn> <mo>,</mo> <mtext>-70</mtext></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mtext>-70</mtext> <mo>,</mo> <mn>29</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p8961
sg15
I2
sass(g1709
g8527
VMatrixRank
p8962
I0
tp8963
(dp8964
g6
VMatrixRank[{{1, 2, 3}, {4, 5, 6}, {7, 8, 9}}]
p8965
sg8
(lp8966
(dp8967
g11
(lp8968
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>2</mn></mstyle></math>
p8969
sg15
I1
sass(g1709
g8527
g8962
I1
tp8970
(dp8971
g6
VMatrixRank[{{1, 1, 0}, {1, 0, 1}, {0, 1, 1}}]
p8972
sg8
(lp8973
(dp8974
g11
(lp8975
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>3</mn></mstyle></math>
p8976
sg15
I2
sass(g1709
g8527
g8962
I2
tp8977
(dp8978
g6
VMatrixRank[{{a, b}, {3 a, 3 b}}]
p8979
sg8
(lp8980
(dp8981
g11
(lp8982
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>1</mn></mstyle></math>
p8983
sg15
I3
sass(g1709
g8527
VNorm
p8984
I0
tp8985
(dp8986
g6
VNorm[{1, 2, 3, 4}, 2]
p8987
sg8
(lp8988
(dp8989
g11
(lp8990
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><msqrt><mn>30</mn></msqrt></mstyle></math>
p8991
sg15
I1
sass(g1709
g8527
g8984
I1
tp8992
(dp8993
g6
VNorm[{10, 100, 200}, 1]
p8994
sg8
(lp8995
(dp8996
g11
(lp8997
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>310</mn></mstyle></math>
p8998
sg15
I2
sass(g1709
g8527
g8984
I2
tp8999
(dp9000
g6
VNorm[{a, b, c}]
p9001
sg8
(lp9002
(dp9003
g11
(lp9004
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><msqrt><mrow><msup><mrow><mi>Abs</mi> <mo>[</mo> <mi>a</mi> <mo>]</mo></mrow> <mn>2</mn></msup> <mo>+</mo> <msup><mrow><mi>Abs</mi> <mo>[</mo> <mi>b</mi> <mo>]</mo></mrow> <mn>2</mn></msup> <mo>+</mo> <msup><mrow><mi>Abs</mi> <mo>[</mo> <mi>c</mi> <mo>]</mo></mrow> <mn>2</mn></msup></mrow></msqrt></mstyle></math>
p9005
sg15
I3
sass(g1709
g8527
g8984
I3
tp9006
(dp9007
g6
VNorm[{-100, 2, 3, 4}, Infinity]
p9008
sg8
(lp9009
(dp9010
g11
(lp9011
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>100</mn></mstyle></math>
p9012
sg15
I4
sass(g1709
g8527
g8984
I4
tp9013
(dp9014
g6
VNorm[1 + I]
p9015
sg8
(lp9016
(dp9017
g11
(lp9018
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><msqrt><mn>2</mn></msqrt></mstyle></math>
p9019
sg15
I5
sass(g1709
g8527
VNormalize
p9020
I0
tp9021
(dp9022
g6
VNormalize[{1, 1, 1, 1}]
p9023
sg8
(lp9024
(dp9025
g11
(lp9026
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mfrac><mn>1</mn> <mn>2</mn></mfrac> <mo>,</mo> <mfrac><mn>1</mn> <mn>2</mn></mfrac> <mo>,</mo> <mfrac><mn>1</mn> <mn>2</mn></mfrac> <mo>,</mo> <mfrac><mn>1</mn> <mn>2</mn></mfrac></mrow> <mo>}</mo></mrow></mstyle></math>
p9027
sg15
I1
sass(g1709
g8527
g9020
I1
tp9028
(dp9029
g6
VNormalize[1 + I]
p9030
sg8
(lp9031
(dp9032
g11
(lp9033
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mrow><mo>(</mo> <mrow><mfrac><mn>1</mn> <mn>2</mn></mfrac> <mo>+</mo> <mfrac><mi>I</mi> <mn>2</mn></mfrac></mrow> <mo>)</mo></mrow> <mo>&nbsp;</mo> <msqrt><mn>2</mn></msqrt></mrow></mstyle></math>
p9034
sg15
I2
sass(g1709
g8527
VNullSpace
p9035
I0
tp9036
(dp9037
g6
VNullSpace[{{1, 2, 3}, {4, 5, 6}, {7, 8, 9}}]
p9038
sg8
(lp9039
(dp9040
g11
(lp9041
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mtext>-2</mtext> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow> <mo>}</mo></mrow></mstyle></math>
p9042
sg15
I1
sass(g1709
g8527
g9035
I1
tp9043
(dp9044
g6
VA = {{1, 1, 0}, {1, 0, 1}, {0, 1, 1}};
p9045
sg8
(lp9046
(dp9047
g11
(lp9048
sg13
Nsg15
I2
sass(g1709
g8527
g9035
I2
tp9049
(dp9050
g6
VNullSpace[A]
p9051
sg8
(lp9052
(dp9053
g11
(lp9054
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mo>}</mo></mrow></mstyle></math>
p9055
sg15
I3
sass(g1709
g8527
g9035
I3
tp9056
(dp9057
g6
VMatrixRank[A]
p9058
sg8
(lp9059
(dp9060
g11
(lp9061
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>3</mn></mstyle></math>
p9062
sg15
I4
sass(g1709
g8527
VPseudoInverse
p9063
I0
tp9064
(dp9065
g6
VPseudoInverse[{{1, 2}, {2, 3}, {3, 4}}]
p9066
sg8
(lp9067
(dp9068
g11
(lp9069
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mrow><mo>-</mo> <mfrac><mn>11</mn> <mn>6</mn></mfrac></mrow> <mo>,</mo> <mrow><mo>-</mo> <mfrac><mn>1</mn> <mn>3</mn></mfrac></mrow> <mo>,</mo> <mfrac><mn>7</mn> <mn>6</mn></mfrac></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mfrac><mn>4</mn> <mn>3</mn></mfrac> <mo>,</mo> <mfrac><mn>1</mn> <mn>3</mn></mfrac> <mo>,</mo> <mrow><mo>-</mo> <mfrac><mn>2</mn> <mn>3</mn></mfrac></mrow></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p9070
sg15
I1
sass(g1709
g8527
g9063
I1
tp9071
(dp9072
g6
VPseudoInverse[{{1, 2, 0}, {2, 3, 0}, {3, 4, 1}}]
p9073
sg8
(lp9074
(dp9075
g11
(lp9076
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mtext>-3</mtext> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>2</mn> <mo>,</mo> <mtext>-1</mtext> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mtext>-2</mtext> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p9077
sg15
I2
sass(g1709
g8527
g9063
I2
tp9078
(dp9079
g6
VPseudoInverse[{{1.0, 2.5}, {2.5, 1.0}}]
p9080
sg8
(lp9081
(dp9082
g11
(lp9083
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mtext>-0.190476</mtext> <mo>,</mo> <mn>0.47619</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>0.47619</mn> <mo>,</mo> <mtext>-0.190476</mtext></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p9084
sg15
I3
sass(g1709
g8527
VQRDecomposition
p9085
I0
tp9086
(dp9087
g6
VQRDecomposition[{{1, 2}, {3, 4}, {5, 6}}]
p9088
sg8
(lp9089
(dp9090
g11
(lp9091
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mfrac><msqrt><mn>35</mn></msqrt> <mn>35</mn></mfrac> <mo>,</mo> <mfrac><mrow><mn>3</mn> <mo>&nbsp;</mo> <msqrt><mn>35</mn></msqrt></mrow> <mn>35</mn></mfrac> <mo>,</mo> <mfrac><msqrt><mn>35</mn></msqrt> <mn>7</mn></mfrac></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mfrac><mrow><mn>13</mn> <mo>&nbsp;</mo> <msqrt><mn>210</mn></msqrt></mrow> <mn>210</mn></mfrac> <mo>,</mo> <mfrac><mrow><mn>2</mn> <mo>&nbsp;</mo> <msqrt><mn>210</mn></msqrt></mrow> <mn>105</mn></mfrac> <mo>,</mo> <mrow><mo>-</mo> <mfrac><msqrt><mn>210</mn></msqrt> <mn>42</mn></mfrac></mrow></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><msqrt><mn>35</mn></msqrt> <mo>,</mo> <mfrac><mrow><mn>44</mn> <mo>&nbsp;</mo> <msqrt><mn>35</mn></msqrt></mrow> <mn>35</mn></mfrac></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mfrac><mrow><mn>2</mn> <mo>&nbsp;</mo> <msqrt><mn>210</mn></msqrt></mrow> <mn>35</mn></mfrac></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p9092
sg15
I1
sass(g1709
g8527
VRowReduce
p9093
I0
tp9094
(dp9095
g6
VRowReduce[{{1, 0, a}, {1, 1, b}}]
p9096
sg8
(lp9097
(dp9098
g11
(lp9099
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mi>a</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mrow><mrow><mo>-</mo> <mi>a</mi></mrow> <mo>+</mo> <mi>b</mi></mrow></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p9100
sg15
I1
sass(g1709
g8527
g9093
I1
tp9101
(dp9102
g6
VRowReduce[{{1, 2, 3}, {4, 5, 6}, {7, 8, 9}}] // MatrixForm
p9103
sg8
(lp9104
(dp9105
g11
(lp9106
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>(</mo> <mtable columnalign="center">\u000a<mtr><mtd columnalign="center"><mn>1</mn></mtd><mtd columnalign="center"><mn>0</mn></mtd><mtd columnalign="center"><mtext>-1</mtext></mtd></mtr>\u000a<mtr><mtd columnalign="center"><mn>0</mn></mtd><mtd columnalign="center"><mn>1</mn></mtd><mtd columnalign="center"><mn>2</mn></mtd></mtr>\u000a<mtr><mtd columnalign="center"><mn>0</mn></mtd><mtd columnalign="center"><mn>0</mn></mtd><mtd columnalign="center"><mn>0</mn></mtd></mtr>\u000a</mtable> <mo>)</mo></mrow></mstyle></math>
p9107
sg15
I2
sass(g1709
g8527
VSingularValueDecomposition
p9108
I0
tp9109
(dp9110
g6
VSingularValueDecomposition[{{1.5, 2.0}, {2.5, 3.0}}]
p9111
sg8
(lp9112
(dp9113
g11
(lp9114
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>0.538954</mn> <mo>,</mo> <mn>0.842335</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>0.842335</mn> <mo>,</mo> <mtext>-0.538954</mtext></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>4.63555</mn> <mo>,</mo> <mn>0.</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>0.</mn> <mo>,</mo> <mn>0.107862</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>0.628678</mn> <mo>,</mo> <mn>0.777666</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mtext>-0.777666</mtext> <mo>,</mo> <mn>0.628678</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p9115
sg15
I1
sass(g1709
g8527
VSquaredEuclideanDistance
p9116
I0
tp9117
(dp9118
g6
VSquaredEuclideanDistance[-7, 5]
p9119
sg8
(lp9120
(dp9121
g11
(lp9122
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>144</mn></mstyle></math>
p9123
sg15
I1
sass(g1709
g8527
g9116
I1
tp9124
(dp9125
g6
VSquaredEuclideanDistance[{-1, -1}, {1, 1}]
p9126
sg8
(lp9127
(dp9128
g11
(lp9129
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>8</mn></mstyle></math>
p9130
sg15
I2
sass(g1709
g8527
VTr
p9131
I0
tp9132
(dp9133
g6
VTr[{{1, 2, 3}, {4, 5, 6}, {7, 8, 9}}]
p9134
sg8
(lp9135
(dp9136
g11
(lp9137
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>15</mn></mstyle></math>
p9138
sg15
I1
sass(g1709
g8527
g9131
I1
tp9139
(dp9140
g6
VTr[{{a, b, c}, {d, e, f}, {g, h, i}}]
p9141
sg8
(lp9142
(dp9143
g11
(lp9144
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>a</mi> <mo>+</mo> <mi>e</mi> <mo>+</mo> <mi>i</mi></mrow></mstyle></math>
p9145
sg15
I2
sass(g1709
g8527
VVectorAngle
p9146
I0
tp9147
(dp9148
g6
VVectorAngle[{1, 0}, {0, 1}]
p9149
sg8
(lp9150
(dp9151
g11
(lp9152
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mfrac><mi>Pi</mi> <mn>2</mn></mfrac></mstyle></math>
p9153
sg15
I1
sass(g1709
g8527
g9146
I1
tp9154
(dp9155
g6
VVectorAngle[{1, 2}, {3, 1}]
p9156
sg8
(lp9157
(dp9158
g11
(lp9159
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mfrac><mi>Pi</mi> <mn>4</mn></mfrac></mstyle></math>
p9160
sg15
I2
sass(g1709
g8527
g9146
I2
tp9161
(dp9162
g6
VVectorAngle[{1, 1, 0}, {1, 0, 1}]
p9163
sg8
(lp9164
(dp9165
g11
(lp9166
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mfrac><mi>Pi</mi> <mn>3</mn></mfrac></mstyle></math>
p9167
sg15
I3
sass(g1709
VAttributes
p9168
VAttributes
p9169
I0
tp9170
(dp9171
g6
VAttributes[Plus]
p9172
sg8
(lp9173
(dp9174
g11
(lp9175
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>Flat</mi> <mo>,</mo> <mi>Listable</mi> <mo>,</mo> <mi>NumericFunction</mi> <mo>,</mo> <mi>OneIdentity</mi> <mo>,</mo> <mi>Orderless</mi> <mo>,</mo> <mi>Protected</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p9176
sg15
I1
sass(g1709
g9168
g9169
I1
tp9177
(dp9178
g6
VAttributes[a + b + c]
p9179
sg8
(lp9180
(dp9181
g11
(lp9182
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>Flat</mi> <mo>,</mo> <mi>Listable</mi> <mo>,</mo> <mi>NumericFunction</mi> <mo>,</mo> <mi>OneIdentity</mi> <mo>,</mo> <mi>Orderless</mi> <mo>,</mo> <mi>Protected</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p9183
sg15
I2
sass(g1709
g9168
g9169
I2
tp9184
(dp9185
g6
VAttributes[f] = {Flat, Orderless}
p9186
sg8
(lp9187
(dp9188
g11
(lp9189
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>Flat</mi> <mo>,</mo> <mi>Orderless</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p9190
sg15
I3
sass(g1709
g9168
g9169
I3
tp9191
(dp9192
g6
Vf[b, f[a, c]]
p9193
sg8
(lp9194
(dp9195
g11
(lp9196
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>f</mi> <mo>[</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>c</mi></mrow> <mo>]</mo></mrow></mstyle></math>
p9197
sg15
I4
sass(g1709
g9168
g9169
I4
tp9198
(dp9199
g6
VAttributes[f] := {a + b}
p9200
sg8
(lp9201
(dp9202
g11
(lp9203
(dp9204
g149
I01
sg150
VAttributes
p9205
sg152
g7994
sg154
VAttributes::sym
p9206
sg156
VArgument a + b at position 1 is expected to be a symbol.
p9207
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>$Failed</mi></mstyle></math>
p9208
sg15
I5
sass(g1709
g9168
g9169
I5
tp9209
(dp9210
g6
VAttributes[f] = Symbol["Listable"]
p9211
sg8
(lp9212
(dp9213
g11
(lp9214
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>Listable</mi></mstyle></math>
p9215
sg15
I6
sass(g1709
g9168
g9169
I6
tp9216
(dp9217
g6
VAttributes[f]
p9218
sg8
(lp9219
(dp9220
g11
(lp9221
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mi>Listable</mi> <mo>}</mo></mrow></mstyle></math>
p9222
sg15
I7
sass(g1709
g9168
VClearAttributes
p9223
I0
tp9224
(dp9225
g6
VSetAttributes[f, Flat]
p9226
sg8
(lp9227
(dp9228
g11
(lp9229
sg13
Nsg15
I1
sass(g1709
g9168
g9223
I1
tp9230
(dp9231
g6
VAttributes[f]
p9232
sg8
(lp9233
(dp9234
g11
(lp9235
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mi>Flat</mi> <mo>}</mo></mrow></mstyle></math>
p9236
sg15
I2
sass(g1709
g9168
g9223
I2
tp9237
(dp9238
g6
VClearAttributes[f, Flat]
p9239
sg8
(lp9240
(dp9241
g11
(lp9242
sg13
Nsg15
I3
sass(g1709
g9168
g9223
I3
tp9243
(dp9244
g6
VAttributes[f]
p9245
sg8
(lp9246
(dp9247
g11
(lp9248
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mo>}</mo></mrow></mstyle></math>
p9249
sg15
I4
sass(g1709
g9168
g9223
I4
tp9250
(dp9251
g6
VClearAttributes[{f}, {Flat}]
p9252
sg8
(lp9253
(dp9254
g11
(lp9255
sg13
Nsg15
I5
sass(g1709
g9168
g9223
I5
tp9256
(dp9257
g6
VAttributes[f]
p9258
sg8
(lp9259
(dp9260
g11
(lp9261
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mo>}</mo></mrow></mstyle></math>
p9262
sg15
I6
sass(g1709
g9168
VConstant
p9263
I0
tp9264
(dp9265
g6
VAttributes[E]
p9266
sg8
(lp9267
(dp9268
g11
(lp9269
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>Constant</mi> <mo>,</mo> <mi>Protected</mi> <mo>,</mo> <mi>ReadProtected</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p9270
sg15
I1
sass(g1709
g9168
g9263
I1
tp9271
(dp9272
g6
VSolve[x + E == 0, E]
p9273
sg8
(lp9274
(dp9275
g11
(lp9276
(dp9277
g149
I01
sg150
VSolve
p9278
sg152
Vivar
p9279
sg154
VSolve::ivar
p9280
sg156
VE is not a valid variable.
p9281
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Solve</mi> <mo>[</mo> <mrow><mrow><mrow><mi>E</mi> <mo>+</mo> <mi>x</mi></mrow> <mo>==</mo> <mn>0</mn></mrow> <mo>,</mo> <mi>E</mi></mrow> <mo>]</mo></mrow></mstyle></math>
p9282
sg15
I2
sass(g1709
g9168
VFlat
p9283
I0
tp9284
(dp9285
g6
VSetAttributes[f, Flat]
p9286
sg8
(lp9287
(dp9288
g11
(lp9289
sg13
Nsg15
I1
sass(g1709
g9168
g9283
I1
tp9290
(dp9291
g6
Vf[a, f[b, c]]
p9292
sg8
(lp9293
(dp9294
g11
(lp9295
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>f</mi> <mo>[</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>c</mi></mrow> <mo>]</mo></mrow></mstyle></math>
p9296
sg15
I2
sass(g1709
g9168
g9283
I2
tp9297
(dp9298
g6
Vf[a, b, c] /. f[a, b] -> d
p9299
sg8
(lp9300
(dp9301
g11
(lp9302
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>f</mi> <mo>[</mo> <mrow><mi>d</mi> <mo>,</mo> <mi>c</mi></mrow> <mo>]</mo></mrow></mstyle></math>
p9303
sg15
I3
sass(g1709
g9168
VHoldAll
p9304
I0
tp9305
(dp9306
g6
VAttributes[Function]
p9307
sg8
(lp9308
(dp9309
g11
(lp9310
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>HoldAll</mi> <mo>,</mo> <mi>Protected</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p9311
sg15
I1
sass(g1709
g9168
VHoldAllComplete
p9312
I0
tp9313
(dp9314
g6
VSetAttributes[f, HoldAllComplete]
p9315
sg8
(lp9316
(dp9317
g11
(lp9318
sg13
Nsg15
I1
sass(g1709
g9168
g9312
I1
tp9319
(dp9320
g6
Vf[a] ^= 3;
p9321
sg8
(lp9322
(dp9323
g11
(lp9324
sg13
Nsg15
I2
sass(g1709
g9168
g9312
I2
tp9325
(dp9326
g6
Vf[a]
p9327
sg8
(lp9328
(dp9329
g11
(lp9330
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>f</mi> <mo>[</mo> <mi>a</mi> <mo>]</mo></mrow></mstyle></math>
p9331
sg15
I3
sass(g1709
g9168
g9312
I3
tp9332
(dp9333
g6
Vf[Sequence[a, b]]
p9334
sg8
(lp9335
(dp9336
g11
(lp9337
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>f</mi> <mo>[</mo> <mrow><mi>Sequence</mi> <mo>[</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi></mrow> <mo>]</mo></mrow> <mo>]</mo></mrow></mstyle></math>
p9338
sg15
I4
sass(g1709
g9168
VHoldFirst
p9339
I0
tp9340
(dp9341
g6
VAttributes[Set]
p9342
sg8
(lp9343
(dp9344
g11
(lp9345
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>HoldFirst</mi> <mo>,</mo> <mi>Protected</mi> <mo>,</mo> <mi>SequenceHold</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p9346
sg15
I1
sass(g1709
g9168
VHoldRest
p9347
I0
tp9348
(dp9349
g6
VAttributes[If]
p9350
sg8
(lp9351
(dp9352
g11
(lp9353
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>HoldRest</mi> <mo>,</mo> <mi>Protected</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p9354
sg15
I1
sass(g1709
g9168
VListable
p9355
I0
tp9356
(dp9357
g6
VSetAttributes[f, Listable]
p9358
sg8
(lp9359
(dp9360
g11
(lp9361
sg13
Nsg15
I1
sass(g1709
g9168
g9355
I1
tp9362
(dp9363
g6
Vf[{1, 2, 3}, {4, 5, 6}]
p9364
sg8
(lp9365
(dp9366
g11
(lp9367
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mi>f</mi> <mo>[</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>4</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mrow><mn>2</mn> <mo>,</mo> <mn>5</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mrow><mn>3</mn> <mo>,</mo> <mn>6</mn></mrow> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p9368
sg15
I2
sass(g1709
g9168
g9355
I2
tp9369
(dp9370
g6
Vf[{1, 2, 3}, 4]
p9371
sg8
(lp9372
(dp9373
g11
(lp9374
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mi>f</mi> <mo>[</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>4</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mrow><mn>2</mn> <mo>,</mo> <mn>4</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mrow><mn>3</mn> <mo>,</mo> <mn>4</mn></mrow> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p9375
sg15
I3
sass(g1709
g9168
g9355
I3
tp9376
(dp9377
g6
V{{1, 2}, {3, 4}} + {5, 6}
p9378
sg8
(lp9379
(dp9380
g11
(lp9381
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>6</mn> <mo>,</mo> <mn>7</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>9</mn> <mo>,</mo> <mn>10</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p9382
sg15
I4
sass(g1709
g9168
VLocked
p9383
I0
tp9384
(dp9385
g6
VAttributes[lock] = {Flat, Locked};
p9386
sg8
(lp9387
(dp9388
g11
(lp9389
sg13
Nsg15
I1
sass(g1709
g9168
g9383
I1
tp9390
(dp9391
g6
VSetAttributes[lock, {}]
p9392
sg8
(lp9393
(dp9394
g11
(lp9395
(dp9396
g149
I01
sg150
VSetAttributes
p9397
sg152
Vlocked
p9398
sg154
VSetAttributes::locked
p9399
sg156
VSymbol lock is locked.
p9400
sasg13
Nsg15
I2
sass(g1709
g9168
g9383
I2
tp9401
(dp9402
g6
VClearAttributes[lock, Flat]
p9403
sg8
(lp9404
(dp9405
g11
(lp9406
(dp9407
g149
I01
sg150
VClearAttributes
p9408
sg152
g9398
sg154
VClearAttributes::locked
p9409
sg156
VSymbol lock is locked.
p9410
sasg13
Nsg15
I3
sass(g1709
g9168
g9383
I3
tp9411
(dp9412
g6
VAttributes[lock] = {}
p9413
sg8
(lp9414
(dp9415
g11
(lp9416
(dp9417
g149
I01
sg150
VAttributes
p9418
sg152
g9398
sg154
VAttributes::locked
p9419
sg156
VSymbol lock is locked.
p9420
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mo>}</mo></mrow></mstyle></math>
p9421
sg15
I4
sass(g1709
g9168
g9383
I4
tp9422
(dp9423
g6
VAttributes[lock]
p9424
sg8
(lp9425
(dp9426
g11
(lp9427
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>Flat</mi> <mo>,</mo> <mi>Locked</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p9428
sg15
I5
sass(g1709
g9168
g9383
I5
tp9429
(dp9430
g6
Vlock = 3
p9431
sg8
(lp9432
(dp9433
g11
(lp9434
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>3</mn></mstyle></math>
p9435
sg15
I6
sass(g1709
g9168
VNHoldAll
p9436
I0
tp9437
(dp9438
g6
VN[f[2, 3]]
p9439
sg8
(lp9440
(dp9441
g11
(lp9442
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>f</mi> <mo>[</mo> <mrow><mn>2.</mn> <mo>,</mo> <mn>3.</mn></mrow> <mo>]</mo></mrow></mstyle></math>
p9443
sg15
I1
sass(g1709
g9168
g9436
I1
tp9444
(dp9445
g6
VSetAttributes[f, NHoldAll]
p9446
sg8
(lp9447
(dp9448
g11
(lp9449
sg13
Nsg15
I2
sass(g1709
g9168
g9436
I2
tp9450
(dp9451
g6
VN[f[2, 3]]
p9452
sg8
(lp9453
(dp9454
g11
(lp9455
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>f</mi> <mo>[</mo> <mrow><mn>2</mn> <mo>,</mo> <mn>3</mn></mrow> <mo>]</mo></mrow></mstyle></math>
p9456
sg15
I3
sass(g1709
g9168
VOneIdentity
p9457
I0
tp9458
(dp9459
g6
VSetAttributes[f, OneIdentity]
p9460
sg8
(lp9461
(dp9462
g11
(lp9463
sg13
Nsg15
I1
sass(g1709
g9168
g9457
I1
tp9464
(dp9465
g6
Va /. f[args___] -> {args}
p9466
sg8
(lp9467
(dp9468
g11
(lp9469
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mi>a</mi> <mo>}</mo></mrow></mstyle></math>
p9470
sg15
I2
sass(g1709
g9168
g9457
I2
tp9471
(dp9472
g6
Vf[a]
p9473
sg8
(lp9474
(dp9475
g11
(lp9476
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>f</mi> <mo>[</mo> <mi>a</mi> <mo>]</mo></mrow></mstyle></math>
p9477
sg15
I3
sass(g1709
g9168
VOrderless
p9478
I0
tp9479
(dp9480
g6
VSetAttributes[f, Orderless]
p9481
sg8
(lp9482
(dp9483
g11
(lp9484
sg13
Nsg15
I1
sass(g1709
g9168
g9478
I1
tp9485
(dp9486
g6
Vf[c, a, b, a + b, 3, 1.0]
p9487
sg8
(lp9488
(dp9489
g11
(lp9490
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>f</mi> <mo>[</mo> <mrow><mn>1.</mn> <mo>,</mo> <mn>3</mn> <mo>,</mo> <mi>a</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>c</mi> <mo>,</mo> <mrow><mi>a</mi> <mo>+</mo> <mi>b</mi></mrow></mrow> <mo>]</mo></mrow></mstyle></math>
p9491
sg15
I2
sass(g1709
g9168
g9478
I2
tp9492
(dp9493
g6
Vf[a, b] == f[b, a]
p9494
sg8
(lp9495
(dp9496
g11
(lp9497
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p9498
sg15
I3
sass(g1709
g9168
g9478
I3
tp9499
(dp9500
g6
VSetAttributes[f, Flat]
p9501
sg8
(lp9502
(dp9503
g11
(lp9504
sg13
Nsg15
I4
sass(g1709
g9168
g9478
I4
tp9505
(dp9506
g6
Vf[a, b, c] /. f[a, c] -> d
p9507
sg8
(lp9508
(dp9509
g11
(lp9510
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>f</mi> <mo>[</mo> <mrow><mi>b</mi> <mo>,</mo> <mi>d</mi></mrow> <mo>]</mo></mrow></mstyle></math>
p9511
sg15
I5
sass(g1709
g9168
VProtect
p9512
I0
tp9513
(dp9514
g6
VA = {1, 2, 3};
p9515
sg8
(lp9516
(dp9517
g11
(lp9518
sg13
Nsg15
I1
sass(g1709
g9168
g9512
I1
tp9519
(dp9520
g6
VProtect[A]
p9521
sg8
(lp9522
(dp9523
g11
(lp9524
sg13
Nsg15
I2
sass(g1709
g9168
g9512
I2
tp9525
(dp9526
g6
VA[[2]] = 4;
p9527
sg8
(lp9528
(dp9529
g11
(lp9530
(dp9531
g149
I01
sg150
VSet
p9532
sg152
Vwrsym
p9533
sg154
VSet::wrsym
p9534
sg156
VSymbol A is Protected.
p9535
sasg13
Nsg15
I3
sass(g1709
g9168
g9512
I3
tp9536
(dp9537
g6
VA
p9538
sg8
(lp9539
(dp9540
g11
(lp9541
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>3</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p9542
sg15
I4
sass(g1709
g9168
VProtected
p9543
I0
tp9544
(dp9545
g6
VAttributes[p] = {Protected};
p9546
sg8
(lp9547
(dp9548
g11
(lp9549
sg13
Nsg15
I1
sass(g1709
g9168
g9543
I1
tp9550
(dp9551
g6
Vp = 2;
p9552
sg8
(lp9553
(dp9554
g11
(lp9555
(dp9556
g149
I01
sg150
VSet
p9557
sg152
g9533
sg154
VSet::wrsym
p9558
sg156
VSymbol p is Protected.
p9559
sasg13
Nsg15
I2
sass(g1709
g9168
g9543
I2
tp9560
(dp9561
g6
Vf[p] ^= 3;
p9562
sg8
(lp9563
(dp9564
g11
(lp9565
(dp9566
g149
I01
sg150
VUpSet
p9567
sg152
g1678
sg154
VUpSet::write
p9568
sg156
VTag p in f[p] is Protected.
p9569
sasg13
Nsg15
I3
sass(g1709
g9168
g9543
I3
tp9570
(dp9571
g6
VFormat[p] = "text";
p9572
sg8
(lp9573
(dp9574
g11
(lp9575
(dp9576
g149
I01
sg150
VSet
p9577
sg152
g9533
sg154
VSet::wrsym
p9578
sg156
VSymbol p is Protected.
p9579
sasg13
Nsg15
I4
sass(g1709
g9168
g9543
I4
tp9580
(dp9581
g6
VSetAttributes[p, Flat]
p9582
sg8
(lp9583
(dp9584
g11
(lp9585
sg13
Nsg15
I5
sass(g1709
g9168
g9543
I5
tp9586
(dp9587
g6
VAttributes[p]
p9588
sg8
(lp9589
(dp9590
g11
(lp9591
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>Flat</mi> <mo>,</mo> <mi>Protected</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p9592
sg15
I6
sass(g1709
g9168
g9543
I6
tp9593
(dp9594
g6
VAttributes[p] = {};
p9595
sg8
(lp9596
(dp9597
g11
(lp9598
sg13
Nsg15
I7
sass(g1709
g9168
g9543
I7
tp9599
(dp9600
g6
Vp = 2
p9601
sg8
(lp9602
(dp9603
g11
(lp9604
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>2</mn></mstyle></math>
p9605
sg15
I8
sass(g1709
g9168
g9543
I8
tp9606
(dp9607
g6
VProtect[p]
p9608
sg8
(lp9609
(dp9610
g11
(lp9611
sg13
Nsg15
I9
sass(g1709
g9168
g9543
I9
tp9612
(dp9613
g6
VAttributes[p]
p9614
sg8
(lp9615
(dp9616
g11
(lp9617
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mi>Protected</mi> <mo>}</mo></mrow></mstyle></math>
p9618
sg15
I10
sass(g1709
g9168
g9543
I10
tp9619
(dp9620
g6
VUnprotect[p]
p9621
sg8
(lp9622
(dp9623
g11
(lp9624
sg13
Nsg15
I11
sass(g1709
g9168
g9543
I11
tp9625
(dp9626
g6
VSetAttributes[p, {Protected, Locked}]
p9627
sg8
(lp9628
(dp9629
g11
(lp9630
sg13
Nsg15
I12
sass(g1709
g9168
g9543
I12
tp9631
(dp9632
g6
Vp = 2
p9633
sg8
(lp9634
(dp9635
g11
(lp9636
(dp9637
g149
I01
sg150
VSet
p9638
sg152
g9533
sg154
VSet::wrsym
p9639
sg156
VSymbol p is Protected.
p9640
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>2</mn></mstyle></math>
p9641
sg15
I13
sass(g1709
g9168
g9543
I13
tp9642
(dp9643
g6
VUnprotect[p]
p9644
sg8
(lp9645
(dp9646
g11
(lp9647
(dp9648
g149
I01
sg150
VClearAttributes
p9649
sg152
g9398
sg154
VClearAttributes::locked
p9650
sg156
VSymbol p is locked.
p9651
sasg13
Nsg15
I14
sass(g1709
g9168
VReadProtected
p9652
I0
tp9653
(dp9654
g6
VClearAll[p]
p9655
sg8
(lp9656
(dp9657
g11
(lp9658
sg13
Nsg15
I1
sass(g1709
g9168
g9652
I1
tp9659
(dp9660
g6
Vp = 3;
p9661
sg8
(lp9662
(dp9663
g11
(lp9664
sg13
Nsg15
I2
sass(g1709
g9168
g9652
I2
tp9665
(dp9666
g6
VDefinition[p]
p9667
sg8
(lp9668
(dp9669
g11
(lp9670
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtable columnalign="left">\u000a<mtr><mtd columnalign="left"><mrow><mi>p</mi> <mo>=</mo> <mn>3</mn></mrow></mtd></mtr>\u000a</mtable></mstyle></math>
p9671
sg15
I3
sass(g1709
g9168
g9652
I3
tp9672
(dp9673
g6
VSetAttributes[p, ReadProtected]
p9674
sg8
(lp9675
(dp9676
g11
(lp9677
sg13
Nsg15
I4
sass(g1709
g9168
g9652
I4
tp9678
(dp9679
g6
VDefinition[p]
p9680
sg8
(lp9681
(dp9682
g11
(lp9683
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtable columnalign="left">\u000a<mtr><mtd columnalign="left"><mrow><mrow><mi>Attributes</mi> <mo>[</mo> <mi>p</mi> <mo>]</mo></mrow> <mo>=</mo> <mrow><mo>{</mo> <mi>ReadProtected</mi> <mo>}</mo></mrow></mrow></mtd></mtr>\u000a</mtable></mstyle></math>
p9684
sg15
I5
sass(g1709
g9168
VSequenceHold
p9685
I0
tp9686
(dp9687
g6
Vf[Sequence[a, b]]
p9688
sg8
(lp9689
(dp9690
g11
(lp9691
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>f</mi> <mo>[</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi></mrow> <mo>]</mo></mrow></mstyle></math>
p9692
sg15
I1
sass(g1709
g9168
g9685
I1
tp9693
(dp9694
g6
VSetAttributes[f, SequenceHold]
p9695
sg8
(lp9696
(dp9697
g11
(lp9698
sg13
Nsg15
I2
sass(g1709
g9168
g9685
I2
tp9699
(dp9700
g6
Vf[Sequence[a, b]]
p9701
sg8
(lp9702
(dp9703
g11
(lp9704
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>f</mi> <mo>[</mo> <mrow><mi>Sequence</mi> <mo>[</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi></mrow> <mo>]</mo></mrow> <mo>]</mo></mrow></mstyle></math>
p9705
sg15
I3
sass(g1709
g9168
g9685
I3
tp9706
(dp9707
g6
Vs = Sequence[a, b];
p9708
sg8
(lp9709
(dp9710
g11
(lp9711
sg13
Nsg15
I4
sass(g1709
g9168
g9685
I4
tp9712
(dp9713
g6
Vs
p9714
sg8
(lp9715
(dp9716
g11
(lp9717
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Sequence</mi> <mo>[</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi></mrow> <mo>]</mo></mrow></mstyle></math>
p9718
sg15
I5
sass(g1709
g9168
g9685
I5
tp9719
(dp9720
g6
VPlus[s]
p9721
sg8
(lp9722
(dp9723
g11
(lp9724
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>a</mi> <mo>+</mo> <mi>b</mi></mrow></mstyle></math>
p9725
sg15
I6
sass(g1709
g9168
VSetAttributes
p9726
I0
tp9727
(dp9728
g6
VSetAttributes[f, Flat]
p9729
sg8
(lp9730
(dp9731
g11
(lp9732
sg13
Nsg15
I1
sass(g1709
g9168
g9726
I1
tp9733
(dp9734
g6
VAttributes[f]
p9735
sg8
(lp9736
(dp9737
g11
(lp9738
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mi>Flat</mi> <mo>}</mo></mrow></mstyle></math>
p9739
sg15
I2
sass(g1709
g9168
g9726
I2
tp9740
(dp9741
g6
VSetAttributes[{f, g}, {Flat, Orderless}]
p9742
sg8
(lp9743
(dp9744
g11
(lp9745
sg13
Nsg15
I3
sass(g1709
g9168
g9726
I3
tp9746
(dp9747
g6
VAttributes[g]
p9748
sg8
(lp9749
(dp9750
g11
(lp9751
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>Flat</mi> <mo>,</mo> <mi>Orderless</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p9752
sg15
I4
sass(g1709
VAssignment
p9753
VAddTo
p9754
I0
tp9755
(dp9756
g6
Va = 10;
p9757
sg8
(lp9758
(dp9759
g11
(lp9760
sg13
Nsg15
I1
sass(g1709
g9753
g9754
I1
tp9761
(dp9762
g6
Va += 2
p9763
sg8
(lp9764
(dp9765
g11
(lp9766
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>12</mn></mstyle></math>
p9767
sg15
I2
sass(g1709
g9753
g9754
I2
tp9768
(dp9769
g6
g544
sg8
(lp9770
(dp9771
g11
(lp9772
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>12</mn></mstyle></math>
p9773
sg15
I3
sass(g1709
g9753
VClear
p9774
I0
tp9775
(dp9776
g6
Vx = 2;
p9777
sg8
(lp9778
(dp9779
g11
(lp9780
sg13
Nsg15
I1
sass(g1709
g9753
g9774
I1
tp9781
(dp9782
g6
VClear[x]
p9783
sg8
(lp9784
(dp9785
g11
(lp9786
sg13
Nsg15
I2
sass(g1709
g9753
g9774
I2
tp9787
(dp9788
g6
g195
sg8
(lp9789
(dp9790
g11
(lp9791
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>x</mi></mstyle></math>
p9792
sg15
I3
sass(g1709
g9753
g9774
I3
tp9793
(dp9794
g6
Vx = 2;
p9795
sg8
(lp9796
(dp9797
g11
(lp9798
sg13
Nsg15
I4
sass(g1709
g9753
g9774
I4
tp9799
(dp9800
g6
Vy = 3;
p9801
sg8
(lp9802
(dp9803
g11
(lp9804
sg13
Nsg15
I5
sass(g1709
g9753
g9774
I5
tp9805
(dp9806
g6
VClear["Global`*"]
p9807
sg8
(lp9808
(dp9809
g11
(lp9810
sg13
Nsg15
I6
sass(g1709
g9753
g9774
I6
tp9811
(dp9812
g6
g195
sg8
(lp9813
(dp9814
g11
(lp9815
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>x</mi></mstyle></math>
p9816
sg15
I7
sass(g1709
g9753
g9774
I7
tp9817
(dp9818
g6
Vy
p9819
sg8
(lp9820
(dp9821
g11
(lp9822
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>y</mi></mstyle></math>
p9823
sg15
I8
sass(g1709
g9753
g9774
I8
tp9824
(dp9825
g6
VClear[Sin]
p9826
sg8
(lp9827
(dp9828
g11
(lp9829
(dp9830
g149
I01
sg150
VClear
p9831
sg152
g9533
sg154
VClear::wrsym
p9832
sg156
VSymbol Sin is Protected.
p9833
sasg13
Nsg15
I9
sass(g1709
g9753
g9774
I9
tp9834
(dp9835
g6
VUnprotect[Sin]
p9836
sg8
(lp9837
(dp9838
g11
(lp9839
sg13
Nsg15
I10
sass(g1709
g9753
g9774
I10
tp9840
(dp9841
g6
VClear[Sin]
p9842
sg8
(lp9843
(dp9844
g11
(lp9845
sg13
Nsg15
I11
sass(g1709
g9753
g9774
I11
tp9846
(dp9847
g6
VSin[Pi]
p9848
sg8
(lp9849
(dp9850
g11
(lp9851
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0</mn></mstyle></math>
p9852
sg15
I12
sass(g1709
g9753
g9774
I12
tp9853
(dp9854
g6
VAttributes[r] = {Flat, Orderless};
p9855
sg8
(lp9856
(dp9857
g11
(lp9858
sg13
Nsg15
I13
sass(g1709
g9753
g9774
I13
tp9859
(dp9860
g6
VClear["r"]
p9861
sg8
(lp9862
(dp9863
g11
(lp9864
sg13
Nsg15
I14
sass(g1709
g9753
g9774
I14
tp9865
(dp9866
g6
VAttributes[r]
p9867
sg8
(lp9868
(dp9869
g11
(lp9870
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>Flat</mi> <mo>,</mo> <mi>Orderless</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p9871
sg15
I15
sass(g1709
g9753
VClearAll
p9872
I0
tp9873
(dp9874
g6
Vx = 2;
p9875
sg8
(lp9876
(dp9877
g11
(lp9878
sg13
Nsg15
I1
sass(g1709
g9753
g9872
I1
tp9879
(dp9880
g6
VClearAll[x]
p9881
sg8
(lp9882
(dp9883
g11
(lp9884
sg13
Nsg15
I2
sass(g1709
g9753
g9872
I2
tp9885
(dp9886
g6
g195
sg8
(lp9887
(dp9888
g11
(lp9889
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>x</mi></mstyle></math>
p9890
sg15
I3
sass(g1709
g9753
g9872
I3
tp9891
(dp9892
g6
VAttributes[r] = {Flat, Orderless};
p9893
sg8
(lp9894
(dp9895
g11
(lp9896
sg13
Nsg15
I4
sass(g1709
g9753
g9872
I4
tp9897
(dp9898
g6
VClearAll[r]
p9899
sg8
(lp9900
(dp9901
g11
(lp9902
sg13
Nsg15
I5
sass(g1709
g9753
g9872
I5
tp9903
(dp9904
g6
VAttributes[r]
p9905
sg8
(lp9906
(dp9907
g11
(lp9908
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mo>}</mo></mrow></mstyle></math>
p9909
sg15
I6
sass(g1709
g9753
g9872
I6
tp9910
(dp9911
g6
VAttributes[lock] = {Locked};
p9912
sg8
(lp9913
(dp9914
g11
(lp9915
sg13
Nsg15
I7
sass(g1709
g9753
g9872
I7
tp9916
(dp9917
g6
VClearAll[lock]
p9918
sg8
(lp9919
(dp9920
g11
(lp9921
(dp9922
g149
I01
sg150
VClear
p9923
sg152
g9398
sg154
VClear::locked
p9924
sg156
VSymbol lock is locked.
p9925
sasg13
Nsg15
I8
sass(g1709
g9753
VDecrement
p9926
I0
tp9927
(dp9928
g6
Va = 5;
p9929
sg8
(lp9930
(dp9931
g11
(lp9932
sg13
Nsg15
I1
sass(g1709
g9753
g9926
I1
tp9933
(dp9934
g6
Va--
p9935
sg8
(lp9936
(dp9937
g11
(lp9938
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>5</mn></mstyle></math>
p9939
sg15
I2
sass(g1709
g9753
g9926
I2
tp9940
(dp9941
g6
g544
sg8
(lp9942
(dp9943
g11
(lp9944
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>4</mn></mstyle></math>
p9945
sg15
I3
sass(g1709
g9753
VDefaultValues
p9946
I0
tp9947
(dp9948
g6
VDefault[f, 1] = 4
p9949
sg8
(lp9950
(dp9951
g11
(lp9952
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>4</mn></mstyle></math>
p9953
sg15
I1
sass(g1709
g9753
g9946
I1
tp9954
(dp9955
g6
VDefaultValues[f]
p9956
sg8
(lp9957
(dp9958
g11
(lp9959
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mi>HoldPattern</mi> <mo>[</mo> <mrow><mi>Default</mi> <mo>[</mo> <mrow><mi>f</mi> <mo>,</mo> <mn>1</mn></mrow> <mo>]</mo></mrow> <mo>]</mo></mrow> <mo>:&gt;</mo> <mn>4</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p9960
sg15
I2
sass(g1709
g9753
g9946
I2
tp9961
(dp9962
g6
VDefaultValues[g] = {Default[g] -> 3};
p9963
sg8
(lp9964
(dp9965
g11
(lp9966
sg13
Nsg15
I3
sass(g1709
g9753
g9946
I3
tp9967
(dp9968
g6
VDefault[g, 1]
p9969
sg8
(lp9970
(dp9971
g11
(lp9972
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>3</mn></mstyle></math>
p9973
sg15
I4
sass(g1709
g9753
g9946
I4
tp9974
(dp9975
g6
Vg[x_.] := {x}
p9976
sg8
(lp9977
(dp9978
g11
(lp9979
sg13
Nsg15
I5
sass(g1709
g9753
g9946
I5
tp9980
(dp9981
g6
Vg[a]
p9982
sg8
(lp9983
(dp9984
g11
(lp9985
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mi>a</mi> <mo>}</mo></mrow></mstyle></math>
p9986
sg15
I6
sass(g1709
g9753
g9946
I6
tp9987
(dp9988
g6
Vg[]
p9989
sg8
(lp9990
(dp9991
g11
(lp9992
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mn>3</mn> <mo>}</mo></mrow></mstyle></math>
p9993
sg15
I7
sass(g1709
g9753
VDefinition
p9994
I0
tp9995
(dp9996
g6
Va = 2;
p9997
sg8
(lp9998
(dp9999
g11
(lp10000
sg13
Nsg15
I1
sass(g1709
g9753
g9994
I1
tp10001
(dp10002
g6
VDefinition[a]
p10003
sg8
(lp10004
(dp10005
g11
(lp10006
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtable columnalign="left">\u000a<mtr><mtd columnalign="left"><mrow><mi>a</mi> <mo>=</mo> <mn>2</mn></mrow></mtd></mtr>\u000a</mtable></mstyle></math>
p10007
sg15
I2
sass(g1709
g9753
g9994
I2
tp10008
(dp10009
g6
Vf[x_] := x ^ 2
p10010
sg8
(lp10011
(dp10012
g11
(lp10013
sg13
Nsg15
I3
sass(g1709
g9753
g9994
I3
tp10014
(dp10015
g6
Vg[f] ^:= 2
p10016
sg8
(lp10017
(dp10018
g11
(lp10019
sg13
Nsg15
I4
sass(g1709
g9753
g9994
I4
tp10020
(dp10021
g6
VDefinition[f]
p10022
sg8
(lp10023
(dp10024
g11
(lp10025
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtable columnalign="left">\u000a<mtr><mtd columnalign="left"><mrow><mrow><mi>f</mi> <mo>[</mo> <mtext>x_</mtext> <mo>]</mo></mrow> <mo>=</mo> <msup><mi>x</mi> <mn>2</mn></msup></mrow></mtd></mtr>\u000a<mtr><mtd columnalign="left"><mrow><mrow><mi>g</mi> <mo>[</mo> <mi>f</mi> <mo>]</mo></mrow> <mo>^=</mo> <mn>2</mn></mrow></mtd></mtr>\u000a</mtable></mstyle></math>
p10026
sg15
I5
sass(g1709
g9753
g9994
I5
tp10027
(dp10028
g6
VAttributes[r] := {Orderless}
p10029
sg8
(lp10030
(dp10031
g11
(lp10032
sg13
Nsg15
I6
sass(g1709
g9753
g9994
I6
tp10033
(dp10034
g6
VFormat[r[args___]] := Infix[{args}, "~"]
p10035
sg8
(lp10036
(dp10037
g11
(lp10038
sg13
Nsg15
I7
sass(g1709
g9753
g9994
I7
tp10039
(dp10040
g6
VN[r] := 3.5
p10041
sg8
(lp10042
(dp10043
g11
(lp10044
sg13
Nsg15
I8
sass(g1709
g9753
g9994
I8
tp10045
(dp10046
g6
VDefault[r, 1] := 2
p10047
sg8
(lp10048
(dp10049
g11
(lp10050
sg13
Nsg15
I9
sass(g1709
g9753
g9994
I9
tp10051
(dp10052
g6
Vr::msg := "My message"
p10053
sg8
(lp10054
(dp10055
g11
(lp10056
sg13
Nsg15
I10
sass(g1709
g9753
g9994
I10
tp10057
(dp10058
g6
VOptions[r] := {Opt -> 3}
p10059
sg8
(lp10060
(dp10061
g11
(lp10062
sg13
Nsg15
I11
sass(g1709
g9753
g9994
I11
tp10063
(dp10064
g6
Vr[arg_., OptionsPattern[r]] := {arg, OptionValue[Opt]}
p10065
sg8
(lp10066
(dp10067
g11
(lp10068
sg13
Nsg15
I12
sass(g1709
g9753
g9994
I12
tp10069
(dp10070
g6
Vr[z, x, y]
p10071
sg8
(lp10072
(dp10073
g11
(lp10074
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>x</mi> <mtext>~</mtext> <mi>y</mi> <mtext>~</mtext> <mi>z</mi></mrow></mstyle></math>
p10075
sg15
I13
sass(g1709
g9753
g9994
I13
tp10076
(dp10077
g6
VN[r]
p10078
sg8
(lp10079
(dp10080
g11
(lp10081
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>3.5</mn></mstyle></math>
p10082
sg15
I14
sass(g1709
g9753
g9994
I14
tp10083
(dp10084
g6
Vr[]
p10085
sg8
(lp10086
(dp10087
g11
(lp10088
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>2</mn> <mo>,</mo> <mn>3</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p10089
sg15
I15
sass(g1709
g9753
g9994
I15
tp10090
(dp10091
g6
Vr[5, Opt->7]
p10092
sg8
(lp10093
(dp10094
g11
(lp10095
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>5</mn> <mo>,</mo> <mn>7</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p10096
sg15
I16
sass(g1709
g9753
g9994
I16
tp10097
(dp10098
g6
VDefinition[r]
p10099
sg8
(lp10100
(dp10101
g11
(lp10102
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtable columnalign="left">\u000a<mtr><mtd columnalign="left"><mrow><mrow><mi>Attributes</mi> <mo>[</mo> <mi>r</mi> <mo>]</mo></mrow> <mo>=</mo> <mrow><mo>{</mo> <mi>Orderless</mi> <mo>}</mo></mrow></mrow></mtd></mtr>\u000a<mtr><mtd columnalign="left"><mrow><mrow><mtext>arg_.</mtext> <mtext>~</mtext> <mrow><mi>OptionsPattern</mi> <mo>[</mo> <mi>r</mi> <mo>]</mo></mrow></mrow> <mo>=</mo> <mrow><mo>{</mo> <mrow><mi>arg</mi> <mo>,</mo> <mrow><mi>OptionValue</mi> <mo>[</mo> <mi>Opt</mi> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow></mrow></mtd></mtr>\u000a<mtr><mtd columnalign="left"><mrow><mrow><mi>N</mi> <mo>[</mo> <mrow><mi>r</mi> <mo>,</mo> <mi>MachinePrecision</mi></mrow> <mo>]</mo></mrow> <mo>=</mo> <mn>3.5</mn></mrow></mtd></mtr>\u000a<mtr><mtd columnalign="left"><mrow><mrow><mi>Format</mi> <mo>[</mo> <mrow><mtext>args___</mtext> <mo>,</mo> <mi>MathMLForm</mi></mrow> <mo>]</mo></mrow> <mo>=</mo> <mrow><mi>Infix</mi> <mo>[</mo> <mrow><mrow><mo>{</mo> <mi>args</mi> <mo>}</mo></mrow> <mtext>,&nbsp;</mtext> <ms>~</ms></mrow> <mo>]</mo></mrow></mrow></mtd></mtr>\u000a<mtr><mtd columnalign="left"><mrow><mrow><mi>Format</mi> <mo>[</mo> <mrow><mtext>args___</mtext> <mo>,</mo> <mi>OutputForm</mi></mrow> <mo>]</mo></mrow> <mo>=</mo> <mrow><mi>Infix</mi> <mo>[</mo> <mrow><mrow><mo>{</mo> <mi>args</mi> <mo>}</mo></mrow> <mtext>,&nbsp;</mtext> <ms>~</ms></mrow> <mo>]</mo></mrow></mrow></mtd></mtr>\u000a<mtr><mtd columnalign="left"><mrow><mrow><mi>Format</mi> <mo>[</mo> <mrow><mtext>args___</mtext> <mo>,</mo> <mi>StandardForm</mi></mrow> <mo>]</mo></mrow> <mo>=</mo> <mrow><mi>Infix</mi> <mo>[</mo> <mrow><mrow><mo>{</mo> <mi>args</mi> <mo>}</mo></mrow> <mtext>,&nbsp;</mtext> <ms>~</ms></mrow> <mo>]</mo></mrow></mrow></mtd></mtr>\u000a<mtr><mtd columnalign="left"><mrow><mrow><mi>Format</mi> <mo>[</mo> <mrow><mtext>args___</mtext> <mo>,</mo> <mi>TeXForm</mi></mrow> <mo>]</mo></mrow> <mo>=</mo> <mrow><mi>Infix</mi> <mo>[</mo> <mrow><mrow><mo>{</mo> <mi>args</mi> <mo>}</mo></mrow> <mtext>,&nbsp;</mtext> <ms>~</ms></mrow> <mo>]</mo></mrow></mrow></mtd></mtr>\u000a<mtr><mtd columnalign="left"><mrow><mrow><mi>Format</mi> <mo>[</mo> <mrow><mtext>args___</mtext> <mo>,</mo> <mi>TraditionalForm</mi></mrow> <mo>]</mo></mrow> <mo>=</mo> <mrow><mi>Infix</mi> <mo>[</mo> <mrow><mrow><mo>{</mo> <mi>args</mi> <mo>}</mo></mrow> <mtext>,&nbsp;</mtext> <ms>~</ms></mrow> <mo>]</mo></mrow></mrow></mtd></mtr>\u000a<mtr><mtd columnalign="left"><mrow><mrow><mi>Default</mi> <mo>[</mo> <mrow><mi>r</mi> <mo>,</mo> <mn>1</mn></mrow> <mo>]</mo></mrow> <mo>=</mo> <mn>2</mn></mrow></mtd></mtr>\u000a<mtr><mtd columnalign="left"><mrow><mrow><mi>Options</mi> <mo>[</mo> <mi>r</mi> <mo>]</mo></mrow> <mo>=</mo> <mrow><mo>{</mo> <mrow><mi>Opt</mi> <mo>-&gt;</mo> <mn>3</mn></mrow> <mo>}</mo></mrow></mrow></mtd></mtr>\u000a</mtable></mstyle></math>
p10103
sg15
I17
sass(g1709
g9753
g9994
I17
tp10104
(dp10105
g6
VSetAttributes[r, ReadProtected]
p10106
sg8
(lp10107
(dp10108
g11
(lp10109
sg13
Nsg15
I18
sass(g1709
g9753
g9994
I18
tp10110
(dp10111
g6
VDefinition[r]
p10112
sg8
(lp10113
(dp10114
g11
(lp10115
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtable columnalign="left">\u000a<mtr><mtd columnalign="left"><mrow><mrow><mi>Attributes</mi> <mo>[</mo> <mi>r</mi> <mo>]</mo></mrow> <mo>=</mo> <mrow><mo>{</mo> <mrow><mi>Orderless</mi> <mo>,</mo> <mi>ReadProtected</mi></mrow> <mo>}</mo></mrow></mrow></mtd></mtr>\u000a<mtr><mtd columnalign="left"><mrow><mrow><mi>Default</mi> <mo>[</mo> <mrow><mi>r</mi> <mo>,</mo> <mn>1</mn></mrow> <mo>]</mo></mrow> <mo>=</mo> <mn>2</mn></mrow></mtd></mtr>\u000a<mtr><mtd columnalign="left"><mrow><mrow><mi>Options</mi> <mo>[</mo> <mi>r</mi> <mo>]</mo></mrow> <mo>=</mo> <mrow><mo>{</mo> <mrow><mi>Opt</mi> <mo>-&gt;</mo> <mn>3</mn></mrow> <mo>}</mo></mrow></mrow></mtd></mtr>\u000a</mtable></mstyle></math>
p10116
sg15
I19
sass(g1709
g9753
g9994
I19
tp10117
(dp10118
g6
VDefinition[Plus]
p10119
sg8
(lp10120
(dp10121
g11
(lp10122
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtable columnalign="left">\u000a<mtr><mtd columnalign="left"><mrow><mrow><mi>Attributes</mi> <mo>[</mo> <mi>Plus</mi> <mo>]</mo></mrow> <mo>=</mo> <mrow><mo>{</mo> <mrow><mi>Flat</mi> <mo>,</mo> <mi>Listable</mi> <mo>,</mo> <mi>NumericFunction</mi> <mo>,</mo> <mi>OneIdentity</mi> <mo>,</mo> <mi>Orderless</mi> <mo>,</mo> <mi>Protected</mi></mrow> <mo>}</mo></mrow></mrow></mtd></mtr>\u000a<mtr><mtd columnalign="left"><mrow><mrow><mi>Default</mi> <mo>[</mo> <mi>Plus</mi> <mo>]</mo></mrow> <mo>=</mo> <mn>0</mn></mrow></mtd></mtr>\u000a</mtable></mstyle></math>
p10123
sg15
I20
sass(g1709
g9753
g9994
I20
tp10124
(dp10125
g6
VDefinition[Level]
p10126
sg8
(lp10127
(dp10128
g11
(lp10129
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtable columnalign="left">\u000a<mtr><mtd columnalign="left"><mrow><mrow><mi>Attributes</mi> <mo>[</mo> <mi>Level</mi> <mo>]</mo></mrow> <mo>=</mo> <mrow><mo>{</mo> <mi>Protected</mi> <mo>}</mo></mrow></mrow></mtd></mtr>\u000a<mtr><mtd columnalign="left"><mrow><mrow><mi>Options</mi> <mo>[</mo> <mi>Level</mi> <mo>]</mo></mrow> <mo>=</mo> <mrow><mo>{</mo> <mrow><mi>Heads</mi> <mo>-&gt;</mo> <mi>False</mi></mrow> <mo>}</mo></mrow></mrow></mtd></mtr>\u000a</mtable></mstyle></math>
p10130
sg15
I21
sass(g1709
g9753
g9994
I21
tp10131
(dp10132
g6
VClearAttributes[r, ReadProtected]
p10133
sg8
(lp10134
(dp10135
g11
(lp10136
sg13
Nsg15
I22
sass(g1709
g9753
g9994
I22
tp10137
(dp10138
g6
VClear[r]
p10139
sg8
(lp10140
(dp10141
g11
(lp10142
sg13
Nsg15
I23
sass(g1709
g9753
g9994
I23
tp10143
(dp10144
g6
VDefinition[r]
p10145
sg8
(lp10146
(dp10147
g11
(lp10148
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtable columnalign="left">\u000a<mtr><mtd columnalign="left"><mrow><mrow><mi>Attributes</mi> <mo>[</mo> <mi>r</mi> <mo>]</mo></mrow> <mo>=</mo> <mrow><mo>{</mo> <mi>Orderless</mi> <mo>}</mo></mrow></mrow></mtd></mtr>\u000a<mtr><mtd columnalign="left"><mrow><mrow><mi>Default</mi> <mo>[</mo> <mrow><mi>r</mi> <mo>,</mo> <mn>1</mn></mrow> <mo>]</mo></mrow> <mo>=</mo> <mn>2</mn></mrow></mtd></mtr>\u000a<mtr><mtd columnalign="left"><mrow><mrow><mi>Options</mi> <mo>[</mo> <mi>r</mi> <mo>]</mo></mrow> <mo>=</mo> <mrow><mo>{</mo> <mrow><mi>Opt</mi> <mo>-&gt;</mo> <mn>3</mn></mrow> <mo>}</mo></mrow></mrow></mtd></mtr>\u000a</mtable></mstyle></math>
p10149
sg15
I24
sass(g1709
g9753
g9994
I24
tp10150
(dp10151
g6
VClearAll[r]
p10152
sg8
(lp10153
(dp10154
g11
(lp10155
sg13
Nsg15
I25
sass(g1709
g9753
g9994
I25
tp10156
(dp10157
g6
VDefinition[r]
p10158
sg8
(lp10159
(dp10160
g11
(lp10161
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>Null</mi></mstyle></math>
p10162
sg15
I26
sass(g1709
g9753
g9994
I26
tp10163
(dp10164
g6
VDefinition[x]
p10165
sg8
(lp10166
(dp10167
g11
(lp10168
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>Null</mi></mstyle></math>
p10169
sg15
I27
sass(g1709
g9753
VDivideBy
p10170
I0
tp10171
(dp10172
g6
Va = 10;
p10173
sg8
(lp10174
(dp10175
g11
(lp10176
sg13
Nsg15
I1
sass(g1709
g9753
g10170
I1
tp10177
(dp10178
g6
Va /= 2
p10179
sg8
(lp10180
(dp10181
g11
(lp10182
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>5</mn></mstyle></math>
p10183
sg15
I2
sass(g1709
g9753
g10170
I2
tp10184
(dp10185
g6
g544
sg8
(lp10186
(dp10187
g11
(lp10188
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>5</mn></mstyle></math>
p10189
sg15
I3
sass(g1709
g9753
VDownValues
p10190
I0
tp10191
(dp10192
g6
Vf[x_] := x ^ 2
p10193
sg8
(lp10194
(dp10195
g11
(lp10196
sg13
Nsg15
I1
sass(g1709
g9753
g10190
I1
tp10197
(dp10198
g6
VDownValues[f]
p10199
sg8
(lp10200
(dp10201
g11
(lp10202
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mi>HoldPattern</mi> <mo>[</mo> <mrow><mi>f</mi> <mo>[</mo> <mtext>x_</mtext> <mo>]</mo></mrow> <mo>]</mo></mrow> <mo>:&gt;</mo> <msup><mi>x</mi> <mn>2</mn></msup></mrow> <mo>}</mo></mrow></mstyle></math>
p10203
sg15
I2
sass(g1709
g9753
g10190
I2
tp10204
(dp10205
g6
Vf[x_Integer] := 2
p10206
sg8
(lp10207
(dp10208
g11
(lp10209
sg13
Nsg15
I3
sass(g1709
g9753
g10190
I3
tp10210
(dp10211
g6
Vf[x_Real] := 3
p10212
sg8
(lp10213
(dp10214
g11
(lp10215
sg13
Nsg15
I4
sass(g1709
g9753
g10190
I4
tp10216
(dp10217
g6
VDownValues[f]
p10218
sg8
(lp10219
(dp10220
g11
(lp10221
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mrow><mi>HoldPattern</mi> <mo>[</mo> <mrow><mi>f</mi> <mo>[</mo> <mtext>x_Real</mtext> <mo>]</mo></mrow> <mo>]</mo></mrow> <mo>:&gt;</mo> <mn>3</mn></mrow> <mo>,</mo> <mrow><mrow><mi>HoldPattern</mi> <mo>[</mo> <mrow><mi>f</mi> <mo>[</mo> <mtext>x_Integer</mtext> <mo>]</mo></mrow> <mo>]</mo></mrow> <mo>:&gt;</mo> <mn>2</mn></mrow> <mo>,</mo> <mrow><mrow><mi>HoldPattern</mi> <mo>[</mo> <mrow><mi>f</mi> <mo>[</mo> <mtext>x_</mtext> <mo>]</mo></mrow> <mo>]</mo></mrow> <mo>:&gt;</mo> <msup><mi>x</mi> <mn>2</mn></msup></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p10222
sg15
I5
sass(g1709
g9753
g10190
I5
tp10223
(dp10224
g6
Vf[3]
p10225
sg8
(lp10226
(dp10227
g11
(lp10228
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>2</mn></mstyle></math>
p10229
sg15
I6
sass(g1709
g9753
g10190
I6
tp10230
(dp10231
g6
Vf[3.]
p10232
sg8
(lp10233
(dp10234
g11
(lp10235
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>3</mn></mstyle></math>
p10236
sg15
I7
sass(g1709
g9753
g10190
I7
tp10237
(dp10238
g6
Vf[a]
p10239
sg8
(lp10240
(dp10241
g11
(lp10242
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><msup><mi>a</mi> <mn>2</mn></msup></mstyle></math>
p10243
sg15
I8
sass(g1709
g9753
g10190
I8
tp10244
(dp10245
g6
VSort[{x_, x_Integer}, PatternsOrderedQ]
p10246
sg8
(lp10247
(dp10248
g11
(lp10249
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mtext>x_Integer</mtext> <mo>,</mo> <mtext>x_</mtext></mrow> <mo>}</mo></mrow></mstyle></math>
p10250
sg15
I9
sass(g1709
g9753
g10190
I9
tp10251
(dp10252
g6
VDownValues[g] := {g[x_] :> x ^ 2, g[x_Integer] :> x}
p10253
sg8
(lp10254
(dp10255
g11
(lp10256
sg13
Nsg15
I10
sass(g1709
g9753
g10190
I10
tp10257
(dp10258
g6
Vg[2]
p10259
sg8
(lp10260
(dp10261
g11
(lp10262
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>4</mn></mstyle></math>
p10263
sg15
I11
sass(g1709
g9753
g10190
I11
tp10264
(dp10265
g6
VDownValues[fib] := {fib[0] -> 0, fib[1] -> 1, fib[n_] :> fib[n - 1] + fib[n - 2]}
p10266
sg8
(lp10267
(dp10268
g11
(lp10269
sg13
Nsg15
I12
sass(g1709
g9753
g10190
I12
tp10270
(dp10271
g6
Vfib[5]
p10272
sg8
(lp10273
(dp10274
g11
(lp10275
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>5</mn></mstyle></math>
p10276
sg15
I13
sass(g1709
g9753
VIncrement
p10277
I0
tp10278
(dp10279
g6
Va = 2;
p10280
sg8
(lp10281
(dp10282
g11
(lp10283
sg13
Nsg15
I1
sass(g1709
g9753
g10277
I1
tp10284
(dp10285
g6
Va++
p10286
sg8
(lp10287
(dp10288
g11
(lp10289
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>2</mn></mstyle></math>
p10290
sg15
I2
sass(g1709
g9753
g10277
I2
tp10291
(dp10292
g6
g544
sg8
(lp10293
(dp10294
g11
(lp10295
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>3</mn></mstyle></math>
p10296
sg15
I3
sass(g1709
g9753
g10277
I3
tp10297
(dp10298
g6
V++++a+++++2//Hold//FullForm
p10299
sg8
(lp10300
(dp10301
g11
(lp10302
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Hold</mi> <mo>[</mo> <mrow><mi>Plus</mi> <mo>[</mo> <mrow><mrow><mi>PreIncrement</mi> <mo>[</mo> <mrow><mi>PreIncrement</mi> <mo>[</mo> <mrow><mi>Increment</mi> <mo>[</mo> <mrow><mi>Increment</mi> <mo>[</mo> <mi>a</mi> <mo>]</mo></mrow> <mo>]</mo></mrow> <mo>]</mo></mrow> <mo>]</mo></mrow> <mtext>,&nbsp;</mtext> <mn>2</mn></mrow> <mo>]</mo></mrow> <mo>]</mo></mrow></mstyle></math>
p10303
sg15
I4
sass(g1709
g9753
VInformation
p10304
I0
tp10305
(dp10306
g6
Va = 2;
p10307
sg8
(lp10308
(dp10309
g11
(lp10310
sg13
Nsg15
I1
sass(g1709
g9753
g10304
I1
tp10311
(dp10312
g6
VInformation[a]
p10313
sg8
(lp10314
(dp10315
g11
(lp10316
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtable columnalign="left">\u000a<mtr><mtd columnalign="left"><mrow><mi>a</mi> <mo>=</mo> <mn>2</mn></mrow></mtd></mtr>\u000a</mtable></mstyle></math>
p10317
sg15
I2
sass(g1709
g9753
g10304
I2
tp10318
(dp10319
g6
Vf[x_] := x ^ 2
p10320
sg8
(lp10321
(dp10322
g11
(lp10323
sg13
Nsg15
I3
sass(g1709
g9753
g10304
I3
tp10324
(dp10325
g6
Vg[f] ^:= 2
p10326
sg8
(lp10327
(dp10328
g11
(lp10329
sg13
Nsg15
I4
sass(g1709
g9753
g10304
I4
tp10330
(dp10331
g6
Vf::usage = "f[x] returns the square of x";
p10332
sg8
(lp10333
(dp10334
g11
(lp10335
sg13
Nsg15
I5
sass(g1709
g9753
g10304
I5
tp10336
(dp10337
g6
VInformation[f]
p10338
sg8
(lp10339
(dp10340
g11
(lp10341
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtable columnalign="left">\u000a<mtr><mtd columnalign="left"><mtext>f[x]&nbsp;returns&nbsp;the&nbsp;square&nbsp;of&nbsp;x</mtext></mtd></mtr>\u000a<mtr><mtd columnalign="left"><mrow><mrow><mi>f</mi> <mo>[</mo> <mtext>x_</mtext> <mo>]</mo></mrow> <mo>=</mo> <msup><mi>x</mi> <mn>2</mn></msup></mrow></mtd></mtr>\u000a<mtr><mtd columnalign="left"><mrow><mrow><mi>g</mi> <mo>[</mo> <mi>f</mi> <mo>]</mo></mrow> <mo>^=</mo> <mn>2</mn></mrow></mtd></mtr>\u000a</mtable></mstyle></math>
p10342
sg15
I6
sass(g1709
g9753
g10304
I6
tp10343
(dp10344
g6
V? Table
p10345
sg8
(lp10346
(dp10347
g11
(lp10348
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtable columnalign="left">\u000a<mtr><mtd columnalign="left"><mtext></mtext><mtext>&nbsp;&nbsp;'Table[expr,&nbsp;{i,&nbsp;n}]'</mtext><mtext>&nbsp;&nbsp;&nbsp;&nbsp;evaluates&nbsp;expr&nbsp;with&nbsp;i&nbsp;ranging&nbsp;from&nbsp;1&nbsp;to&nbsp;n,&nbsp;returning</mtext><mtext>a&nbsp;list&nbsp;of&nbsp;the&nbsp;results.</mtext><mtext>&nbsp;&nbsp;'Table[expr,&nbsp;{i,&nbsp;start,&nbsp;stop,&nbsp;step}]'</mtext><mtext>&nbsp;&nbsp;&nbsp;&nbsp;evaluates&nbsp;expr&nbsp;with&nbsp;i&nbsp;ranging&nbsp;from&nbsp;start&nbsp;to&nbsp;stop,</mtext><mtext>incrementing&nbsp;by&nbsp;step.</mtext><mtext>&nbsp;&nbsp;'Table[expr,&nbsp;{i,&nbsp;{e1,&nbsp;e2,&nbsp;...,&nbsp;ei}}]'</mtext><mtext>&nbsp;&nbsp;&nbsp;&nbsp;evaluates&nbsp;expr&nbsp;with&nbsp;i&nbsp;taking&nbsp;on&nbsp;the&nbsp;values&nbsp;e1,&nbsp;e2,</mtext><mtext>...,&nbsp;ei.</mtext><mtext></mtext></mtd></mtr>\u000a</mtable></mstyle></math>
p10349
sg15
I7
sass(g1709
g9753
g10304
I7
tp10350
(dp10351
g6
VInformation[Table]
p10352
sg8
(lp10353
(dp10354
g11
(lp10355
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtable columnalign="left">\u000a<mtr><mtd columnalign="left"><mtext></mtext><mtext>&nbsp;&nbsp;'Table[expr,&nbsp;{i,&nbsp;n}]'</mtext><mtext>&nbsp;&nbsp;&nbsp;&nbsp;evaluates&nbsp;expr&nbsp;with&nbsp;i&nbsp;ranging&nbsp;from&nbsp;1&nbsp;to&nbsp;n,&nbsp;returning</mtext><mtext>a&nbsp;list&nbsp;of&nbsp;the&nbsp;results.</mtext><mtext>&nbsp;&nbsp;'Table[expr,&nbsp;{i,&nbsp;start,&nbsp;stop,&nbsp;step}]'</mtext><mtext>&nbsp;&nbsp;&nbsp;&nbsp;evaluates&nbsp;expr&nbsp;with&nbsp;i&nbsp;ranging&nbsp;from&nbsp;start&nbsp;to&nbsp;stop,</mtext><mtext>incrementing&nbsp;by&nbsp;step.</mtext><mtext>&nbsp;&nbsp;'Table[expr,&nbsp;{i,&nbsp;{e1,&nbsp;e2,&nbsp;...,&nbsp;ei}}]'</mtext><mtext>&nbsp;&nbsp;&nbsp;&nbsp;evaluates&nbsp;expr&nbsp;with&nbsp;i&nbsp;taking&nbsp;on&nbsp;the&nbsp;values&nbsp;e1,&nbsp;e2,</mtext><mtext>...,&nbsp;ei.</mtext><mtext></mtext></mtd></mtr>\u000a<mtr><mtd columnalign="left"><mrow><mrow><mi>Attributes</mi> <mo>[</mo> <mi>Table</mi> <mo>]</mo></mrow> <mo>=</mo> <mrow><mo>{</mo> <mrow><mi>HoldAll</mi> <mo>,</mo> <mi>Protected</mi></mrow> <mo>}</mo></mrow></mrow></mtd></mtr>\u000a</mtable></mstyle></math>
p10356
sg15
I8
sass(g1709
g9753
VLoadModule
p10357
I0
tp10358
(dp10359
g6
VLoadModule["nomodule"]
p10360
sg8
(lp10361
(dp10362
g11
(lp10363
(dp10364
g149
I01
sg150
VLoadModule
p10365
sg152
Vnotfound
p10366
sg154
VLoadModule::notfound
p10367
sg156
VPython module nomodule does not exist.
p10368
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>$Failed</mi></mstyle></math>
p10369
sg15
I1
sass(g1709
g9753
g10357
I1
tp10370
(dp10371
g6
VLoadModule["sys"]
p10372
sg8
(lp10373
(dp10374
g11
(lp10375
(dp10376
g149
I01
sg150
VLoadModule
p10377
sg152
Vnotmathicslib
p10378
sg154
VLoadModule::notmathicslib
p10379
sg156
VPython module sys is not a pymathics module.
p10380
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>$Failed</mi></mstyle></math>
p10381
sg15
I2
sass(g1709
g9753
VMessages
p10382
I0
tp10383
(dp10384
g6
Va::b = "foo"
p10385
sg8
(lp10386
(dp10387
g11
(lp10388
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>foo</mtext></mstyle></math>
p10389
sg15
I1
sass(g1709
g9753
g10382
I1
tp10390
(dp10391
g6
VMessages[a]
p10392
sg8
(lp10393
(dp10394
g11
(lp10395
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mi>HoldPattern</mi> <mo>[</mo> <mrow><mi>a</mi> <mo>::</mo> <mtext>b</mtext></mrow> <mo>]</mo></mrow> <mo>:&gt;</mo> <mtext>foo</mtext></mrow> <mo>}</mo></mrow></mstyle></math>
p10396
sg15
I2
sass(g1709
g9753
g10382
I2
tp10397
(dp10398
g6
VMessages[a] = {a::c :> "bar"};
p10399
sg8
(lp10400
(dp10401
g11
(lp10402
sg13
Nsg15
I3
sass(g1709
g9753
g10382
I3
tp10403
(dp10404
g6
Va::c // InputForm
p10405
sg8
(lp10406
(dp10407
g11
(lp10408
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><ms>bar</ms></mstyle></math>
p10409
sg15
I4
sass(g1709
g9753
g10382
I4
tp10410
(dp10411
g6
VMessage[a::c]
p10412
sg8
(lp10413
(dp10414
g11
(lp10415
(dp10416
g149
I01
sg150
g544
sg152
g3387
sg154
Va::c
p10417
sg156
Vbar
p10418
sasg13
Nsg15
I5
sass(g1709
g9753
VNValues
p10419
I0
tp10420
(dp10421
g6
VNValues[a]
p10422
sg8
(lp10423
(dp10424
g11
(lp10425
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mo>}</mo></mrow></mstyle></math>
p10426
sg15
I1
sass(g1709
g9753
g10419
I1
tp10427
(dp10428
g6
VN[a] = 3;
p10429
sg8
(lp10430
(dp10431
g11
(lp10432
sg13
Nsg15
I2
sass(g1709
g9753
g10419
I2
tp10433
(dp10434
g6
VNValues[a]
p10435
sg8
(lp10436
(dp10437
g11
(lp10438
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mi>HoldPattern</mi> <mo>[</mo> <mrow><mi>N</mi> <mo>[</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>MachinePrecision</mi></mrow> <mo>]</mo></mrow> <mo>]</mo></mrow> <mo>:&gt;</mo> <mn>3</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p10439
sg15
I3
sass(g1709
g9753
g10419
I3
tp10440
(dp10441
g6
VNValues[b] := {N[b, MachinePrecision] :> 2}
p10442
sg8
(lp10443
(dp10444
g11
(lp10445
sg13
Nsg15
I4
sass(g1709
g9753
g10419
I4
tp10446
(dp10447
g6
VN[b]
p10448
sg8
(lp10449
(dp10450
g11
(lp10451
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>2.</mn></mstyle></math>
p10452
sg15
I5
sass(g1709
g9753
g10419
I5
tp10453
(dp10454
g6
VNValues[c] := {N[c] :> 3}
p10455
sg8
(lp10456
(dp10457
g11
(lp10458
sg13
Nsg15
I6
sass(g1709
g9753
g10419
I6
tp10459
(dp10460
g6
VN[c]
p10461
sg8
(lp10462
(dp10463
g11
(lp10464
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>c</mi></mstyle></math>
p10465
sg15
I7
sass(g1709
g9753
g10419
I7
tp10466
(dp10467
g6
VNValues[d] = {foo -> bar};
p10468
sg8
(lp10469
(dp10470
g11
(lp10471
sg13
Nsg15
I8
sass(g1709
g9753
g10419
I8
tp10472
(dp10473
g6
VNValues[d]
p10474
sg8
(lp10475
(dp10476
g11
(lp10477
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mi>HoldPattern</mi> <mo>[</mo> <mi>foo</mi> <mo>]</mo></mrow> <mo>:&gt;</mo> <mi>bar</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p10478
sg15
I9
sass(g1709
g9753
g10419
I9
tp10479
(dp10480
g6
VN[d]
p10481
sg8
(lp10482
(dp10483
g11
(lp10484
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>d</mi></mstyle></math>
p10485
sg15
I10
sass(g1709
g9753
VOwnValues
p10486
I0
tp10487
(dp10488
g6
Vx = 3;
p10489
sg8
(lp10490
(dp10491
g11
(lp10492
sg13
Nsg15
I1
sass(g1709
g9753
g10486
I1
tp10493
(dp10494
g6
Vx = 2;
p10495
sg8
(lp10496
(dp10497
g11
(lp10498
sg13
Nsg15
I2
sass(g1709
g9753
g10486
I2
tp10499
(dp10500
g6
VOwnValues[x]
p10501
sg8
(lp10502
(dp10503
g11
(lp10504
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mi>HoldPattern</mi> <mo>[</mo> <mi>x</mi> <mo>]</mo></mrow> <mo>:&gt;</mo> <mn>2</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p10505
sg15
I3
sass(g1709
g9753
g10486
I3
tp10506
(dp10507
g6
Vx := y
p10508
sg8
(lp10509
(dp10510
g11
(lp10511
sg13
Nsg15
I4
sass(g1709
g9753
g10486
I4
tp10512
(dp10513
g6
VOwnValues[x]
p10514
sg8
(lp10515
(dp10516
g11
(lp10517
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mi>HoldPattern</mi> <mo>[</mo> <mi>x</mi> <mo>]</mo></mrow> <mo>:&gt;</mo> <mi>y</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p10518
sg15
I5
sass(g1709
g9753
g10486
I5
tp10519
(dp10520
g6
Vy = 5;
p10521
sg8
(lp10522
(dp10523
g11
(lp10524
sg13
Nsg15
I6
sass(g1709
g9753
g10486
I6
tp10525
(dp10526
g6
VOwnValues[x]
p10527
sg8
(lp10528
(dp10529
g11
(lp10530
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mi>HoldPattern</mi> <mo>[</mo> <mi>x</mi> <mo>]</mo></mrow> <mo>:&gt;</mo> <mi>y</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p10531
sg15
I7
sass(g1709
g9753
g10486
I7
tp10532
(dp10533
g6
VHold[x] /. OwnValues[x]
p10534
sg8
(lp10535
(dp10536
g11
(lp10537
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Hold</mi> <mo>[</mo> <mi>y</mi> <mo>]</mo></mrow></mstyle></math>
p10538
sg15
I8
sass(g1709
g9753
g10486
I8
tp10539
(dp10540
g6
VHold[x] /. OwnValues[x] // ReleaseHold
p10541
sg8
(lp10542
(dp10543
g11
(lp10544
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>5</mn></mstyle></math>
p10545
sg15
I9
sass(g1709
g9753
VPreDecrement
p10546
I0
tp10547
(dp10548
g6
Va = 2;
p10549
sg8
(lp10550
(dp10551
g11
(lp10552
sg13
Nsg15
I1
sass(g1709
g9753
g10546
I1
tp10553
(dp10554
g6
V--a
p10555
sg8
(lp10556
(dp10557
g11
(lp10558
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>1</mn></mstyle></math>
p10559
sg15
I2
sass(g1709
g9753
g10546
I2
tp10560
(dp10561
g6
g544
sg8
(lp10562
(dp10563
g11
(lp10564
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>1</mn></mstyle></math>
p10565
sg15
I3
sass(g1709
g9753
VPreIncrement
p10566
I0
tp10567
(dp10568
g6
Va = 2;
p10569
sg8
(lp10570
(dp10571
g11
(lp10572
sg13
Nsg15
I1
sass(g1709
g9753
g10566
I1
tp10573
(dp10574
g6
V++a
p10575
sg8
(lp10576
(dp10577
g11
(lp10578
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>3</mn></mstyle></math>
p10579
sg15
I2
sass(g1709
g9753
g10566
I2
tp10580
(dp10581
g6
g544
sg8
(lp10582
(dp10583
g11
(lp10584
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>3</mn></mstyle></math>
p10585
sg15
I3
sass(g1709
g9753
VSet
p10586
I0
tp10587
(dp10588
g6
Va = 3
p10589
sg8
(lp10590
(dp10591
g11
(lp10592
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>3</mn></mstyle></math>
p10593
sg15
I1
sass(g1709
g9753
g10586
I1
tp10594
(dp10595
g6
g544
sg8
(lp10596
(dp10597
g11
(lp10598
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>3</mn></mstyle></math>
p10599
sg15
I2
sass(g1709
g9753
g10586
I2
tp10600
(dp10601
g6
VOwnValues[a]
p10602
sg8
(lp10603
(dp10604
g11
(lp10605
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mi>HoldPattern</mi> <mo>[</mo> <mi>a</mi> <mo>]</mo></mrow> <mo>:&gt;</mo> <mn>3</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p10606
sg15
I3
sass(g1709
g9753
g10586
I3
tp10607
(dp10608
g6
V{a, b, c} = {10, 2, 3}
p10609
sg8
(lp10610
(dp10611
g11
(lp10612
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>10</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>3</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p10613
sg15
I4
sass(g1709
g9753
g10586
I4
tp10614
(dp10615
g6
V{a, b, {c, {d}}} = {1, 2, {{c1, c2}, {a}}}
p10616
sg8
(lp10617
(dp10618
g11
(lp10619
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mi>c1</mi> <mo>,</mo> <mi>c2</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mn>10</mn> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p10620
sg15
I5
sass(g1709
g9753
g10586
I5
tp10621
(dp10622
g6
Vd
p10623
sg8
(lp10624
(dp10625
g11
(lp10626
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>10</mn></mstyle></math>
p10627
sg15
I6
sass(g1709
g9753
g10586
I6
tp10628
(dp10629
g6
g544
sg8
(lp10630
(dp10631
g11
(lp10632
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>1</mn></mstyle></math>
p10633
sg15
I7
sass(g1709
g9753
g10586
I7
tp10634
(dp10635
g6
Vx = a
p10636
sg8
(lp10637
(dp10638
g11
(lp10639
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>1</mn></mstyle></math>
p10640
sg15
I8
sass(g1709
g9753
g10586
I8
tp10641
(dp10642
g6
Va = 2
p10643
sg8
(lp10644
(dp10645
g11
(lp10646
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>2</mn></mstyle></math>
p10647
sg15
I9
sass(g1709
g9753
g10586
I9
tp10648
(dp10649
g6
g195
sg8
(lp10650
(dp10651
g11
(lp10652
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>1</mn></mstyle></math>
p10653
sg15
I10
sass(g1709
g9753
g10586
I10
tp10654
(dp10655
g6
Va = b = c = 2;
p10656
sg8
(lp10657
(dp10658
g11
(lp10659
sg13
Nsg15
I11
sass(g1709
g9753
g10586
I11
tp10660
(dp10661
g6
Va == b == c == 2
p10662
sg8
(lp10663
(dp10664
g11
(lp10665
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p10666
sg15
I12
sass(g1709
g9753
g10586
I12
tp10667
(dp10668
g6
VA = {{1, 2}, {3, 4}};
p10669
sg8
(lp10670
(dp10671
g11
(lp10672
sg13
Nsg15
I13
sass(g1709
g9753
g10586
I13
tp10673
(dp10674
g6
VA[[1, 2]] = 5
p10675
sg8
(lp10676
(dp10677
g11
(lp10678
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>5</mn></mstyle></math>
p10679
sg15
I14
sass(g1709
g9753
g10586
I14
tp10680
(dp10681
g6
g9538
sg8
(lp10682
(dp10683
g11
(lp10684
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>5</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>3</mn> <mo>,</mo> <mn>4</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p10685
sg15
I15
sass(g1709
g9753
g10586
I15
tp10686
(dp10687
g6
VA[[;;, 2]] = {6, 7}
p10688
sg8
(lp10689
(dp10690
g11
(lp10691
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>6</mn> <mo>,</mo> <mn>7</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p10692
sg15
I16
sass(g1709
g9753
g10586
I16
tp10693
(dp10694
g6
g9538
sg8
(lp10695
(dp10696
g11
(lp10697
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>6</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>3</mn> <mo>,</mo> <mn>7</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p10698
sg15
I17
sass(g1709
g9753
g10586
I17
tp10699
(dp10700
g6
VB = {{1, 2, 3}, {4, 5, 6}, {7, 8, 9}};
p10701
sg8
(lp10702
(dp10703
g11
(lp10704
sg13
Nsg15
I18
sass(g1709
g9753
g10586
I18
tp10705
(dp10706
g6
VB[[1;;2, 2;;-1]] = {{t, u}, {y, z}};
p10707
sg8
(lp10708
(dp10709
g11
(lp10710
sg13
Nsg15
I19
sass(g1709
g9753
g10586
I19
tp10711
(dp10712
g6
VB
p10713
sg8
(lp10714
(dp10715
g11
(lp10716
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mi>t</mi> <mo>,</mo> <mi>u</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>4</mn> <mo>,</mo> <mi>y</mi> <mo>,</mo> <mi>z</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>7</mn> <mo>,</mo> <mn>8</mn> <mo>,</mo> <mn>9</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p10717
sg15
I20
sass(g1709
g9753
VSetDelayed
p10718
I0
tp10719
(dp10720
g6
VAttributes[SetDelayed]
p10721
sg8
(lp10722
(dp10723
g11
(lp10724
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>HoldAll</mi> <mo>,</mo> <mi>Protected</mi> <mo>,</mo> <mi>SequenceHold</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p10725
sg15
I1
sass(g1709
g9753
g10718
I1
tp10726
(dp10727
g6
Va = 1
p10728
sg8
(lp10729
(dp10730
g11
(lp10731
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>1</mn></mstyle></math>
p10732
sg15
I2
sass(g1709
g9753
g10718
I2
tp10733
(dp10734
g6
Vx := a
p10735
sg8
(lp10736
(dp10737
g11
(lp10738
sg13
Nsg15
I3
sass(g1709
g9753
g10718
I3
tp10739
(dp10740
g6
g195
sg8
(lp10741
(dp10742
g11
(lp10743
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>1</mn></mstyle></math>
p10744
sg15
I4
sass(g1709
g9753
g10718
I4
tp10745
(dp10746
g6
Va = 2
p10747
sg8
(lp10748
(dp10749
g11
(lp10750
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>2</mn></mstyle></math>
p10751
sg15
I5
sass(g1709
g9753
g10718
I5
tp10752
(dp10753
g6
g195
sg8
(lp10754
(dp10755
g11
(lp10756
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>2</mn></mstyle></math>
p10757
sg15
I6
sass(g1709
g9753
g10718
I6
tp10758
(dp10759
g6
Vf[x_] := p[x] /; x>0
p10760
sg8
(lp10761
(dp10762
g11
(lp10763
sg13
Nsg15
I7
sass(g1709
g9753
g10718
I7
tp10764
(dp10765
g6
Vf[3]
p10766
sg8
(lp10767
(dp10768
g11
(lp10769
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>p</mi> <mo>[</mo> <mn>3</mn> <mo>]</mo></mrow></mstyle></math>
p10770
sg15
I8
sass(g1709
g9753
g10718
I8
tp10771
(dp10772
g6
Vf[-3]
p10773
sg8
(lp10774
(dp10775
g11
(lp10776
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>f</mi> <mo>[</mo> <mtext>-3</mtext> <mo>]</mo></mrow></mstyle></math>
p10777
sg15
I9
sass(g1709
g9753
VSubValues
p10778
I0
tp10779
(dp10780
g6
Vf[1][x_] := x
p10781
sg8
(lp10782
(dp10783
g11
(lp10784
sg13
Nsg15
I1
sass(g1709
g9753
g10778
I1
tp10785
(dp10786
g6
Vf[2][x_] := x ^ 2
p10787
sg8
(lp10788
(dp10789
g11
(lp10790
sg13
Nsg15
I2
sass(g1709
g9753
g10778
I2
tp10791
(dp10792
g6
VSubValues[f]
p10793
sg8
(lp10794
(dp10795
g11
(lp10796
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mrow><mi>HoldPattern</mi> <mo>[</mo> <mrow><mrow><mi>f</mi> <mo>[</mo> <mn>2</mn> <mo>]</mo></mrow> <mo>[</mo> <mtext>x_</mtext> <mo>]</mo></mrow> <mo>]</mo></mrow> <mo>:&gt;</mo> <msup><mi>x</mi> <mn>2</mn></msup></mrow> <mo>,</mo> <mrow><mrow><mi>HoldPattern</mi> <mo>[</mo> <mrow><mrow><mi>f</mi> <mo>[</mo> <mn>1</mn> <mo>]</mo></mrow> <mo>[</mo> <mtext>x_</mtext> <mo>]</mo></mrow> <mo>]</mo></mrow> <mo>:&gt;</mo> <mi>x</mi></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p10797
sg15
I3
sass(g1709
g9753
g10778
I3
tp10798
(dp10799
g6
VDefinition[f]
p10800
sg8
(lp10801
(dp10802
g11
(lp10803
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtable columnalign="left">\u000a<mtr><mtd columnalign="left"><mrow><mrow><mrow><mi>f</mi> <mo>[</mo> <mn>2</mn> <mo>]</mo></mrow> <mo>[</mo> <mtext>x_</mtext> <mo>]</mo></mrow> <mo>=</mo> <msup><mi>x</mi> <mn>2</mn></msup></mrow></mtd></mtr>\u000a<mtr><mtd columnalign="left"><mrow><mrow><mrow><mi>f</mi> <mo>[</mo> <mn>1</mn> <mo>]</mo></mrow> <mo>[</mo> <mtext>x_</mtext> <mo>]</mo></mrow> <mo>=</mo> <mi>x</mi></mrow></mtd></mtr>\u000a</mtable></mstyle></math>
p10804
sg15
I4
sass(g1709
g9753
VSubtractFrom
p10805
I0
tp10806
(dp10807
g6
Va = 10;
p10808
sg8
(lp10809
(dp10810
g11
(lp10811
sg13
Nsg15
I1
sass(g1709
g9753
g10805
I1
tp10812
(dp10813
g6
Va -= 2
p10814
sg8
(lp10815
(dp10816
g11
(lp10817
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>8</mn></mstyle></math>
p10818
sg15
I2
sass(g1709
g9753
g10805
I2
tp10819
(dp10820
g6
g544
sg8
(lp10821
(dp10822
g11
(lp10823
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>8</mn></mstyle></math>
p10824
sg15
I3
sass(g1709
g9753
VTagSet
p10825
I0
tp10826
(dp10827
g6
Vx /: f[x] = 2
p10828
sg8
(lp10829
(dp10830
g11
(lp10831
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>2</mn></mstyle></math>
p10832
sg15
I1
sass(g1709
g9753
g10825
I1
tp10833
(dp10834
g6
Vf[x]
p10835
sg8
(lp10836
(dp10837
g11
(lp10838
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>2</mn></mstyle></math>
p10839
sg15
I2
sass(g1709
g9753
g10825
I2
tp10840
(dp10841
g6
VDownValues[f]
p10842
sg8
(lp10843
(dp10844
g11
(lp10845
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mo>}</mo></mrow></mstyle></math>
p10846
sg15
I3
sass(g1709
g9753
g10825
I3
tp10847
(dp10848
g6
VUpValues[x]
p10849
sg8
(lp10850
(dp10851
g11
(lp10852
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mi>HoldPattern</mi> <mo>[</mo> <mrow><mi>f</mi> <mo>[</mo> <mi>x</mi> <mo>]</mo></mrow> <mo>]</mo></mrow> <mo>:&gt;</mo> <mn>2</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p10853
sg15
I4
sass(g1709
g9753
g10825
I4
tp10854
(dp10855
g6
Vx /: f[g[x]] = 3;
p10856
sg8
(lp10857
(dp10858
g11
(lp10859
(dp10860
g149
I01
sg150
VTagSet
p10861
sg152
g3154
sg154
VTagSet::tagnfd
p10862
sg156
VTag x not found or too deep for an assigned rule.
p10863
sasg13
Nsg15
I5
sass(g1709
g9753
g10825
I5
tp10864
(dp10865
g6
Vg /: f[g[x]] = 3;
p10866
sg8
(lp10867
(dp10868
g11
(lp10869
sg13
Nsg15
I6
sass(g1709
g9753
g10825
I6
tp10870
(dp10871
g6
Vf[g[x]]
p10872
sg8
(lp10873
(dp10874
g11
(lp10875
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>3</mn></mstyle></math>
p10876
sg15
I7
sass(g1709
g9753
VTimesBy
p10877
I0
tp10878
(dp10879
g6
Va = 10;
p10880
sg8
(lp10881
(dp10882
g11
(lp10883
sg13
Nsg15
I1
sass(g1709
g9753
g10877
I1
tp10884
(dp10885
g6
Va *= 2
p10886
sg8
(lp10887
(dp10888
g11
(lp10889
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>20</mn></mstyle></math>
p10890
sg15
I2
sass(g1709
g9753
g10877
I2
tp10891
(dp10892
g6
g544
sg8
(lp10893
(dp10894
g11
(lp10895
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>20</mn></mstyle></math>
p10896
sg15
I3
sass(g1709
g9753
VUnset
p10897
I0
tp10898
(dp10899
g6
Va = 2
p10900
sg8
(lp10901
(dp10902
g11
(lp10903
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>2</mn></mstyle></math>
p10904
sg15
I1
sass(g1709
g9753
g10897
I1
tp10905
(dp10906
g6
Va =.
p10907
sg8
(lp10908
(dp10909
g11
(lp10910
sg13
Nsg15
I2
sass(g1709
g9753
g10897
I2
tp10911
(dp10912
g6
g544
sg8
(lp10913
(dp10914
g11
(lp10915
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>a</mi></mstyle></math>
p10916
sg15
I3
sass(g1709
g9753
g10897
I3
tp10917
(dp10918
g6
Va =.
p10919
sg8
(lp10920
(dp10921
g11
(lp10922
sg13
Nsg15
I4
sass(g1709
g9753
g10897
I4
tp10923
(dp10924
g6
Vb =.
p10925
sg8
(lp10926
(dp10927
g11
(lp10928
sg13
Nsg15
I5
sass(g1709
g9753
g10897
I5
tp10929
(dp10930
g6
Vf[x_] =.
p10931
sg8
(lp10932
(dp10933
g11
(lp10934
(dp10935
g149
I01
sg150
VUnset
p10936
sg152
Vnorep
p10937
sg154
VUnset::norep
p10938
sg156
VAssignment on f for f[x_] not found.
p10939
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>$Failed</mi></mstyle></math>
p10940
sg15
I6
sass(g1709
g9753
g10897
I6
tp10941
(dp10942
g6
Vf[x_] := x ^ 2
p10943
sg8
(lp10944
(dp10945
g11
(lp10946
sg13
Nsg15
I7
sass(g1709
g9753
g10897
I7
tp10947
(dp10948
g6
Vf[3]
p10949
sg8
(lp10950
(dp10951
g11
(lp10952
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>9</mn></mstyle></math>
p10953
sg15
I8
sass(g1709
g9753
g10897
I8
tp10954
(dp10955
g6
Vf[x_] =.
p10956
sg8
(lp10957
(dp10958
g11
(lp10959
sg13
Nsg15
I9
sass(g1709
g9753
g10897
I9
tp10960
(dp10961
g6
Vf[3]
p10962
sg8
(lp10963
(dp10964
g11
(lp10965
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>f</mi> <mo>[</mo> <mn>3</mn> <mo>]</mo></mrow></mstyle></math>
p10966
sg15
I10
sass(g1709
g9753
g10897
I10
tp10967
(dp10968
g6
Vf[x_] = x; f[0] = 1;
p10969
sg8
(lp10970
(dp10971
g11
(lp10972
sg13
Nsg15
I11
sass(g1709
g9753
g10897
I11
tp10973
(dp10974
g6
VDownValues[f] =.
p10975
sg8
(lp10976
(dp10977
g11
(lp10978
sg13
Nsg15
I12
sass(g1709
g9753
g10897
I12
tp10979
(dp10980
g6
Vf[2]
p10981
sg8
(lp10982
(dp10983
g11
(lp10984
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>f</mi> <mo>[</mo> <mn>2</mn> <mo>]</mo></mrow></mstyle></math>
p10985
sg15
I13
sass(g1709
g9753
g10897
I13
tp10986
(dp10987
g6
Va = b = 3;
p10988
sg8
(lp10989
(dp10990
g11
(lp10991
sg13
Nsg15
I14
sass(g1709
g9753
g10897
I14
tp10992
(dp10993
g6
V{a, {b}} =.
p10994
sg8
(lp10995
(dp10996
g11
(lp10997
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>Null</mi> <mo>,</mo> <mrow><mo>{</mo> <mi>Null</mi> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p10998
sg15
I15
sass(g1709
g9753
VUpSet
p10999
I0
tp11000
(dp11001
g6
Va[b] ^= 3;
p11002
sg8
(lp11003
(dp11004
g11
(lp11005
sg13
Nsg15
I1
sass(g1709
g9753
g10999
I1
tp11006
(dp11007
g6
VDownValues[a]
p11008
sg8
(lp11009
(dp11010
g11
(lp11011
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mo>}</mo></mrow></mstyle></math>
p11012
sg15
I2
sass(g1709
g9753
g10999
I2
tp11013
(dp11014
g6
VUpValues[b]
p11015
sg8
(lp11016
(dp11017
g11
(lp11018
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mi>HoldPattern</mi> <mo>[</mo> <mrow><mi>a</mi> <mo>[</mo> <mi>b</mi> <mo>]</mo></mrow> <mo>]</mo></mrow> <mo>:&gt;</mo> <mn>3</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p11019
sg15
I3
sass(g1709
g9753
g10999
I3
tp11020
(dp11021
g6
Va ^= 3
p11022
sg8
(lp11023
(dp11024
g11
(lp11025
(dp11026
g149
I01
sg150
VUpSet
p11027
sg152
Vnormal
p11028
sg154
VUpSet::normal
p11029
sg156
VNonatomic expression expected.
p11030
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>3</mn></mstyle></math>
p11031
sg15
I4
sass(g1709
g9753
g10999
I4
tp11032
(dp11033
g6
VFormat[r] ^= "custom";
p11034
sg8
(lp11035
(dp11036
g11
(lp11037
sg13
Nsg15
I5
sass(g1709
g9753
g10999
I5
tp11038
(dp11039
g6
Vr
p11040
sg8
(lp11041
(dp11042
g11
(lp11043
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>custom</mtext></mstyle></math>
p11044
sg15
I6
sass(g1709
g9753
g10999
I6
tp11045
(dp11046
g6
VUpValues[r]
p11047
sg8
(lp11048
(dp11049
g11
(lp11050
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mo>}</mo></mrow></mstyle></math>
p11051
sg15
I7
sass(g1709
g9753
VUpSetDelayed
p11052
I0
tp11053
(dp11054
g6
Va[b] ^:= x
p11055
sg8
(lp11056
(dp11057
g11
(lp11058
sg13
Nsg15
I1
sass(g1709
g9753
g11052
I1
tp11059
(dp11060
g6
Vx = 2;
p11061
sg8
(lp11062
(dp11063
g11
(lp11064
sg13
Nsg15
I2
sass(g1709
g9753
g11052
I2
tp11065
(dp11066
g6
Va[b]
p11067
sg8
(lp11068
(dp11069
g11
(lp11070
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>2</mn></mstyle></math>
p11071
sg15
I3
sass(g1709
g9753
g11052
I3
tp11072
(dp11073
g6
VUpValues[b]
p11074
sg8
(lp11075
(dp11076
g11
(lp11077
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mi>HoldPattern</mi> <mo>[</mo> <mrow><mi>a</mi> <mo>[</mo> <mi>b</mi> <mo>]</mo></mrow> <mo>]</mo></mrow> <mo>:&gt;</mo> <mi>x</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p11078
sg15
I4
sass(g1709
g9753
VUpValues
p11079
I0
tp11080
(dp11081
g6
Va + b ^= 2
p11082
sg8
(lp11083
(dp11084
g11
(lp11085
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>2</mn></mstyle></math>
p11086
sg15
I1
sass(g1709
g9753
g11079
I1
tp11087
(dp11088
g6
VUpValues[a]
p11089
sg8
(lp11090
(dp11091
g11
(lp11092
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mi>HoldPattern</mi> <mo>[</mo> <mrow><mi>a</mi> <mo>+</mo> <mi>b</mi></mrow> <mo>]</mo></mrow> <mo>:&gt;</mo> <mn>2</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p11093
sg15
I2
sass(g1709
g9753
g11079
I2
tp11094
(dp11095
g6
VUpValues[b]
p11096
sg8
(lp11097
(dp11098
g11
(lp11099
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mi>HoldPattern</mi> <mo>[</mo> <mrow><mi>a</mi> <mo>+</mo> <mi>b</mi></mrow> <mo>]</mo></mrow> <mo>:&gt;</mo> <mn>2</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p11100
sg15
I3
sass(g1709
g9753
g11079
I3
tp11101
(dp11102
g6
VUpValues[pi] := {Sin[pi] :> 0}
p11103
sg8
(lp11104
(dp11105
g11
(lp11106
sg13
Nsg15
I4
sass(g1709
g9753
g11079
I4
tp11107
(dp11108
g6
VSin[pi]
p11109
sg8
(lp11110
(dp11111
g11
(lp11112
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0</mn></mstyle></math>
p11113
sg15
I5
sass(g1709
VTensors
p11114
VArrayDepth
p11115
I0
tp11116
(dp11117
g6
VArrayDepth[{{a,b},{c,d}}]
p11118
sg8
(lp11119
(dp11120
g11
(lp11121
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>2</mn></mstyle></math>
p11122
sg15
I1
sass(g1709
g11114
g11115
I1
tp11123
(dp11124
g6
VArrayDepth[x]
p11125
sg8
(lp11126
(dp11127
g11
(lp11128
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0</mn></mstyle></math>
p11129
sg15
I2
sass(g1709
g11114
VArrayQ
p11130
I0
tp11131
(dp11132
g6
VArrayQ[a]
p11133
sg8
(lp11134
(dp11135
g11
(lp11136
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p11137
sg15
I1
sass(g1709
g11114
g11130
I1
tp11138
(dp11139
g6
VArrayQ[{a}]
p11140
sg8
(lp11141
(dp11142
g11
(lp11143
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p11144
sg15
I2
sass(g1709
g11114
g11130
I2
tp11145
(dp11146
g6
VArrayQ[{{{a}},{{b,c}}}]
p11147
sg8
(lp11148
(dp11149
g11
(lp11150
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p11151
sg15
I3
sass(g1709
g11114
g11130
I3
tp11152
(dp11153
g6
VArrayQ[{{a, b}, {c, d}}, 2, SymbolQ]
p11154
sg8
(lp11155
(dp11156
g11
(lp11157
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p11158
sg15
I4
sass(g1709
g11114
VDiagonalMatrix
p11159
I0
tp11160
(dp11161
g6
VDiagonalMatrix[{1, 2, 3}]
p11162
sg8
(lp11163
(dp11164
g11
(lp11165
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>3</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p11166
sg15
I1
sass(g1709
g11114
g11159
I1
tp11167
(dp11168
g6
VMatrixForm[%]
p11169
sg8
(lp11170
(dp11171
g11
(lp11172
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>(</mo> <mtable columnalign="center">\u000a<mtr><mtd columnalign="center"><mn>1</mn></mtd><mtd columnalign="center"><mn>0</mn></mtd><mtd columnalign="center"><mn>0</mn></mtd></mtr>\u000a<mtr><mtd columnalign="center"><mn>0</mn></mtd><mtd columnalign="center"><mn>2</mn></mtd><mtd columnalign="center"><mn>0</mn></mtd></mtr>\u000a<mtr><mtd columnalign="center"><mn>0</mn></mtd><mtd columnalign="center"><mn>0</mn></mtd><mtd columnalign="center"><mn>3</mn></mtd></mtr>\u000a</mtable> <mo>)</mo></mrow></mstyle></math>
p11173
sg15
I2
sass(g1709
g11114
VDimensions
p11174
I0
tp11175
(dp11176
g6
VDimensions[{a, b, c}]
p11177
sg8
(lp11178
(dp11179
g11
(lp11180
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mn>3</mn> <mo>}</mo></mrow></mstyle></math>
p11181
sg15
I1
sass(g1709
g11114
g11174
I1
tp11182
(dp11183
g6
VDimensions[{{a, b}, {c, d}, {e, f}}]
p11184
sg8
(lp11185
(dp11186
g11
(lp11187
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>3</mn> <mo>,</mo> <mn>2</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p11188
sg15
I2
sass(g1709
g11114
g11174
I2
tp11189
(dp11190
g6
VDimensions[{{a, b}, {b, c}, {c, d, e}}]
p11191
sg8
(lp11192
(dp11193
g11
(lp11194
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mn>3</mn> <mo>}</mo></mrow></mstyle></math>
p11195
sg15
I3
sass(g1709
g11114
g11174
I3
tp11196
(dp11197
g6
VDimensions[f[f[a, b, c]]]
p11198
sg8
(lp11199
(dp11200
g11
(lp11201
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>3</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p11202
sg15
I4
sass(g1709
g11114
VDot
p11203
I0
tp11204
(dp11205
g6
V{a, b, c} . {x, y, z}
p11206
sg8
(lp11207
(dp11208
g11
(lp11209
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mrow><mi>a</mi> <mo>&nbsp;</mo> <mi>x</mi></mrow> <mo>+</mo> <mrow><mi>b</mi> <mo>&nbsp;</mo> <mi>y</mi></mrow> <mo>+</mo> <mrow><mi>c</mi> <mo>&nbsp;</mo> <mi>z</mi></mrow></mrow></mstyle></math>
p11210
sg15
I1
sass(g1709
g11114
g11203
I1
tp11211
(dp11212
g6
V{{a, b}, {c, d}} . {x, y}
p11213
sg8
(lp11214
(dp11215
g11
(lp11216
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mrow><mi>a</mi> <mo>&nbsp;</mo> <mi>x</mi></mrow> <mo>+</mo> <mrow><mi>b</mi> <mo>&nbsp;</mo> <mi>y</mi></mrow></mrow> <mo>,</mo> <mrow><mrow><mi>c</mi> <mo>&nbsp;</mo> <mi>x</mi></mrow> <mo>+</mo> <mrow><mi>d</mi> <mo>&nbsp;</mo> <mi>y</mi></mrow></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p11217
sg15
I2
sass(g1709
g11114
g11203
I2
tp11218
(dp11219
g6
V{{a, b}, {c, d}} . {{r, s}, {t, u}}
p11220
sg8
(lp11221
(dp11222
g11
(lp11223
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mrow><mrow><mi>a</mi> <mo>&nbsp;</mo> <mi>r</mi></mrow> <mo>+</mo> <mrow><mi>b</mi> <mo>&nbsp;</mo> <mi>t</mi></mrow></mrow> <mo>,</mo> <mrow><mrow><mi>a</mi> <mo>&nbsp;</mo> <mi>s</mi></mrow> <mo>+</mo> <mrow><mi>b</mi> <mo>&nbsp;</mo> <mi>u</mi></mrow></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mrow><mrow><mi>c</mi> <mo>&nbsp;</mo> <mi>r</mi></mrow> <mo>+</mo> <mrow><mi>d</mi> <mo>&nbsp;</mo> <mi>t</mi></mrow></mrow> <mo>,</mo> <mrow><mrow><mi>c</mi> <mo>&nbsp;</mo> <mi>s</mi></mrow> <mo>+</mo> <mrow><mi>d</mi> <mo>&nbsp;</mo> <mi>u</mi></mrow></mrow></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p11224
sg15
I3
sass(g1709
g11114
g11203
I3
tp11225
(dp11226
g6
Va . b
p11227
sg8
(lp11228
(dp11229
g11
(lp11230
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>a</mi> <mn>.</mn> <mi>b</mi></mrow></mstyle></math>
p11231
sg15
I4
sass(g1709
g11114
VIdentityMatrix
p11232
I0
tp11233
(dp11234
g6
VIdentityMatrix[3]
p11235
sg8
(lp11236
(dp11237
g11
(lp11238
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p11239
sg15
I1
sass(g1709
g11114
VInner
p11240
I0
tp11241
(dp11242
g6
VInner[f, {a, b}, {x, y}, g]
p11243
sg8
(lp11244
(dp11245
g11
(lp11246
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>g</mi> <mo>[</mo> <mrow><mrow><mi>f</mi> <mo>[</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>x</mi></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mrow><mi>b</mi> <mo>,</mo> <mi>y</mi></mrow> <mo>]</mo></mrow></mrow> <mo>]</mo></mrow></mstyle></math>
p11247
sg15
I1
sass(g1709
g11114
g11240
I1
tp11248
(dp11249
g6
VInner[Times, {a, b}, {c, d}, Plus] == {a, b} . {c, d}
p11250
sg8
(lp11251
(dp11252
g11
(lp11253
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p11254
sg15
I2
sass(g1709
g11114
g11240
I2
tp11255
(dp11256
g6
VInner[And, {{False, False}, {False, True}}, {{True, False}, {True, True}}, Or]
p11257
sg8
(lp11258
(dp11259
g11
(lp11260
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mi>False</mi> <mo>,</mo> <mi>False</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>True</mi> <mo>,</mo> <mi>True</mi></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p11261
sg15
I3
sass(g1709
g11114
g11240
I3
tp11262
(dp11263
g6
VInner[f, {{{a, b}}, {{c, d}}}, {{1}, {2}}, g]
p11264
sg8
(lp11265
(dp11266
g11
(lp11267
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mo>{</mo> <mrow><mi>g</mi> <mo>[</mo> <mrow><mrow><mi>f</mi> <mo>[</mo> <mrow><mi>a</mi> <mo>,</mo> <mn>1</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mrow><mi>b</mi> <mo>,</mo> <mn>2</mn></mrow> <mo>]</mo></mrow></mrow> <mo>]</mo></mrow> <mo>}</mo></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mo>{</mo> <mrow><mi>g</mi> <mo>[</mo> <mrow><mrow><mi>f</mi> <mo>[</mo> <mrow><mi>c</mi> <mo>,</mo> <mn>1</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mrow><mi>d</mi> <mo>,</mo> <mn>2</mn></mrow> <mo>]</mo></mrow></mrow> <mo>]</mo></mrow> <mo>}</mo></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p11268
sg15
I4
sass(g1709
g11114
VMatrixQ
p11269
I0
tp11270
(dp11271
g6
VMatrixQ[{{1, 3}, {4.0, 3/2}}, NumberQ]
p11272
sg8
(lp11273
(dp11274
g11
(lp11275
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p11276
sg15
I1
sass(g1709
g11114
VOuter
p11277
I0
tp11278
(dp11279
g6
VOuter[f, {a, b}, {1, 2, 3}]
p11280
sg8
(lp11281
(dp11282
g11
(lp11283
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mrow><mi>f</mi> <mo>[</mo> <mrow><mi>a</mi> <mo>,</mo> <mn>1</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mrow><mi>a</mi> <mo>,</mo> <mn>2</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mrow><mi>a</mi> <mo>,</mo> <mn>3</mn></mrow> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mrow><mi>f</mi> <mo>[</mo> <mrow><mi>b</mi> <mo>,</mo> <mn>1</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mrow><mi>b</mi> <mo>,</mo> <mn>2</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mrow><mi>b</mi> <mo>,</mo> <mn>3</mn></mrow> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p11284
sg15
I1
sass(g1709
g11114
g11277
I1
tp11285
(dp11286
g6
VOuter[Times, {{a, b}, {c, d}}, {{1, 2}, {3, 4}}]
p11287
sg8
(lp11288
(dp11289
g11
(lp11290
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mrow><mn>2</mn> <mo>&nbsp;</mo> <mi>a</mi></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mrow><mn>3</mn> <mo>&nbsp;</mo> <mi>a</mi></mrow> <mo>,</mo> <mrow><mn>4</mn> <mo>&nbsp;</mo> <mi>a</mi></mrow></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mi>b</mi> <mo>,</mo> <mrow><mn>2</mn> <mo>&nbsp;</mo> <mi>b</mi></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mrow><mn>3</mn> <mo>&nbsp;</mo> <mi>b</mi></mrow> <mo>,</mo> <mrow><mn>4</mn> <mo>&nbsp;</mo> <mi>b</mi></mrow></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mi>c</mi> <mo>,</mo> <mrow><mn>2</mn> <mo>&nbsp;</mo> <mi>c</mi></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mrow><mn>3</mn> <mo>&nbsp;</mo> <mi>c</mi></mrow> <mo>,</mo> <mrow><mn>4</mn> <mo>&nbsp;</mo> <mi>c</mi></mrow></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mi>d</mi> <mo>,</mo> <mrow><mn>2</mn> <mo>&nbsp;</mo> <mi>d</mi></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mrow><mn>3</mn> <mo>&nbsp;</mo> <mi>d</mi></mrow> <mo>,</mo> <mrow><mn>4</mn> <mo>&nbsp;</mo> <mi>d</mi></mrow></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p11291
sg15
I2
sass(g1709
g11114
g11277
I2
tp11292
(dp11293
g6
VOuter[f, {a, b}, {x, y, z}, {1, 2}]
p11294
sg8
(lp11295
(dp11296
g11
(lp11297
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mrow><mi>f</mi> <mo>[</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>x</mi> <mo>,</mo> <mn>1</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>x</mi> <mo>,</mo> <mn>2</mn></mrow> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mrow><mi>f</mi> <mo>[</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>y</mi> <mo>,</mo> <mn>1</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>y</mi> <mo>,</mo> <mn>2</mn></mrow> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mrow><mi>f</mi> <mo>[</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>z</mi> <mo>,</mo> <mn>1</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>z</mi> <mo>,</mo> <mn>2</mn></mrow> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mrow><mi>f</mi> <mo>[</mo> <mrow><mi>b</mi> <mo>,</mo> <mi>x</mi> <mo>,</mo> <mn>1</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mrow><mi>b</mi> <mo>,</mo> <mi>x</mi> <mo>,</mo> <mn>2</mn></mrow> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mrow><mi>f</mi> <mo>[</mo> <mrow><mi>b</mi> <mo>,</mo> <mi>y</mi> <mo>,</mo> <mn>1</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mrow><mi>b</mi> <mo>,</mo> <mi>y</mi> <mo>,</mo> <mn>2</mn></mrow> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mrow><mi>f</mi> <mo>[</mo> <mrow><mi>b</mi> <mo>,</mo> <mi>z</mi> <mo>,</mo> <mn>1</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mrow><mi>b</mi> <mo>,</mo> <mi>z</mi> <mo>,</mo> <mn>2</mn></mrow> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p11298
sg15
I3
sass(g1709
g11114
g11277
I3
tp11299
(dp11300
g6
VOuter[Times, {{1, 2}}, {{a, b}, {c, d, e}}]
p11301
sg8
(lp11302
(dp11303
g11
(lp11304
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>c</mi> <mo>,</mo> <mi>d</mi> <mo>,</mo> <mi>e</mi></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mrow><mn>2</mn> <mo>&nbsp;</mo> <mi>a</mi></mrow> <mo>,</mo> <mrow><mn>2</mn> <mo>&nbsp;</mo> <mi>b</mi></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mrow><mn>2</mn> <mo>&nbsp;</mo> <mi>c</mi></mrow> <mo>,</mo> <mrow><mn>2</mn> <mo>&nbsp;</mo> <mi>d</mi></mrow> <mo>,</mo> <mrow><mn>2</mn> <mo>&nbsp;</mo> <mi>e</mi></mrow></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow> <mo>}</mo></mrow></mstyle></math>
p11305
sg15
I4
sass(g1709
g11114
g11277
I4
tp11306
(dp11307
g6
VOuter[StringJoin, {"", "re", "un"}, {"cover", "draw", "wind"}, {"", "ing", "s"}] // InputForm
p11308
sg8
(lp11309
(dp11310
g11
(lp11311
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><ms>cover</ms> <mtext>,&nbsp;</mtext> <ms>covering</ms> <mtext>,&nbsp;</mtext> <ms>covers</ms></mrow> <mo>}</mo></mrow> <mtext>,&nbsp;</mtext> <mrow><mo>{</mo> <mrow><ms>draw</ms> <mtext>,&nbsp;</mtext> <ms>drawing</ms> <mtext>,&nbsp;</mtext> <ms>draws</ms></mrow> <mo>}</mo></mrow> <mtext>,&nbsp;</mtext> <mrow><mo>{</mo> <mrow><ms>wind</ms> <mtext>,&nbsp;</mtext> <ms>winding</ms> <mtext>,&nbsp;</mtext> <ms>winds</ms></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow> <mtext>,&nbsp;</mtext> <mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><ms>recover</ms> <mtext>,&nbsp;</mtext> <ms>recovering</ms> <mtext>,&nbsp;</mtext> <ms>recovers</ms></mrow> <mo>}</mo></mrow> <mtext>,&nbsp;</mtext> <mrow><mo>{</mo> <mrow><ms>redraw</ms> <mtext>,&nbsp;</mtext> <ms>redrawing</ms> <mtext>,&nbsp;</mtext> <ms>redraws</ms></mrow> <mo>}</mo></mrow> <mtext>,&nbsp;</mtext> <mrow><mo>{</mo> <mrow><ms>rewind</ms> <mtext>,&nbsp;</mtext> <ms>rewinding</ms> <mtext>,&nbsp;</mtext> <ms>rewinds</ms></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow> <mtext>,&nbsp;</mtext> <mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><ms>uncover</ms> <mtext>,&nbsp;</mtext> <ms>uncovering</ms> <mtext>,&nbsp;</mtext> <ms>uncovers</ms></mrow> <mo>}</mo></mrow> <mtext>,&nbsp;</mtext> <mrow><mo>{</mo> <mrow><ms>undraw</ms> <mtext>,&nbsp;</mtext> <ms>undrawing</ms> <mtext>,&nbsp;</mtext> <ms>undraws</ms></mrow> <mo>}</mo></mrow> <mtext>,&nbsp;</mtext> <mrow><mo>{</mo> <mrow><ms>unwind</ms> <mtext>,&nbsp;</mtext> <ms>unwinding</ms> <mtext>,&nbsp;</mtext> <ms>unwinds</ms></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p11312
sg15
I5
sass(g1709
g11114
g11277
I5
tp11313
(dp11314
g6
Vtrigs = Outer[Composition, {Sin, Cos, Tan}, {ArcSin, ArcCos, ArcTan}]
p11315
sg8
(lp11316
(dp11317
g11
(lp11318
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mrow><mi>Composition</mi> <mo>[</mo> <mrow><mi>Sin</mi> <mo>,</mo> <mi>ArcSin</mi></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>Composition</mi> <mo>[</mo> <mrow><mi>Sin</mi> <mo>,</mo> <mi>ArcCos</mi></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>Composition</mi> <mo>[</mo> <mrow><mi>Sin</mi> <mo>,</mo> <mi>ArcTan</mi></mrow> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mrow><mi>Composition</mi> <mo>[</mo> <mrow><mi>Cos</mi> <mo>,</mo> <mi>ArcSin</mi></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>Composition</mi> <mo>[</mo> <mrow><mi>Cos</mi> <mo>,</mo> <mi>ArcCos</mi></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>Composition</mi> <mo>[</mo> <mrow><mi>Cos</mi> <mo>,</mo> <mi>ArcTan</mi></mrow> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mrow><mi>Composition</mi> <mo>[</mo> <mrow><mi>Tan</mi> <mo>,</mo> <mi>ArcSin</mi></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>Composition</mi> <mo>[</mo> <mrow><mi>Tan</mi> <mo>,</mo> <mi>ArcCos</mi></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>Composition</mi> <mo>[</mo> <mrow><mi>Tan</mi> <mo>,</mo> <mi>ArcTan</mi></mrow> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p11319
sg15
I6
sass(g1709
g11114
g11277
I6
tp11320
(dp11321
g6
VMap[#[0] &, trigs, {2}]
p11322
sg8
(lp11323
(dp11324
g11
(lp11325
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mi>ComplexInfinity</mi> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p11326
sg15
I7
sass(g1709
g11114
VTranspose
p11327
I0
tp11328
(dp11329
g6
VTranspose[{{1, 2, 3}, {4, 5, 6}}]
p11330
sg8
(lp11331
(dp11332
g11
(lp11333
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>4</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>2</mn> <mo>,</mo> <mn>5</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>3</mn> <mo>,</mo> <mn>6</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p11334
sg15
I1
sass(g1709
g11114
g11327
I1
tp11335
(dp11336
g6
VMatrixForm[%]
p11337
sg8
(lp11338
(dp11339
g11
(lp11340
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>(</mo> <mtable columnalign="center">\u000a<mtr><mtd columnalign="center"><mn>1</mn></mtd><mtd columnalign="center"><mn>4</mn></mtd></mtr>\u000a<mtr><mtd columnalign="center"><mn>2</mn></mtd><mtd columnalign="center"><mn>5</mn></mtd></mtr>\u000a<mtr><mtd columnalign="center"><mn>3</mn></mtd><mtd columnalign="center"><mn>6</mn></mtd></mtr>\u000a</mtable> <mo>)</mo></mrow></mstyle></math>
p11341
sg15
I2
sass(g1709
g11114
VVectorQ
p11342
I0
tp11343
(dp11344
g6
VVectorQ[{a, b, c}]
p11345
sg8
(lp11346
(dp11347
g11
(lp11348
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p11349
sg15
I1
sass(g1709
VStructure
p11350
VApply
p11351
I0
tp11352
(dp11353
g6
Vf @@ {1, 2, 3}
p11354
sg8
(lp11355
(dp11356
g11
(lp11357
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>f</mi> <mo>[</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>3</mn></mrow> <mo>]</mo></mrow></mstyle></math>
p11358
sg15
I1
sass(g1709
g11350
g11351
I1
tp11359
(dp11360
g6
VPlus @@ {1, 2, 3}
p11361
sg8
(lp11362
(dp11363
g11
(lp11364
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>6</mn></mstyle></math>
p11365
sg15
I2
sass(g1709
g11350
g11351
I2
tp11366
(dp11367
g6
Vf @@ (a + b + c)
p11368
sg8
(lp11369
(dp11370
g11
(lp11371
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>f</mi> <mo>[</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>c</mi></mrow> <mo>]</mo></mrow></mstyle></math>
p11372
sg15
I3
sass(g1709
g11350
g11351
I3
tp11373
(dp11374
g6
VApply[f, {a + b, g[c, d, e * f], 3}, {1}]
p11375
sg8
(lp11376
(dp11377
g11
(lp11378
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mi>f</mi> <mo>[</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mrow><mi>c</mi> <mo>,</mo> <mi>d</mi> <mo>,</mo> <mrow><mi>e</mi> <mo>&nbsp;</mo> <mi>f</mi></mrow></mrow> <mo>]</mo></mrow> <mo>,</mo> <mn>3</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p11379
sg15
I4
sass(g1709
g11350
g11351
I4
tp11380
(dp11381
g6
VApply[f, {a, b, c}, {0}]
p11382
sg8
(lp11383
(dp11384
g11
(lp11385
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>f</mi> <mo>[</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>c</mi></mrow> <mo>]</mo></mrow></mstyle></math>
p11386
sg15
I5
sass(g1709
g11350
g11351
I5
tp11387
(dp11388
g6
VApply[f, {{{{{a}}}}}, {2, -3}]
p11389
sg8
(lp11390
(dp11391
g11
(lp11392
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mo>{</mo> <mrow><mi>f</mi> <mo>[</mo> <mrow><mi>f</mi> <mo>[</mo> <mrow><mo>{</mo> <mi>a</mi> <mo>}</mo></mrow> <mo>]</mo></mrow> <mo>]</mo></mrow> <mo>}</mo></mrow> <mo>}</mo></mrow></mstyle></math>
p11393
sg15
I6
sass(g1709
g11350
g11351
I6
tp11394
(dp11395
g6
VApply[List, a + b * c ^ e * f[g], {0, Infinity}]
p11396
sg8
(lp11397
(dp11398
g11
(lp11399
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>b</mi> <mo>,</mo> <mrow><mo>{</mo> <mi>g</mi> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>c</mi> <mo>,</mo> <mi>e</mi></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p11400
sg15
I7
sass(g1709
g11350
VApplyLevel
p11401
I0
tp11402
(dp11403
g6
Vf @@@ {{a, b}, {c, d}}
p11404
sg8
(lp11405
(dp11406
g11
(lp11407
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mi>f</mi> <mo>[</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mrow><mi>c</mi> <mo>,</mo> <mi>d</mi></mrow> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p11408
sg15
I1
sass(g1709
g11350
VAtomQ
p11409
I0
tp11410
(dp11411
g6
VAtomQ[x]
p11412
sg8
(lp11413
(dp11414
g11
(lp11415
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p11416
sg15
I1
sass(g1709
g11350
g11409
I1
tp11417
(dp11418
g6
VAtomQ[1.2]
p11419
sg8
(lp11420
(dp11421
g11
(lp11422
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p11423
sg15
I2
sass(g1709
g11350
g11409
I2
tp11424
(dp11425
g6
VAtomQ[2 + I]
p11426
sg8
(lp11427
(dp11428
g11
(lp11429
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p11430
sg15
I3
sass(g1709
g11350
g11409
I3
tp11431
(dp11432
g6
VAtomQ[2 / 3]
p11433
sg8
(lp11434
(dp11435
g11
(lp11436
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p11437
sg15
I4
sass(g1709
g11350
g11409
I4
tp11438
(dp11439
g6
VAtomQ[x + y]
p11440
sg8
(lp11441
(dp11442
g11
(lp11443
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p11444
sg15
I5
sass(g1709
g11350
VCombinatoricaOld`BinarySearch
p11445
I0
tp11446
(dp11447
g6
VCombinatoricaOld`BinarySearch[{3, 4, 10, 100, 123}, 100]
p11448
sg8
(lp11449
(dp11450
g11
(lp11451
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>4</mn></mstyle></math>
p11452
sg15
I1
sass(g1709
g11350
g11445
I1
tp11453
(dp11454
g6
VCombinatoricaOld`BinarySearch[{2, 3, 9}, 7] // N
p11455
sg8
(lp11456
(dp11457
g11
(lp11458
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>2.5</mn></mstyle></math>
p11459
sg15
I2
sass(g1709
g11350
g11445
I2
tp11460
(dp11461
g6
VCombinatoricaOld`BinarySearch[{2, 7, 9, 10}, 3] // N
p11462
sg8
(lp11463
(dp11464
g11
(lp11465
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>1.5</mn></mstyle></math>
p11466
sg15
I3
sass(g1709
g11350
g11445
I3
tp11467
(dp11468
g6
VCombinatoricaOld`BinarySearch[{-10, 5, 8, 10}, -100] // N
p11469
sg8
(lp11470
(dp11471
g11
(lp11472
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0.5</mn></mstyle></math>
p11473
sg15
I4
sass(g1709
g11350
g11445
I4
tp11474
(dp11475
g6
VCombinatoricaOld`BinarySearch[{-10, 5, 8, 10}, 20] // N
p11476
sg8
(lp11477
(dp11478
g11
(lp11479
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>4.5</mn></mstyle></math>
p11480
sg15
I5
sass(g1709
g11350
g11445
I5
tp11481
(dp11482
g6
VCombinatoricaOld`BinarySearch[{{a, 1}, {b, 7}}, 7, #[[2]]&]
p11483
sg8
(lp11484
(dp11485
g11
(lp11486
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>2</mn></mstyle></math>
p11487
sg15
I6
sass(g1709
g11350
VDepth
p11488
I0
tp11489
(dp11490
g6
VDepth[x]
p11491
sg8
(lp11492
(dp11493
g11
(lp11494
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>1</mn></mstyle></math>
p11495
sg15
I1
sass(g1709
g11350
g11488
I1
tp11496
(dp11497
g6
VDepth[x + y]
p11498
sg8
(lp11499
(dp11500
g11
(lp11501
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>2</mn></mstyle></math>
p11502
sg15
I2
sass(g1709
g11350
g11488
I2
tp11503
(dp11504
g6
VDepth[{{{{x}}}}]
p11505
sg8
(lp11506
(dp11507
g11
(lp11508
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>5</mn></mstyle></math>
p11509
sg15
I3
sass(g1709
g11350
g11488
I3
tp11510
(dp11511
g6
VDepth[1 + 2 I]
p11512
sg8
(lp11513
(dp11514
g11
(lp11515
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>1</mn></mstyle></math>
p11516
sg15
I4
sass(g1709
g11350
g11488
I4
tp11517
(dp11518
g6
VDepth[f[a, b][c]]
p11519
sg8
(lp11520
(dp11521
g11
(lp11522
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>2</mn></mstyle></math>
p11523
sg15
I5
sass(g1709
g11350
VFlatten
p11524
I0
tp11525
(dp11526
g6
VFlatten[{{a, b}, {c, {d}, e}, {f, {g, h}}}]
p11527
sg8
(lp11528
(dp11529
g11
(lp11530
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>c</mi> <mo>,</mo> <mi>d</mi> <mo>,</mo> <mi>e</mi> <mo>,</mo> <mi>f</mi> <mo>,</mo> <mi>g</mi> <mo>,</mo> <mi>h</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p11531
sg15
I1
sass(g1709
g11350
g11524
I1
tp11532
(dp11533
g6
VFlatten[{{a, b}, {c, {e}, e}, {f, {g, h}}}, 1]
p11534
sg8
(lp11535
(dp11536
g11
(lp11537
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>c</mi> <mo>,</mo> <mrow><mo>{</mo> <mi>e</mi> <mo>}</mo></mrow> <mo>,</mo> <mi>e</mi> <mo>,</mo> <mi>f</mi> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>g</mi> <mo>,</mo> <mi>h</mi></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p11538
sg15
I2
sass(g1709
g11350
g11524
I2
tp11539
(dp11540
g6
VFlatten[f[a, f[b, f[c, d]], e], Infinity, f]
p11541
sg8
(lp11542
(dp11543
g11
(lp11544
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>f</mi> <mo>[</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>c</mi> <mo>,</mo> <mi>d</mi> <mo>,</mo> <mi>e</mi></mrow> <mo>]</mo></mrow></mstyle></math>
p11545
sg15
I3
sass(g1709
g11350
g11524
I3
tp11546
(dp11547
g6
VFlatten[{{a, b}, {c, d}}, {{2}, {1}}]
p11548
sg8
(lp11549
(dp11550
g11
(lp11551
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>c</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>b</mi> <mo>,</mo> <mi>d</mi></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p11552
sg15
I4
sass(g1709
g11350
g11524
I4
tp11553
(dp11554
g6
VFlatten[{{a, b}, {c, d}}, {{1, 2}}]
p11555
sg8
(lp11556
(dp11557
g11
(lp11558
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>c</mi> <mo>,</mo> <mi>d</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p11559
sg15
I5
sass(g1709
g11350
g11524
I5
tp11560
(dp11561
g6
VFlatten[{{1, 2, 3}, {4}, {6, 7}, {8, 9, 10}}, {{2}, {1}}]
p11562
sg8
(lp11563
(dp11564
g11
(lp11565
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>4</mn> <mo>,</mo> <mn>6</mn> <mo>,</mo> <mn>8</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>2</mn> <mo>,</mo> <mn>7</mn> <mo>,</mo> <mn>9</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>3</mn> <mo>,</mo> <mn>10</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p11566
sg15
I6
sass(g1709
g11350
VFreeQ
p11567
I0
tp11568
(dp11569
g6
VFreeQ[y, x]
p11570
sg8
(lp11571
(dp11572
g11
(lp11573
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p11574
sg15
I1
sass(g1709
g11350
g11567
I1
tp11575
(dp11576
g6
VFreeQ[a+b+c, a+b]
p11577
sg8
(lp11578
(dp11579
g11
(lp11580
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p11581
sg15
I2
sass(g1709
g11350
g11567
I2
tp11582
(dp11583
g6
VFreeQ[{1, 2, a^(a+b)}, Plus]
p11584
sg8
(lp11585
(dp11586
g11
(lp11587
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p11588
sg15
I3
sass(g1709
g11350
g11567
I3
tp11589
(dp11590
g6
VFreeQ[a+b, x_+y_+z_]
p11591
sg8
(lp11592
(dp11593
g11
(lp11594
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p11595
sg15
I4
sass(g1709
g11350
g11567
I4
tp11596
(dp11597
g6
VFreeQ[a+b+c, x_+y_+z_]
p11598
sg8
(lp11599
(dp11600
g11
(lp11601
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p11602
sg15
I5
sass(g1709
g11350
g11567
I5
tp11603
(dp11604
g6
VFreeQ[x_+y_+z_][a+b]
p11605
sg8
(lp11606
(dp11607
g11
(lp11608
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p11609
sg15
I6
sass(g1709
g11350
VHead
p11610
I0
tp11611
(dp11612
g6
VHead[a * b]
p11613
sg8
(lp11614
(dp11615
g11
(lp11616
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>Times</mi></mstyle></math>
p11617
sg15
I1
sass(g1709
g11350
g11610
I1
tp11618
(dp11619
g6
VHead[6]
p11620
sg8
(lp11621
(dp11622
g11
(lp11623
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>Integer</mi></mstyle></math>
p11624
sg15
I2
sass(g1709
g11350
g11610
I2
tp11625
(dp11626
g6
VHead[x]
p11627
sg8
(lp11628
(dp11629
g11
(lp11630
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>Symbol</mi></mstyle></math>
p11631
sg15
I3
sass(g1709
g11350
VMap
p11632
I0
tp11633
(dp11634
g6
Vf /@ {1, 2, 3}
p11635
sg8
(lp11636
(dp11637
g11
(lp11638
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mi>f</mi> <mo>[</mo> <mn>1</mn> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mn>2</mn> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mn>3</mn> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p11639
sg15
I1
sass(g1709
g11350
g11632
I1
tp11640
(dp11641
g6
V#^2& /@ {1, 2, 3, 4}
p11642
sg8
(lp11643
(dp11644
g11
(lp11645
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>4</mn> <mo>,</mo> <mn>9</mn> <mo>,</mo> <mn>16</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p11646
sg15
I2
sass(g1709
g11350
g11632
I2
tp11647
(dp11648
g6
VMap[f, {{a, b}, {c, d, e}}, {2}]
p11649
sg8
(lp11650
(dp11651
g11
(lp11652
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mrow><mi>f</mi> <mo>[</mo> <mi>a</mi> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mi>b</mi> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mrow><mi>f</mi> <mo>[</mo> <mi>c</mi> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mi>d</mi> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mi>e</mi> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p11653
sg15
I3
sass(g1709
g11350
g11632
I3
tp11654
(dp11655
g6
VMap[f, a + b + c, Heads->True]
p11656
sg8
(lp11657
(dp11658
g11
(lp11659
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mrow><mi>f</mi> <mo>[</mo> <mi>Plus</mi> <mo>]</mo></mrow> <mo>[</mo> <mrow><mrow><mi>f</mi> <mo>[</mo> <mi>a</mi> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mi>b</mi> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mi>c</mi> <mo>]</mo></mrow></mrow> <mo>]</mo></mrow></mstyle></math>
p11660
sg15
I4
sass(g1709
g11350
VMapAt
p11661
I0
tp11662
(dp11663
g6
VMapAt[f, {a, b, c, d}, 2]
p11664
sg8
(lp11665
(dp11666
g11
(lp11667
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mi>b</mi> <mo>]</mo></mrow> <mo>,</mo> <mi>c</mi> <mo>,</mo> <mi>d</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p11668
sg15
I1
sass(g1709
g11350
g11661
I1
tp11669
(dp11670
g6
VMapAt[f, {a, b, c, d}, {{1}, {4}}]
p11671
sg8
(lp11672
(dp11673
g11
(lp11674
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mi>f</mi> <mo>[</mo> <mi>a</mi> <mo>]</mo></mrow> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>c</mi> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mi>d</mi> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p11675
sg15
I2
sass(g1709
g11350
g11661
I2
tp11676
(dp11677
g6
VMapAt[f, {a, b, c, d}, -1]
p11678
sg8
(lp11679
(dp11680
g11
(lp11681
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>c</mi> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mi>d</mi> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p11682
sg15
I3
sass(g1709
g11350
g11661
I3
tp11683
(dp11684
g6
VMapAt[f, <|"a" -> 1, "b" -> 2, "c" -> 3, "d" -> 4, "e" -> 5|>, 3]
p11685
sg8
(lp11686
(dp11687
g11
(lp11688
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mtext>a</mtext> <mo>-&gt;</mo> <mn>1</mn></mrow> <mo>,</mo> <mrow><mtext>b</mtext> <mo>-&gt;</mo> <mn>2</mn></mrow> <mo>,</mo> <mrow><mtext>c</mtext> <mo>-&gt;</mo> <mrow><mi>f</mi> <mo>[</mo> <mn>3</mn> <mo>]</mo></mrow></mrow> <mo>,</mo> <mrow><mtext>d</mtext> <mo>-&gt;</mo> <mn>4</mn></mrow> <mo>,</mo> <mrow><mtext>e</mtext> <mo>-&gt;</mo> <mn>5</mn></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p11689
sg15
I4
sass(g1709
g11350
g11661
I4
tp11690
(dp11691
g6
VMapAt[f, <|"a" -> 1, "b" -> 2, "c" -> 3, "d" -> 4|>, -3]
p11692
sg8
(lp11693
(dp11694
g11
(lp11695
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mtext>a</mtext> <mo>-&gt;</mo> <mn>1</mn></mrow> <mo>,</mo> <mrow><mtext>b</mtext> <mo>-&gt;</mo> <mrow><mi>f</mi> <mo>[</mo> <mn>2</mn> <mo>]</mo></mrow></mrow> <mo>,</mo> <mrow><mtext>c</mtext> <mo>-&gt;</mo> <mn>3</mn></mrow> <mo>,</mo> <mrow><mtext>d</mtext> <mo>-&gt;</mo> <mn>4</mn></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p11696
sg15
I5
sass(g1709
g11350
g11661
I5
tp11697
(dp11698
g6
VMapAt[f, 1][{a, b, c, d}]
p11699
sg8
(lp11700
(dp11701
g11
(lp11702
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mi>f</mi> <mo>[</mo> <mi>a</mi> <mo>]</mo></mrow> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>c</mi> <mo>,</mo> <mi>d</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p11703
sg15
I6
sass(g1709
g11350
VMapIndexed
p11704
I0
tp11705
(dp11706
g6
VMapIndexed[f, {a, b, c}]
p11707
sg8
(lp11708
(dp11709
g11
(lp11710
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mi>f</mi> <mo>[</mo> <mrow><mi>a</mi> <mo>,</mo> <mrow><mo>{</mo> <mn>1</mn> <mo>}</mo></mrow></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mrow><mi>b</mi> <mo>,</mo> <mrow><mo>{</mo> <mn>2</mn> <mo>}</mo></mrow></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mrow><mi>c</mi> <mo>,</mo> <mrow><mo>{</mo> <mn>3</mn> <mo>}</mo></mrow></mrow> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p11711
sg15
I1
sass(g1709
g11350
g11704
I1
tp11712
(dp11713
g6
VMapIndexed[f, {a, b, c}, Heads->True]
p11714
sg8
(lp11715
(dp11716
g11
(lp11717
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mrow><mi>f</mi> <mo>[</mo> <mrow><mi>List</mi> <mo>,</mo> <mrow><mo>{</mo> <mn>0</mn> <mo>}</mo></mrow></mrow> <mo>]</mo></mrow> <mo>[</mo> <mrow><mrow><mi>f</mi> <mo>[</mo> <mrow><mi>a</mi> <mo>,</mo> <mrow><mo>{</mo> <mn>1</mn> <mo>}</mo></mrow></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mrow><mi>b</mi> <mo>,</mo> <mrow><mo>{</mo> <mn>2</mn> <mo>}</mo></mrow></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mrow><mi>c</mi> <mo>,</mo> <mrow><mo>{</mo> <mn>3</mn> <mo>}</mo></mrow></mrow> <mo>]</mo></mrow></mrow> <mo>]</mo></mrow></mstyle></math>
p11718
sg15
I2
sass(g1709
g11350
g11704
I2
tp11719
(dp11720
g6
VMapIndexed[f, a + b + c * d, {0, 1}]
p11721
sg8
(lp11722
(dp11723
g11
(lp11724
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>f</mi> <mo>[</mo> <mrow><mrow><mrow><mi>f</mi> <mo>[</mo> <mrow><mi>a</mi> <mo>,</mo> <mrow><mo>{</mo> <mn>1</mn> <mo>}</mo></mrow></mrow> <mo>]</mo></mrow> <mo>+</mo> <mrow><mi>f</mi> <mo>[</mo> <mrow><mi>b</mi> <mo>,</mo> <mrow><mo>{</mo> <mn>2</mn> <mo>}</mo></mrow></mrow> <mo>]</mo></mrow> <mo>+</mo> <mrow><mi>f</mi> <mo>[</mo> <mrow><mrow><mi>c</mi> <mo>&nbsp;</mo> <mi>d</mi></mrow> <mo>,</mo> <mrow><mo>{</mo> <mn>3</mn> <mo>}</mo></mrow></mrow> <mo>]</mo></mrow></mrow> <mo>,</mo> <mrow><mo>{</mo> <mo>}</mo></mrow></mrow> <mo>]</mo></mrow></mstyle></math>
p11725
sg15
I3
sass(g1709
g11350
g11704
I3
tp11726
(dp11727
g6
Vexpr = a + b * f[g] * c ^ e;
p11728
sg8
(lp11729
(dp11730
g11
(lp11731
sg13
Nsg15
I4
sass(g1709
g11350
g11704
I4
tp11732
(dp11733
g6
Vlistified = Apply[List, expr, {0, Infinity}];
p11734
sg8
(lp11735
(dp11736
g11
(lp11737
sg13
Nsg15
I5
sass(g1709
g11350
g11704
I5
tp11738
(dp11739
g6
VMapIndexed[#2 &, listified, {-1}]
p11740
sg8
(lp11741
(dp11742
g11
(lp11743
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mn>1</mn> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>2</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mo>{</mo> <mrow><mn>2</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>2</mn> <mo>,</mo> <mn>3</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>2</mn> <mo>,</mo> <mn>3</mn> <mo>,</mo> <mn>2</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p11744
sg15
I6
sass(g1709
g11350
g11704
I6
tp11745
(dp11746
g6
VMapIndexed[#2 &, listified, {-1}, Heads -> True]
p11747
sg8
(lp11748
(dp11749
g11
(lp11750
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mrow><mo>{</mo> <mn>0</mn> <mo>}</mo></mrow> <mo>[</mo> <mrow><mrow><mo>{</mo> <mn>1</mn> <mo>}</mo></mrow> <mo>,</mo> <mrow><mrow><mo>{</mo> <mrow><mn>2</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow> <mo>[</mo> <mrow><mrow><mo>{</mo> <mrow><mn>2</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mrow><mo>{</mo> <mrow><mn>2</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow> <mo>[</mo> <mrow><mo>{</mo> <mrow><mn>2</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mrow><mo>{</mo> <mrow><mn>2</mn> <mo>,</mo> <mn>3</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow> <mo>[</mo> <mrow><mrow><mo>{</mo> <mrow><mn>2</mn> <mo>,</mo> <mn>3</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>2</mn> <mo>,</mo> <mn>3</mn> <mo>,</mo> <mn>2</mn></mrow> <mo>}</mo></mrow></mrow> <mo>]</mo></mrow></mrow> <mo>]</mo></mrow></mrow> <mo>]</mo></mrow></mstyle></math>
p11751
sg15
I7
sass(g1709
g11350
g11704
I7
tp11752
(dp11753
g6
VMapIndexed[Extract[expr, #2] &, listified, {-1}, Heads -> True]
p11754
sg8
(lp11755
(dp11756
g11
(lp11757
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>a</mi> <mo>+</mo> <mrow><mi>b</mi> <mo>&nbsp;</mo> <mrow><mi>f</mi> <mo>[</mo> <mi>g</mi> <mo>]</mo></mrow> <mo>&nbsp;</mo> <msup><mi>c</mi> <mi>e</mi></msup></mrow></mrow></mstyle></math>
p11758
sg15
I8
sass(g1709
g11350
VMapThread
p11759
I0
tp11760
(dp11761
g6
VMapThread[f, {{a, b, c}, {1, 2, 3}}]
p11762
sg8
(lp11763
(dp11764
g11
(lp11765
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mi>f</mi> <mo>[</mo> <mrow><mi>a</mi> <mo>,</mo> <mn>1</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mrow><mi>b</mi> <mo>,</mo> <mn>2</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mrow><mi>c</mi> <mo>,</mo> <mn>3</mn></mrow> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p11766
sg15
I1
sass(g1709
g11350
g11759
I1
tp11767
(dp11768
g6
VMapThread[f, {{{a, b}, {c, d}}, {{e, f}, {g, h}}}, 2]
p11769
sg8
(lp11770
(dp11771
g11
(lp11772
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mrow><mi>f</mi> <mo>[</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>e</mi></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mrow><mi>b</mi> <mo>,</mo> <mi>f</mi></mrow> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mrow><mi>f</mi> <mo>[</mo> <mrow><mi>c</mi> <mo>,</mo> <mi>g</mi></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mrow><mi>d</mi> <mo>,</mo> <mi>h</mi></mrow> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p11773
sg15
I2
sass(g1709
g11350
VNull
p11774
I0
tp11775
(dp11776
g6
VFullForm[a:=b]
p11777
sg8
(lp11778
(dp11779
g11
(lp11780
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>Null</mi></mstyle></math>
p11781
sg15
I1
sass(g1709
g11350
g11774
I1
tp11782
(dp11783
g6
Va:=b
p11784
sg8
(lp11785
(dp11786
g11
(lp11787
sg13
Nsg15
I2
sass(g1709
g11350
g11774
I2
tp11788
(dp11789
g6
V""
p11790
sg8
(lp11791
(dp11792
g11
(lp11793
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext></mtext></mstyle></math>
p11794
sg15
I3
sass(g1709
g11350
VOperate
p11795
I0
tp11796
(dp11797
g6
VOperate[p, f[a, b]]
p11798
sg8
(lp11799
(dp11800
g11
(lp11801
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mrow><mi>p</mi> <mo>[</mo> <mi>f</mi> <mo>]</mo></mrow> <mo>[</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi></mrow> <mo>]</mo></mrow></mstyle></math>
p11802
sg15
I1
sass(g1709
g11350
g11795
I1
tp11803
(dp11804
g6
VOperate[p, f[a, b], 1]
p11805
sg8
(lp11806
(dp11807
g11
(lp11808
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mrow><mi>p</mi> <mo>[</mo> <mi>f</mi> <mo>]</mo></mrow> <mo>[</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi></mrow> <mo>]</mo></mrow></mstyle></math>
p11809
sg15
I2
sass(g1709
g11350
g11795
I2
tp11810
(dp11811
g6
VOperate[p, f[a][b][c], 0]
p11812
sg8
(lp11813
(dp11814
g11
(lp11815
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>p</mi> <mo>[</mo> <mrow><mrow><mrow><mi>f</mi> <mo>[</mo> <mi>a</mi> <mo>]</mo></mrow> <mo>[</mo> <mi>b</mi> <mo>]</mo></mrow> <mo>[</mo> <mi>c</mi> <mo>]</mo></mrow> <mo>]</mo></mrow></mstyle></math>
p11816
sg15
I3
sass(g1709
g11350
VOrder
p11817
I0
tp11818
(dp11819
g6
VOrder[7, 11]
p11820
sg8
(lp11821
(dp11822
g11
(lp11823
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>1</mn></mstyle></math>
p11824
sg15
I1
sass(g1709
g11350
g11817
I1
tp11825
(dp11826
g6
VOrder[100, 10]
p11827
sg8
(lp11828
(dp11829
g11
(lp11830
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>-1</mtext></mstyle></math>
p11831
sg15
I2
sass(g1709
g11350
g11817
I2
tp11832
(dp11833
g6
VOrder[x, z]
p11834
sg8
(lp11835
(dp11836
g11
(lp11837
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>1</mn></mstyle></math>
p11838
sg15
I3
sass(g1709
g11350
g11817
I3
tp11839
(dp11840
g6
VOrder[x, x]
p11841
sg8
(lp11842
(dp11843
g11
(lp11844
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0</mn></mstyle></math>
p11845
sg15
I4
sass(g1709
g11350
VOrderedQ
p11846
I0
tp11847
(dp11848
g6
VOrderedQ[a, b]
p11849
sg8
(lp11850
(dp11851
g11
(lp11852
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p11853
sg15
I1
sass(g1709
g11350
g11846
I1
tp11854
(dp11855
g6
VOrderedQ[b, a]
p11856
sg8
(lp11857
(dp11858
g11
(lp11859
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p11860
sg15
I2
sass(g1709
g11350
VPatternsOrderedQ
p11861
I0
tp11862
(dp11863
g6
VPatternsOrderedQ[x__, x_]
p11864
sg8
(lp11865
(dp11866
g11
(lp11867
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p11868
sg15
I1
sass(g1709
g11350
g11861
I1
tp11869
(dp11870
g6
VPatternsOrderedQ[x_, x__]
p11871
sg8
(lp11872
(dp11873
g11
(lp11874
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p11875
sg15
I2
sass(g1709
g11350
g11861
I2
tp11876
(dp11877
g6
VPatternsOrderedQ[b, a]
p11878
sg8
(lp11879
(dp11880
g11
(lp11881
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p11882
sg15
I3
sass(g1709
g11350
VScan
p11883
I0
tp11884
(dp11885
g6
VScan[Print, {1, 2, 3}]
p11886
sg8
(lp11887
(dp11888
g11
(lp11889
(dp11890
g149
I00
sg156
V1
p11891
sa(dp11892
g149
I00
sg156
V2
p11893
sa(dp11894
g149
I00
sg156
V3
p11895
sasg13
Nsg15
I1
sass(g1709
g11350
VSort
p11896
I0
tp11897
(dp11898
g6
VSort[{4, 1.0, a, 3+I}]
p11899
sg8
(lp11900
(dp11901
g11
(lp11902
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>1.</mn> <mo>,</mo> <mrow><mn>3</mn> <mo>+</mo> <mi>I</mi></mrow> <mo>,</mo> <mn>4</mn> <mo>,</mo> <mi>a</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p11903
sg15
I1
sass(g1709
g11350
g11896
I1
tp11904
(dp11905
g6
VSort[{items___, item_, OptionsPattern[], item_symbol, item_?test}, PatternsOrderedQ]
p11906
sg8
(lp11907
(dp11908
g11
(lp11909
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mtext>item_symbol</mtext> <mo>,</mo> <mrow><mtext>item_</mtext> <mo>?</mo> <mi>test</mi></mrow> <mo>,</mo> <mtext>item_</mtext> <mo>,</mo> <mtext>items___</mtext> <mo>,</mo> <mrow><mi>OptionsPattern</mi> <mo>[</mo> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p11910
sg15
I2
sass(g1709
g11350
g11896
I2
tp11911
(dp11912
g6
VSort[{a, b/;t}, PatternsOrderedQ]
p11913
sg8
(lp11914
(dp11915
g11
(lp11916
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mi>b</mi> <mo>/;</mo> <mi>t</mi></mrow> <mo>,</mo> <mi>a</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p11917
sg15
I3
sass(g1709
g11350
g11896
I3
tp11918
(dp11919
g6
VSort[{2+c_, 1+b__}, PatternsOrderedQ]
p11920
sg8
(lp11921
(dp11922
g11
(lp11923
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mn>2</mn> <mo>+</mo> <mtext>c_</mtext></mrow> <mo>,</mo> <mrow><mn>1</mn> <mo>+</mo> <mtext>b__</mtext></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p11924
sg15
I4
sass(g1709
g11350
g11896
I4
tp11925
(dp11926
g6
VSort[{x_ + n_*y_, x_ + y_}, PatternsOrderedQ]
p11927
sg8
(lp11928
(dp11929
g11
(lp11930
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mtext>x_</mtext> <mo>+</mo> <mrow><mtext>n_</mtext> <mo>&nbsp;</mo> <mtext>y_</mtext></mrow></mrow> <mo>,</mo> <mrow><mtext>x_</mtext> <mo>+</mo> <mtext>y_</mtext></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p11931
sg15
I5
sass(g1709
g11350
VSortBy
p11932
I0
tp11933
(dp11934
g6
VSortBy[{{5, 1}, {10, -1}}, Last]
p11935
sg8
(lp11936
(dp11937
g11
(lp11938
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>10</mn> <mo>,</mo> <mtext>-1</mtext></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>5</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p11939
sg15
I1
sass(g1709
g11350
g11932
I1
tp11940
(dp11941
g6
VSortBy[Total][{{5, 1}, {10, -9}}]
p11942
sg8
(lp11943
(dp11944
g11
(lp11945
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>10</mn> <mo>,</mo> <mtext>-9</mtext></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>5</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p11946
sg15
I2
sass(g1709
g11350
VSymbolName
p11947
I0
tp11948
(dp11949
g6
VSymbolName[x] // InputForm
p11950
sg8
(lp11951
(dp11952
g11
(lp11953
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><ms>x</ms></mstyle></math>
p11954
sg15
I1
sass(g1709
g11350
VSymbolQ
p11955
I0
tp11956
(dp11957
g6
VSymbolQ[a]
p11958
sg8
(lp11959
(dp11960
g11
(lp11961
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p11962
sg15
I1
sass(g1709
g11350
g11955
I1
tp11963
(dp11964
g6
VSymbolQ[1]
p11965
sg8
(lp11966
(dp11967
g11
(lp11968
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p11969
sg15
I2
sass(g1709
g11350
g11955
I2
tp11970
(dp11971
g6
VSymbolQ[a + b]
p11972
sg8
(lp11973
(dp11974
g11
(lp11975
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p11976
sg15
I3
sass(g1709
g11350
VSymbol
p11977
I0
tp11978
(dp11979
g6
VHead[x]
p11980
sg8
(lp11981
(dp11982
g11
(lp11983
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>Symbol</mi></mstyle></math>
p11984
sg15
I1
sass(g1709
g11350
g11977
I1
tp11985
(dp11986
g6
VSymbol["x"] + Symbol["x"]
p11987
sg8
(lp11988
(dp11989
g11
(lp11990
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>2</mn> <mo>&nbsp;</mo> <mi>x</mi></mrow></mstyle></math>
p11991
sg15
I2
sass(g1709
g11350
VThread
p11992
I0
tp11993
(dp11994
g6
VThread[f[{a, b, c}]]
p11995
sg8
(lp11996
(dp11997
g11
(lp11998
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mi>f</mi> <mo>[</mo> <mi>a</mi> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mi>b</mi> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mi>c</mi> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p11999
sg15
I1
sass(g1709
g11350
g11992
I1
tp12000
(dp12001
g6
VThread[f[{a, b, c}, t]]
p12002
sg8
(lp12003
(dp12004
g11
(lp12005
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mi>f</mi> <mo>[</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>t</mi></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mrow><mi>b</mi> <mo>,</mo> <mi>t</mi></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mrow><mi>c</mi> <mo>,</mo> <mi>t</mi></mrow> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p12006
sg15
I2
sass(g1709
g11350
g11992
I2
tp12007
(dp12008
g6
VThread[f[a + b + c], Plus]
p12009
sg8
(lp12010
(dp12011
g11
(lp12012
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mrow><mi>f</mi> <mo>[</mo> <mi>a</mi> <mo>]</mo></mrow> <mo>+</mo> <mrow><mi>f</mi> <mo>[</mo> <mi>b</mi> <mo>]</mo></mrow> <mo>+</mo> <mrow><mi>f</mi> <mo>[</mo> <mi>c</mi> <mo>]</mo></mrow></mrow></mstyle></math>
p12013
sg15
I3
sass(g1709
g11350
g11992
I3
tp12014
(dp12015
g6
V{a, b, c} + {d, e, f} + g
p12016
sg8
(lp12017
(dp12018
g11
(lp12019
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mi>a</mi> <mo>+</mo> <mi>d</mi> <mo>+</mo> <mi>g</mi></mrow> <mo>,</mo> <mrow><mi>b</mi> <mo>+</mo> <mi>e</mi> <mo>+</mo> <mi>g</mi></mrow> <mo>,</mo> <mrow><mi>c</mi> <mo>+</mo> <mi>f</mi> <mo>+</mo> <mi>g</mi></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p12020
sg15
I4
sass(g1709
g11350
VThrough
p12021
I0
tp12022
(dp12023
g6
VThrough[f[g][x]]
p12024
sg8
(lp12025
(dp12026
g11
(lp12027
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>f</mi> <mo>[</mo> <mrow><mi>g</mi> <mo>[</mo> <mi>x</mi> <mo>]</mo></mrow> <mo>]</mo></mrow></mstyle></math>
p12028
sg15
I1
sass(g1709
g11350
g12021
I1
tp12029
(dp12030
g6
VThrough[p[f, g][x]]
p12031
sg8
(lp12032
(dp12033
g11
(lp12034
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>p</mi> <mo>[</mo> <mrow><mrow><mi>f</mi> <mo>[</mo> <mi>x</mi> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>g</mi> <mo>[</mo> <mi>x</mi> <mo>]</mo></mrow></mrow> <mo>]</mo></mrow></mstyle></math>
p12035
sg15
I2
sass(g1709
VExponential, Trigonometric and Hyperbolic Functions
p12036
VAnglePath
p12037
I0
tp12038
(dp12039
g6
VAnglePath[{90 Degree, 90 Degree, 90 Degree, 90 Degree}]
p12040
sg8
(lp12041
(dp12042
g11
(lp12043
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mtext>-1</mtext> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mtext>-1</mtext> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p12044
sg15
I1
sass(g1709
g12036
g12037
I1
tp12045
(dp12046
g6
VAnglePath[{{1, 1}, 90 Degree}, {{1, 90 Degree}, {2, 90 Degree}, {1, 90 Degree}, {2, 90 Degree}}]
p12047
sg8
(lp12048
(dp12049
g11
(lp12050
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mtext>-1</mtext></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mtext>-1</mtext></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p12051
sg15
I2
sass(g1709
g12036
g12037
I2
tp12052
(dp12053
g6
VAnglePath[{a, b}]
p12054
sg8
(lp12055
(dp12056
g11
(lp12057
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mrow><mi>Cos</mi> <mo>[</mo> <mi>a</mi> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>Sin</mi> <mo>[</mo> <mi>a</mi> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mrow><mrow><mi>Cos</mi> <mo>[</mo> <mi>a</mi> <mo>]</mo></mrow> <mo>+</mo> <mrow><mi>Cos</mi> <mo>[</mo> <mrow><mi>a</mi> <mo>+</mo> <mi>b</mi></mrow> <mo>]</mo></mrow></mrow> <mo>,</mo> <mrow><mrow><mi>Sin</mi> <mo>[</mo> <mi>a</mi> <mo>]</mo></mrow> <mo>+</mo> <mrow><mi>Sin</mi> <mo>[</mo> <mrow><mi>a</mi> <mo>+</mo> <mi>b</mi></mrow> <mo>]</mo></mrow></mrow></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p12058
sg15
I3
sass(g1709
g12036
g12037
I3
tp12059
(dp12060
g6
VPrecision[Part[AnglePath[{N[1/3, 100], N[2/3, 100]}], 2, 1]]
p12061
sg8
(lp12062
(dp12063
g11
(lp12064
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>100.</mn></mstyle></math>
p12065
sg15
I4
sass(g1709
g12036
g12037
I4
tp12066
(dp12067
g6
VGraphics[Line[AnglePath[Table[1.7, {50}]]]]
p12068
sg8
(lp12069
(dp12070
g11
(lp12071
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="349px" height="350px" src="data:image/svg+xml;base64,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"/></mstyle></math>
p12072
sg15
I5
sass(g1709
g12036
g12037
I5
tp12073
(dp12074
g6
VGraphics[Line[AnglePath[RandomReal[{-1, 1}, {100}]]]]
p12075
sg8
(lp12076
(dp12077
g11
(lp12078
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="259px" src="data:image/svg+xml;base64,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"/></mstyle></math>
p12079
sg15
I6
sass(g1709
g12036
VAngleVector
p12080
I0
tp12081
(dp12082
g6
VAngleVector[90 Degree]
p12083
sg8
(lp12084
(dp12085
g11
(lp12086
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p12087
sg15
I1
sass(g1709
g12036
g12080
I1
tp12088
(dp12089
g6
VAngleVector[{1, 10}, a]
p12090
sg8
(lp12091
(dp12092
g11
(lp12093
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mn>1</mn> <mo>+</mo> <mrow><mi>Cos</mi> <mo>[</mo> <mi>a</mi> <mo>]</mo></mrow></mrow> <mo>,</mo> <mrow><mn>10</mn> <mo>+</mo> <mrow><mi>Sin</mi> <mo>[</mo> <mi>a</mi> <mo>]</mo></mrow></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p12094
sg15
I2
sass(g1709
g12036
VArcCos
p12095
I0
tp12096
(dp12097
g6
VArcCos[1]
p12098
sg8
(lp12099
(dp12100
g11
(lp12101
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0</mn></mstyle></math>
p12102
sg15
I1
sass(g1709
g12036
g12095
I1
tp12103
(dp12104
g6
VArcCos[0]
p12105
sg8
(lp12106
(dp12107
g11
(lp12108
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mfrac><mi>Pi</mi> <mn>2</mn></mfrac></mstyle></math>
p12109
sg15
I2
sass(g1709
g12036
g12095
I2
tp12110
(dp12111
g6
VIntegrate[ArcCos[x], {x, -1, 1}]
p12112
sg8
(lp12113
(dp12114
g11
(lp12115
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>Pi</mi></mstyle></math>
p12116
sg15
I3
sass(g1709
g12036
VArcCosh
p12117
I0
tp12118
(dp12119
g6
VArcCosh[0]
p12120
sg8
(lp12121
(dp12122
g11
(lp12123
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mfrac><mi>I</mi> <mn>2</mn></mfrac> <mo>&nbsp;</mo> <mi>Pi</mi></mrow></mstyle></math>
p12124
sg15
I1
sass(g1709
g12036
g12117
I1
tp12125
(dp12126
g6
VArcCosh[0.]
p12127
sg8
(lp12128
(dp12129
g11
(lp12130
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>0.</mn> <mo>+</mo> <mrow><mn>1.5708</mn> <mo>&nbsp;</mo> <mi>I</mi></mrow></mrow></mstyle></math>
p12131
sg15
I2
sass(g1709
g12036
g12117
I2
tp12132
(dp12133
g6
VArcCosh[0.00000000000000000000000000000000000000]
p12134
sg8
(lp12135
(dp12136
g11
(lp12137
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>1.5707963267948966192313216916397514421</mn> <mo>&nbsp;</mo> <mi>I</mi></mrow></mstyle></math>
p12138
sg15
I3
sass(g1709
g12036
VArcCot
p12139
I0
tp12140
(dp12141
g6
VArcCot[0]
p12142
sg8
(lp12143
(dp12144
g11
(lp12145
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mfrac><mi>Pi</mi> <mn>2</mn></mfrac></mstyle></math>
p12146
sg15
I1
sass(g1709
g12036
g12139
I1
tp12147
(dp12148
g6
VArcCot[1]
p12149
sg8
(lp12150
(dp12151
g11
(lp12152
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mfrac><mi>Pi</mi> <mn>4</mn></mfrac></mstyle></math>
p12153
sg15
I2
sass(g1709
g12036
VArcCoth
p12154
I0
tp12155
(dp12156
g6
VArcCoth[0]
p12157
sg8
(lp12158
(dp12159
g11
(lp12160
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mfrac><mi>I</mi> <mn>2</mn></mfrac> <mo>&nbsp;</mo> <mi>Pi</mi></mrow></mstyle></math>
p12161
sg15
I1
sass(g1709
g12036
g12154
I1
tp12162
(dp12163
g6
VArcCoth[1]
p12164
sg8
(lp12165
(dp12166
g11
(lp12167
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>\u221e</mi></mstyle></math>
p12168
sg15
I2
sass(g1709
g12036
g12154
I2
tp12169
(dp12170
g6
VArcCoth[0.0]
p12171
sg8
(lp12172
(dp12173
g11
(lp12174
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>0.</mn> <mo>+</mo> <mrow><mn>1.5708</mn> <mo>&nbsp;</mo> <mi>I</mi></mrow></mrow></mstyle></math>
p12175
sg15
I3
sass(g1709
g12036
g12154
I3
tp12176
(dp12177
g6
VArcCoth[0.5]
p12178
sg8
(lp12179
(dp12180
g11
(lp12181
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>0.549306</mn> <mo>-</mo> <mrow><mn>1.5708</mn> <mo>&nbsp;</mo> <mi>I</mi></mrow></mrow></mstyle></math>
p12182
sg15
I4
sass(g1709
g12036
VArcCsc
p12183
I0
tp12184
(dp12185
g6
VArcCsc[1]
p12186
sg8
(lp12187
(dp12188
g11
(lp12189
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mfrac><mi>Pi</mi> <mn>2</mn></mfrac></mstyle></math>
p12190
sg15
I1
sass(g1709
g12036
g12183
I1
tp12191
(dp12192
g6
VArcCsc[-1]
p12193
sg8
(lp12194
(dp12195
g11
(lp12196
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>-</mo> <mfrac><mi>Pi</mi> <mn>2</mn></mfrac></mrow></mstyle></math>
p12197
sg15
I2
sass(g1709
g12036
VArcCsch
p12198
I0
tp12199
(dp12200
g6
VArcCsch[0]
p12201
sg8
(lp12202
(dp12203
g11
(lp12204
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>ComplexInfinity</mi></mstyle></math>
p12205
sg15
I1
sass(g1709
g12036
g12198
I1
tp12206
(dp12207
g6
VArcCsch[1.0]
p12208
sg8
(lp12209
(dp12210
g11
(lp12211
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0.881374</mn></mstyle></math>
p12212
sg15
I2
sass(g1709
g12036
VArcSec
p12213
I0
tp12214
(dp12215
g6
VArcSec[1]
p12216
sg8
(lp12217
(dp12218
g11
(lp12219
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0</mn></mstyle></math>
p12220
sg15
I1
sass(g1709
g12036
g12213
I1
tp12221
(dp12222
g6
VArcSec[-1]
p12223
sg8
(lp12224
(dp12225
g11
(lp12226
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>Pi</mi></mstyle></math>
p12227
sg15
I2
sass(g1709
g12036
VArcSech
p12228
I0
tp12229
(dp12230
g6
VArcSech[0]
p12231
sg8
(lp12232
(dp12233
g11
(lp12234
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>\u221e</mi></mstyle></math>
p12235
sg15
I1
sass(g1709
g12036
g12228
I1
tp12236
(dp12237
g6
VArcSech[1]
p12238
sg8
(lp12239
(dp12240
g11
(lp12241
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0</mn></mstyle></math>
p12242
sg15
I2
sass(g1709
g12036
g12228
I2
tp12243
(dp12244
g6
VArcSech[0.5]
p12245
sg8
(lp12246
(dp12247
g11
(lp12248
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>1.31696</mn></mstyle></math>
p12249
sg15
I3
sass(g1709
g12036
VArcSin
p12250
I0
tp12251
(dp12252
g6
VArcSin[0]
p12253
sg8
(lp12254
(dp12255
g11
(lp12256
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0</mn></mstyle></math>
p12257
sg15
I1
sass(g1709
g12036
g12250
I1
tp12258
(dp12259
g6
VArcSin[1]
p12260
sg8
(lp12261
(dp12262
g11
(lp12263
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mfrac><mi>Pi</mi> <mn>2</mn></mfrac></mstyle></math>
p12264
sg15
I2
sass(g1709
g12036
VArcSinh
p12265
I0
tp12266
(dp12267
g6
VArcSinh[0]
p12268
sg8
(lp12269
(dp12270
g11
(lp12271
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0</mn></mstyle></math>
p12272
sg15
I1
sass(g1709
g12036
g12265
I1
tp12273
(dp12274
g6
VArcSinh[0.]
p12275
sg8
(lp12276
(dp12277
g11
(lp12278
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0.</mn></mstyle></math>
p12279
sg15
I2
sass(g1709
g12036
g12265
I2
tp12280
(dp12281
g6
VArcSinh[1.0]
p12282
sg8
(lp12283
(dp12284
g11
(lp12285
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0.881374</mn></mstyle></math>
p12286
sg15
I3
sass(g1709
g12036
VArcTan
p12287
I0
tp12288
(dp12289
g6
VArcTan[1]
p12290
sg8
(lp12291
(dp12292
g11
(lp12293
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mfrac><mi>Pi</mi> <mn>4</mn></mfrac></mstyle></math>
p12294
sg15
I1
sass(g1709
g12036
g12287
I1
tp12295
(dp12296
g6
VArcTan[1.0]
p12297
sg8
(lp12298
(dp12299
g11
(lp12300
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0.785398</mn></mstyle></math>
p12301
sg15
I2
sass(g1709
g12036
g12287
I2
tp12302
(dp12303
g6
VArcTan[-1.0]
p12304
sg8
(lp12305
(dp12306
g11
(lp12307
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>-0.785398</mtext></mstyle></math>
p12308
sg15
I3
sass(g1709
g12036
g12287
I3
tp12309
(dp12310
g6
VArcTan[1, 1]
p12311
sg8
(lp12312
(dp12313
g11
(lp12314
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mfrac><mi>Pi</mi> <mn>4</mn></mfrac></mstyle></math>
p12315
sg15
I4
sass(g1709
g12036
VArcTanh
p12316
I0
tp12317
(dp12318
g6
VArcTanh[0]
p12319
sg8
(lp12320
(dp12321
g11
(lp12322
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0</mn></mstyle></math>
p12323
sg15
I1
sass(g1709
g12036
g12316
I1
tp12324
(dp12325
g6
VArcTanh[1]
p12326
sg8
(lp12327
(dp12328
g11
(lp12329
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>\u221e</mi></mstyle></math>
p12330
sg15
I2
sass(g1709
g12036
g12316
I2
tp12331
(dp12332
g6
VArcTanh[0]
p12333
sg8
(lp12334
(dp12335
g11
(lp12336
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0</mn></mstyle></math>
p12337
sg15
I3
sass(g1709
g12036
g12316
I3
tp12338
(dp12339
g6
VArcTanh[.5 + 2 I]
p12340
sg8
(lp12341
(dp12342
g11
(lp12343
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>0.0964156</mn> <mo>+</mo> <mrow><mn>1.12656</mn> <mo>&nbsp;</mo> <mi>I</mi></mrow></mrow></mstyle></math>
p12344
sg15
I4
sass(g1709
g12036
g12316
I4
tp12345
(dp12346
g6
VArcTanh[2 + I]
p12347
sg8
(lp12348
(dp12349
g11
(lp12350
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>ArcTanh</mi> <mo>[</mo> <mrow><mn>2</mn> <mo>+</mo> <mi>I</mi></mrow> <mo>]</mo></mrow></mstyle></math>
p12351
sg15
I5
sass(g1709
g12036
VCos
p12352
I0
tp12353
(dp12354
g6
VCos[3 Pi]
p12355
sg8
(lp12356
(dp12357
g11
(lp12358
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>-1</mtext></mstyle></math>
p12359
sg15
I1
sass(g1709
g12036
VCosh
p12360
I0
tp12361
(dp12362
g6
VCosh[0]
p12363
sg8
(lp12364
(dp12365
g11
(lp12366
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>1</mn></mstyle></math>
p12367
sg15
I1
sass(g1709
g12036
VCot
p12368
I0
tp12369
(dp12370
g6
VCot[0]
p12371
sg8
(lp12372
(dp12373
g11
(lp12374
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>ComplexInfinity</mi></mstyle></math>
p12375
sg15
I1
sass(g1709
g12036
g12368
I1
tp12376
(dp12377
g6
VCot[1.]
p12378
sg8
(lp12379
(dp12380
g11
(lp12381
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0.642093</mn></mstyle></math>
p12382
sg15
I2
sass(g1709
g12036
VCoth
p12383
I0
tp12384
(dp12385
g6
VCoth[0]
p12386
sg8
(lp12387
(dp12388
g11
(lp12389
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>ComplexInfinity</mi></mstyle></math>
p12390
sg15
I1
sass(g1709
g12036
VCsc
p12391
I0
tp12392
(dp12393
g6
VCsc[0]
p12394
sg8
(lp12395
(dp12396
g11
(lp12397
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>ComplexInfinity</mi></mstyle></math>
p12398
sg15
I1
sass(g1709
g12036
g12391
I1
tp12399
(dp12400
g6
VCsc[1] (* Csc[1] in Mathematica *)
p12401
sg8
(lp12402
(dp12403
g11
(lp12404
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mfrac><mn>1</mn> <mrow><mi>Sin</mi> <mo>[</mo> <mn>1</mn> <mo>]</mo></mrow></mfrac></mstyle></math>
p12405
sg15
I2
sass(g1709
g12036
g12391
I2
tp12406
(dp12407
g6
VCsc[1.]
p12408
sg8
(lp12409
(dp12410
g11
(lp12411
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>1.1884</mn></mstyle></math>
p12412
sg15
I3
sass(g1709
g12036
VCsch
p12413
I0
tp12414
(dp12415
g6
VCsch[0]
p12416
sg8
(lp12417
(dp12418
g11
(lp12419
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>ComplexInfinity</mi></mstyle></math>
p12420
sg15
I1
sass(g1709
g12036
VExp
p12421
I0
tp12422
(dp12423
g6
VExp[1]
p12424
sg8
(lp12425
(dp12426
g11
(lp12427
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>E</mi></mstyle></math>
p12428
sg15
I1
sass(g1709
g12036
g12421
I1
tp12429
(dp12430
g6
VExp[10.0]
p12431
sg8
(lp12432
(dp12433
g11
(lp12434
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>22026.5</mn></mstyle></math>
p12435
sg15
I2
sass(g1709
g12036
g12421
I2
tp12436
(dp12437
g6
VExp[x] //FullForm
p12438
sg8
(lp12439
(dp12440
g11
(lp12441
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Power</mi> <mo>[</mo> <mrow><mi>E</mi> <mtext>,&nbsp;</mtext> <mi>x</mi></mrow> <mo>]</mo></mrow></mstyle></math>
p12442
sg15
I3
sass(g1709
g12036
g12421
I3
tp12443
(dp12444
g6
VPlot[Exp[x], {x, 0, 3}]
p12445
sg8
(lp12446
(dp12447
g11
(lp12448
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="247px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-17.666667 -14.610939 435.333333 293.210130">
                <polyline points="0.000000,235.976614 7.142857,235.208587 14.285714,234.398294 21.428571,233.543409 28.571429,232.641478 35.714286,231.689911 42.857143,230.685977 50.000000,229.626794 57.142857,228.509322 64.285714,227.330353 71.428571,226.086502 78.571429,224.774200 85.714286,223.389678 89.285714,222.669101 92.857143,221.928963 96.428571,221.168731 100.000000,220.387861 103.571429,219.585792 107.142857,218.761949 110.714286,217.915740 114.285714,217.046559 117.857143,216.153781 121.428571,215.236767 125.000000,214.294858 128.571429,213.327378 132.142857,212.333633 135.714286,211.312911 139.285714,210.264478 142.857143,209.187582 146.428571,208.081452 150.000000,206.945293 153.571429,205.778289 155.357143,205.182960 157.142857,204.579604 160.714286,203.348378 162.500000,202.720286 164.285714,202.083727 167.857143,200.784743 169.642857,200.122086 171.428571,199.450495 175.000000,198.080025 176.785714,197.380901 178.571429,196.672350 182.142857,195.226460 183.928571,194.488861 185.714286,193.741318 189.285714,192.215857 191.071429,191.437666 192.857143,190.648984 196.428571,189.039573 198.214286,188.218557 200.000000,187.386471 203.571429,185.688491 205.357143,184.822292 207.142857,183.944415 210.714286,182.152991 212.500000,181.239123 214.285714,180.312934 217.857143,178.422924 219.642857,177.458764 221.428571,176.481604 225.000000,174.487583 226.785714,173.470363 228.571429,172.439428 232.142857,170.335670 233.928571,169.262470 235.714286,168.174801 239.285714,165.955268 241.071429,164.823008 242.857143,163.675481 246.428571,161.333803 248.214286,160.139231 250.000000,158.928553 253.571429,156.458007 255.357143,155.197695 257.142857,153.920391 260.714286,151.313885 262.500000,149.984215 264.285714,148.636618 267.857143,145.886669 269.642857,144.483825 271.428571,143.062066 275.000000,140.160782 276.785714,138.680736 278.571429,137.180734 282.142857,134.119785 283.928571,132.558288 285.714286,130.975738 289.285714,127.746338 291.071429,126.098908 292.857143,124.429267 296.428571,121.022145 300.000000,117.522528 303.571429,113.927904 307.142857,110.235695 310.714286,106.443250 314.285714,102.547850 317.857143,98.546699 321.428571,94.436925 325.000000,90.215581 328.571429,85.879637 332.142857,81.425982 335.714286,76.851421 339.285714,72.152672 342.857143,67.326362 346.428571,62.369029 350.000000,57.277116 353.571429,52.046969 357.142857,46.674836 364.285714,35.489088 371.428571,23.687762 378.571429,11.236982 385.714286,-1.898995 392.857143,-15.757875 400.000000,-30.379441" style="stroke: rgb(24.720000%, 24.000000%, 60.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="-16.000000,249.932525 416.000000,249.932525" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="66.666667" y="252.599192" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.5</mn></math></foreignObject>
<foreignObject x="133.333333" y="252.599192" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1.0</mn></math></foreignObject>
<foreignObject x="200.000000" y="252.599192" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1.5</mn></math></foreignObject>
<foreignObject x="266.666667" y="252.599192" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>2.0</mn></math></foreignObject>
<foreignObject x="333.333333" y="252.599192" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>2.5</mn></math></foreignObject>
<foreignObject x="400.000000" y="252.599192" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>3.0</mn></math></foreignObject>
<polyline points="66.666667,249.932525 66.666667,243.265858" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="133.333333,249.932525 133.333333,243.265858" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,249.932525 200.000000,243.265858" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="266.666667,249.932525 266.666667,243.265858" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="333.333333,249.932525 333.333333,243.265858" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="400.000000,249.932525 400.000000,243.265858" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="13.333333,249.932525 13.333333,245.932525" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="26.666667,249.932525 26.666667,245.932525" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="40.000000,249.932525 40.000000,245.932525" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="53.333333,249.932525 53.333333,245.932525" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="80.000000,249.932525 80.000000,245.932525" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="93.333333,249.932525 93.333333,245.932525" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="106.666667,249.932525 106.666667,245.932525" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="120.000000,249.932525 120.000000,245.932525" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="146.666667,249.932525 146.666667,245.932525" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="160.000000,249.932525 160.000000,245.932525" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="173.333333,249.932525 173.333333,245.932525" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="186.666667,249.932525 186.666667,245.932525" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="213.333333,249.932525 213.333333,245.932525" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="226.666667,249.932525 226.666667,245.932525" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="240.000000,249.932525 240.000000,245.932525" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="253.333333,249.932525 253.333333,245.932525" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="280.000000,249.932525 280.000000,245.932525" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="293.333333,249.932525 293.333333,245.932525" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="306.666667,249.932525 306.666667,245.932525" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="320.000000,249.932525 320.000000,245.932525" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="346.666667,249.932525 346.666667,245.932525" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="360.000000,249.932525 360.000000,245.932525" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="373.333333,249.932525 373.333333,245.932525" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="386.666667,249.932525 386.666667,245.932525" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="0.000000,260.157867 0.000000,-12.944272" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="-2.666667" y="180.152970" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>5</mn></math></foreignObject>
<foreignObject x="-2.666667" y="110.373415" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>10</mn></math></foreignObject>
<foreignObject x="-2.666667" y="40.593859" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>15</mn></math></foreignObject>
<polyline points="0.000000,180.152970 6.666667,180.152970" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,110.373415 6.666667,110.373415" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,40.593859 6.666667,40.593859" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,235.976614 4.000000,235.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,222.020703 4.000000,222.020703" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,208.064792 4.000000,208.064792" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,194.108881 4.000000,194.108881" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,166.197059 4.000000,166.197059" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,152.241148 4.000000,152.241148" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,138.285237 4.000000,138.285237" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,124.329326 4.000000,124.329326" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,96.417504 4.000000,96.417504" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,82.461593 4.000000,82.461593" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,68.505682 4.000000,68.505682" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,54.549771 4.000000,54.549771" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,26.637948 4.000000,26.637948" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,12.682037 4.000000,12.682037" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,-1.273874 4.000000,-1.273874" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
            </svg>
        "/></mstyle></math>
p12449
sg15
I4
sass(g1709
g12036
VHaversine
p12450
I0
tp12451
(dp12452
g6
VHaversine[1.5]
p12453
sg8
(lp12454
(dp12455
g11
(lp12456
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0.464631</mn></mstyle></math>
p12457
sg15
I1
sass(g1709
g12036
g12450
I1
tp12458
(dp12459
g6
VHaversine[0.5 + 2I]
p12460
sg8
(lp12461
(dp12462
g11
(lp12463
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mtext>-1.15082</mtext> <mo>+</mo> <mrow><mn>0.869405</mn> <mo>&nbsp;</mo> <mi>I</mi></mrow></mrow></mstyle></math>
p12464
sg15
I2
sass(g1709
g12036
VInverseHaversine
p12465
I0
tp12466
(dp12467
g6
VInverseHaversine[0.5]
p12468
sg8
(lp12469
(dp12470
g11
(lp12471
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>1.5708</mn></mstyle></math>
p12472
sg15
I1
sass(g1709
g12036
g12465
I1
tp12473
(dp12474
g6
VInverseHaversine[1 + 2.5 I]
p12475
sg8
(lp12476
(dp12477
g11
(lp12478
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>1.76459</mn> <mo>+</mo> <mrow><mn>2.33097</mn> <mo>&nbsp;</mo> <mi>I</mi></mrow></mrow></mstyle></math>
p12479
sg15
I2
sass(g1709
g12036
VLog
p12480
I0
tp12481
(dp12482
g6
VLog[{0, 1, E, E * E, E ^ 3, E ^ x}]
p12483
sg8
(lp12484
(dp12485
g11
(lp12486
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>-</mo> <mi>\u221e</mi></mrow> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>3</mn> <mo>,</mo> <mrow><mi>Log</mi> <mo>[</mo> <msup><mi>E</mi> <mi>x</mi></msup> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p12487
sg15
I1
sass(g1709
g12036
g12480
I1
tp12488
(dp12489
g6
VLog[0.]
p12490
sg8
(lp12491
(dp12492
g11
(lp12493
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>Indeterminate</mi></mstyle></math>
p12494
sg15
I2
sass(g1709
g12036
g12480
I2
tp12495
(dp12496
g6
VPlot[Log[x], {x, 0, 5}]
p12497
sg8
(lp12498
(dp12499
g11
(lp12500
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="247px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-31.666667 -14.610939 449.333333 276.435473">
                <polyline points="7.142857,354.032134 8.928571,335.029439 10.714286,319.503108 12.500000,306.375781 13.392857,300.500413 14.285714,295.004374 16.071429,284.974082 17.857143,276.001680 19.642857,267.885155 21.428571,260.475348 23.214286,253.658986 25.000000,247.348021 25.892857,244.359678 26.785714,241.472653 28.571429,235.976614 32.142857,225.946322 33.928571,221.342008 35.714286,216.973920 39.285714,208.857395 41.071429,205.071924 42.857143,201.447588 46.428571,194.631226 48.214286,191.417296 50.000000,188.320261 53.571429,182.444894 55.357143,179.652543 57.142857,176.948854 60.714286,171.786118 62.500000,169.317567 64.285714,166.918562 67.857143,162.314248 69.642857,160.102200 71.428571,157.946160 75.000000,153.791235 76.785714,151.787400 78.571429,149.829635 82.142857,146.044165 83.928571,144.212716 85.714286,142.419828 89.285714,138.943465 91.071429,137.257092 92.857143,135.603466 96.428571,132.389536 98.214286,130.826940 100.000000,129.292501 103.571429,126.304158 105.357143,124.848412 107.142857,123.417134 110.714286,120.624783 112.500000,119.262209 114.285714,117.921094 117.857143,115.300609 119.642857,114.019997 121.428571,112.758358 125.000000,110.289807 126.785714,109.081857 128.571429,107.890802 132.142857,105.557531 133.928571,104.414439 135.714286,103.286488 139.285714,101.074440 141.071429,99.989597 142.857143,98.918400 146.428571,96.815600 148.214286,95.783357 150.000000,94.763475 153.571429,92.759640 157.142857,90.801875 160.714286,88.888108 164.285714,87.016405 167.857143,85.184956 171.428571,83.392068 175.000000,81.636149 178.571429,79.915705 182.142857,78.229332 185.714286,76.575707 189.285714,74.953580 192.857143,73.361776 196.428571,71.799180 200.000000,70.264742 207.142857,67.276398 214.285714,64.389374 221.428571,61.597023 228.571429,58.893334 235.714286,56.272849 242.857143,53.730599 250.000000,51.262047 257.142857,48.863042 264.285714,46.529771 271.428571,44.258728 278.571429,42.046680 285.714286,39.890640 292.857143,37.787840 300.000000,35.735715 307.142857,33.731881 314.285714,31.774115 321.428571,29.860348 328.571429,27.988645 335.714286,26.157197 342.857143,24.364308 350.000000,22.608389 357.142857,20.887946 364.285714,19.201572 371.428571,17.547947 378.571429,15.925820 385.714286,14.334016 392.857143,12.771421 400.000000,11.236982" style="stroke: rgb(24.720000%, 24.000000%, 60.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="-16.000000,148.295196 416.000000,148.295196" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="80.000000" y="150.961862" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1</mn></math></foreignObject>
<foreignObject x="160.000000" y="150.961862" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>2</mn></math></foreignObject>
<foreignObject x="240.000000" y="150.961862" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>3</mn></math></foreignObject>
<foreignObject x="320.000000" y="150.961862" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>4</mn></math></foreignObject>
<foreignObject x="400.000000" y="150.961862" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>5</mn></math></foreignObject>
<polyline points="80.000000,148.295196 80.000000,141.628529" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="160.000000,148.295196 160.000000,141.628529" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="240.000000,148.295196 240.000000,141.628529" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="320.000000,148.295196 320.000000,141.628529" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="400.000000,148.295196 400.000000,141.628529" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="16.000000,148.295196 16.000000,144.295196" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="32.000000,148.295196 32.000000,144.295196" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="48.000000,148.295196 48.000000,144.295196" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="64.000000,148.295196 64.000000,144.295196" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="96.000000,148.295196 96.000000,144.295196" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="112.000000,148.295196 112.000000,144.295196" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="128.000000,148.295196 128.000000,144.295196" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="144.000000,148.295196 144.000000,144.295196" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="176.000000,148.295196 176.000000,144.295196" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="192.000000,148.295196 192.000000,144.295196" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="208.000000,148.295196 208.000000,144.295196" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="224.000000,148.295196 224.000000,144.295196" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="256.000000,148.295196 256.000000,144.295196" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="272.000000,148.295196 272.000000,144.295196" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="288.000000,148.295196 288.000000,144.295196" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="304.000000,148.295196 304.000000,144.295196" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="336.000000,148.295196 336.000000,144.295196" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="352.000000,148.295196 352.000000,144.295196" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="368.000000,148.295196 368.000000,144.295196" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="384.000000,148.295196 384.000000,144.295196" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="0.000000,260.157867 0.000000,-12.944272" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="-2.666667" y="233.454252" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-1.0</mtext></math></foreignObject>
<foreignObject x="-2.666667" y="190.874724" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-0.5</mtext></math></foreignObject>
<foreignObject x="-2.666667" y="105.715667" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.5</mn></math></foreignObject>
<foreignObject x="-2.666667" y="63.136139" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1.0</mn></math></foreignObject>
<foreignObject x="-2.666667" y="20.556611" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1.5</mn></math></foreignObject>
<polyline points="0.000000,233.454252 6.666667,233.454252" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,190.874724 6.666667,190.874724" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,105.715667 6.666667,105.715667" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,63.136139 6.666667,63.136139" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,20.556611 6.666667,20.556611" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,250.486064 4.000000,250.486064" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,241.970158 4.000000,241.970158" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,224.938347 4.000000,224.938347" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,216.422441 4.000000,216.422441" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,207.906535 4.000000,207.906535" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,199.390630 4.000000,199.390630" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,182.358818 4.000000,182.358818" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,173.842913 4.000000,173.842913" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,165.327007 4.000000,165.327007" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,156.811101 4.000000,156.811101" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,139.779290 4.000000,139.779290" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,131.263384 4.000000,131.263384" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,122.747479 4.000000,122.747479" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,114.231573 4.000000,114.231573" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,97.199762 4.000000,97.199762" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,88.683856 4.000000,88.683856" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,80.167951 4.000000,80.167951" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,71.652045 4.000000,71.652045" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,54.620234 4.000000,54.620234" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,46.104328 4.000000,46.104328" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,37.588422 4.000000,37.588422" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,29.072517 4.000000,29.072517" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,12.040705 4.000000,12.040705" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,3.524800 4.000000,3.524800" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
            </svg>
        "/></mstyle></math>
p12501
sg15
I3
sass(g1709
g12036
VLog10
p12502
I0
tp12503
(dp12504
g6
VLog10[1000]
p12505
sg8
(lp12506
(dp12507
g11
(lp12508
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>3</mn></mstyle></math>
p12509
sg15
I1
sass(g1709
g12036
g12502
I1
tp12510
(dp12511
g6
VLog10[{2., 5.}]
p12512
sg8
(lp12513
(dp12514
g11
(lp12515
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>0.30103</mn> <mo>,</mo> <mn>0.69897</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p12516
sg15
I2
sass(g1709
g12036
g12502
I2
tp12517
(dp12518
g6
VLog10[E ^ 3]
p12519
sg8
(lp12520
(dp12521
g11
(lp12522
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mfrac><mn>3</mn> <mrow><mi>Log</mi> <mo>[</mo> <mn>10</mn> <mo>]</mo></mrow></mfrac></mstyle></math>
p12523
sg15
I3
sass(g1709
g12036
VLog2
p12524
I0
tp12525
(dp12526
g6
VLog2[4 ^ 8]
p12527
sg8
(lp12528
(dp12529
g11
(lp12530
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>16</mn></mstyle></math>
p12531
sg15
I1
sass(g1709
g12036
g12524
I1
tp12532
(dp12533
g6
VLog2[5.6]
p12534
sg8
(lp12535
(dp12536
g11
(lp12537
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>2.48543</mn></mstyle></math>
p12538
sg15
I2
sass(g1709
g12036
g12524
I2
tp12539
(dp12540
g6
VLog2[E ^ 2]
p12541
sg8
(lp12542
(dp12543
g11
(lp12544
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mfrac><mn>2</mn> <mrow><mi>Log</mi> <mo>[</mo> <mn>2</mn> <mo>]</mo></mrow></mfrac></mstyle></math>
p12545
sg15
I3
sass(g1709
g12036
VLogisticSigmoid
p12546
I0
tp12547
(dp12548
g6
VLogisticSigmoid[0.5]
p12549
sg8
(lp12550
(dp12551
g11
(lp12552
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0.622459</mn></mstyle></math>
p12553
sg15
I1
sass(g1709
g12036
g12546
I1
tp12554
(dp12555
g6
VLogisticSigmoid[0.5 + 2.3 I]
p12556
sg8
(lp12557
(dp12558
g11
(lp12559
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>1.06475</mn> <mo>+</mo> <mrow><mn>0.808177</mn> <mo>&nbsp;</mo> <mi>I</mi></mrow></mrow></mstyle></math>
p12560
sg15
I2
sass(g1709
g12036
g12546
I2
tp12561
(dp12562
g6
VLogisticSigmoid[{-0.2, 0.1, 0.3}]
p12563
sg8
(lp12564
(dp12565
g11
(lp12566
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>0.450166</mn> <mo>,</mo> <mn>0.524979</mn> <mo>,</mo> <mn>0.574443</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p12567
sg15
I3
sass(g1709
g12036
VSec
p12568
I0
tp12569
(dp12570
g6
VSec[0]
p12571
sg8
(lp12572
(dp12573
g11
(lp12574
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>1</mn></mstyle></math>
p12575
sg15
I1
sass(g1709
g12036
g12568
I1
tp12576
(dp12577
g6
VSec[1] (* Sec[1] in Mathematica *)
p12578
sg8
(lp12579
(dp12580
g11
(lp12581
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mfrac><mn>1</mn> <mrow><mi>Cos</mi> <mo>[</mo> <mn>1</mn> <mo>]</mo></mrow></mfrac></mstyle></math>
p12582
sg15
I2
sass(g1709
g12036
g12568
I2
tp12583
(dp12584
g6
VSec[1.]
p12585
sg8
(lp12586
(dp12587
g11
(lp12588
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>1.85082</mn></mstyle></math>
p12589
sg15
I3
sass(g1709
g12036
VSech
p12590
I0
tp12591
(dp12592
g6
VSech[0]
p12593
sg8
(lp12594
(dp12595
g11
(lp12596
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>1</mn></mstyle></math>
p12597
sg15
I1
sass(g1709
g12036
VSin
p12598
I0
tp12599
(dp12600
g6
VSin[0]
p12601
sg8
(lp12602
(dp12603
g11
(lp12604
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0</mn></mstyle></math>
p12605
sg15
I1
sass(g1709
g12036
g12598
I1
tp12606
(dp12607
g6
VSin[0.5]
p12608
sg8
(lp12609
(dp12610
g11
(lp12611
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0.479426</mn></mstyle></math>
p12612
sg15
I2
sass(g1709
g12036
g12598
I2
tp12613
(dp12614
g6
VSin[3 Pi]
p12615
sg8
(lp12616
(dp12617
g11
(lp12618
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0</mn></mstyle></math>
p12619
sg15
I3
sass(g1709
g12036
g12598
I3
tp12620
(dp12621
g6
VSin[1.0 + I]
p12622
sg8
(lp12623
(dp12624
g11
(lp12625
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>1.29846</mn> <mo>+</mo> <mrow><mn>0.634964</mn> <mo>&nbsp;</mo> <mi>I</mi></mrow></mrow></mstyle></math>
p12626
sg15
I4
sass(g1709
g12036
g12598
I4
tp12627
(dp12628
g6
VPlot[Sin[x], {x, -Pi, Pi}]
p12629
sg8
(lp12630
(dp12631
g11
(lp12632
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="247px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-17.666667 -14.610939 435.333333 276.435473">
                <polyline points="0.000000,123.606798 7.142857,136.188225 14.285714,148.611434 21.428571,160.720195 28.571429,172.362234 32.142857,177.962200 35.714286,183.391144 39.285714,188.631985 41.071429,191.176689 42.857143,193.668232 46.428571,198.484040 48.214286,200.804516 50.000000,203.064257 51.785714,205.261485 53.571429,207.394471 54.464286,208.436347 55.357143,209.461537 56.250000,210.469840 57.142857,211.461058 58.928571,213.391459 60.714286,215.251223 61.607143,216.154156 62.500000,217.038885 63.392857,217.905237 63.839286,218.331468 64.285714,218.753040 66.071429,220.392339 66.964286,221.183513 67.857143,221.955493 68.750000,222.708128 69.196429,223.077145 69.642857,223.441271 70.535714,224.154776 70.982143,224.504121 71.205357,224.676933 71.428571,224.848504 72.321429,225.522318 73.214286,226.176085 74.107143,226.809678 75.000000,227.422971 75.892857,228.015844 76.339286,228.304586 76.785714,228.588179 77.678571,229.139866 78.125000,229.407931 78.348214,229.540014 78.571429,229.670794 79.464286,230.180860 79.910714,230.428038 80.357143,230.669963 80.803571,230.906623 81.250000,231.138007 81.696429,231.364103 82.142857,231.584901 82.589286,231.800388 83.035714,232.010555 83.482143,232.215391 83.705357,232.315807 83.928571,232.414886 84.375000,232.609031 84.821429,232.797816 85.267857,232.981231 85.491071,233.070922 85.714286,233.159268 86.607143,233.499171 87.053571,233.661021 87.500000,233.817459 87.946429,233.968478 88.169643,234.041952 88.392857,234.114069 88.839286,234.254227 89.062500,234.322265 89.285714,234.388943 89.732143,234.518211 89.955357,234.580801 90.178571,234.642026 90.401786,234.701886 90.625000,234.760380 90.848214,234.817508 91.071429,234.873269 91.517857,234.980686 91.741071,235.032341 91.964286,235.082626 92.187500,235.131541 92.410714,235.179084 92.633929,235.225256 92.857143,235.270056 93.750000,235.435523 94.196429,235.510009 94.642857,235.578993 95.089286,235.642470 95.312500,235.672143 95.535714,235.700438 95.982143,235.752894 96.205357,235.777054 96.428571,235.799835 96.875000,235.841260 97.098214,235.859902 97.321429,235.877165 97.544643,235.893047 97.767857,235.907549 97.991071,235.920670 98.214286,235.932411 98.660714,235.951749 98.883929,235.959346 99.107143,235.965563 99.330357,235.970397 99.553571,235.973851 99.776786,235.975923 100.000000,235.976614 100.892857,235.965563 101.339286,235.951749 101.785714,235.932411 102.232143,235.907549 102.455357,235.893047 102.678571,235.877165 103.125000,235.841260 103.348214,235.821237 103.571429,235.799835 104.017857,235.752894 104.241071,235.727355 104.464286,235.700438 104.687500,235.672143 104.910714,235.642470 105.133929,235.611420 105.357143,235.578993 105.803571,235.510009 106.026786,235.473453 106.250000,235.435523 106.473214,235.396217 106.696429,235.355537 106.919643,235.313483 107.142857,235.270056 108.035714,235.082626 108.482143,234.980686 108.928571,234.873269 109.375000,234.760380 109.598214,234.701886 109.821429,234.642026 110.267857,234.518211 110.491071,234.454258 110.714286,234.388943 111.160714,234.254227 111.607143,234.114069 112.053571,233.968478 112.276786,233.893647 112.500000,233.817459 112.946429,233.661021 113.392857,233.499171 113.839286,233.331918 114.062500,233.246267 114.285714,233.159268 115.178571,232.797816 115.625000,232.609031 116.071429,232.414886 116.517857,232.215391 116.741071,232.113640 116.964286,232.010555 117.410714,231.800388 117.633929,231.693309 117.857143,231.584901 118.303571,231.364103 118.750000,231.138007 119.196429,230.906623 119.642857,230.669963 120.535714,230.180860 120.982143,229.928441 121.205357,229.800270 121.428571,229.670794 122.321429,229.139866 122.767857,228.866611 123.214286,228.588179 123.660714,228.304586 124.107143,228.015844 125.000000,227.422971 125.892857,226.809678 126.339286,226.495411 126.785714,226.176085 127.678571,225.522318 128.125000,225.187908 128.571429,224.848504 129.464286,224.154776 130.357143,223.441271 130.803571,223.077145 131.250000,222.708128 132.142857,221.955493 133.035714,221.183513 133.928571,220.392339 134.821429,219.582129 135.714286,218.753040 136.607143,217.905237 137.500000,217.038885 138.392857,216.154156 139.285714,215.251223 141.071429,213.391459 141.964286,212.434994 142.857143,211.461058 144.642857,209.461537 146.428571,207.394471 148.214286,205.261485 150.000000,203.064257 153.571429,198.484040 155.357143,196.104655 157.142857,193.668232 160.714286,188.631985 164.285714,183.391144 171.428571,172.362234 178.571429,160.720195 185.714286,148.611434 192.857143,136.188225 200.000000,123.606798 207.142857,111.025370 214.285714,98.602161 221.428571,86.493400 228.571429,74.851362 232.142857,69.251395 235.714286,63.822451 239.285714,58.581611 241.071429,56.036907 242.857143,53.545363 246.428571,48.729555 248.214286,46.409079 250.000000,44.149339 251.785714,41.952111 253.571429,39.819125 254.464286,38.777249 255.357143,37.752058 256.250000,36.743755 257.142857,35.752538 258.928571,33.822136 260.714286,31.962373 261.607143,31.059440 262.500000,30.174710 263.392857,29.308359 263.839286,28.882128 264.285714,28.460555 266.071429,26.821256 266.964286,26.030083 267.857143,25.258103 268.750000,24.505467 269.196429,24.136450 269.642857,23.772325 270.535714,23.058820 270.982143,22.709475 271.205357,22.536662 271.428571,22.365092 272.321429,21.691278 273.214286,21.037510 274.107143,20.403917 275.000000,19.790625 275.892857,19.197752 276.339286,18.909010 276.785714,18.625416 277.678571,18.073730 278.125000,17.805664 278.348214,17.673582 278.571429,17.542801 279.464286,17.032736 279.910714,16.785558 280.357143,16.543632 280.803571,16.306972 281.250000,16.075588 281.696429,15.849492 282.142857,15.628695 282.589286,15.413208 283.035714,15.203041 283.482143,14.998204 283.705357,14.897789 283.928571,14.798709 284.375000,14.604564 284.821429,14.415780 285.267857,14.232364 285.491071,14.142673 285.714286,14.054328 286.607143,13.714424 287.053571,13.552574 287.500000,13.396136 287.946429,13.245118 288.169643,13.171643 288.392857,13.099526 288.839286,12.959369 289.062500,12.891330 289.285714,12.824653 289.732143,12.695384 289.955357,12.632795 290.178571,12.571570 290.401786,12.511710 290.625000,12.453215 290.848214,12.396087 291.071429,12.340327 291.517857,12.232910 291.741071,12.181255 291.964286,12.130970 292.187500,12.082055 292.410714,12.034511 292.633929,11.988339 292.857143,11.943539 293.750000,11.778073 294.196429,11.703587 294.642857,11.634603 295.089286,11.571125 295.312500,11.541452 295.535714,11.513157 295.982143,11.460701 296.205357,11.436541 296.428571,11.413760 296.875000,11.372336 297.098214,11.353693 297.321429,11.336431 297.544643,11.320549 297.767857,11.306047 297.991071,11.292925 298.214286,11.281185 298.660714,11.261847 298.883929,11.254249 299.107143,11.248033 299.330357,11.243198 299.553571,11.239744 299.776786,11.237672 300.000000,11.236982 300.892857,11.248033 301.339286,11.261847 301.785714,11.281185 302.232143,11.306047 302.455357,11.320549 302.678571,11.336431 303.125000,11.372336 303.348214,11.392358 303.571429,11.413760 304.017857,11.460701 304.241071,11.486240 304.464286,11.513157 304.687500,11.541452 304.910714,11.571125 305.133929,11.602176 305.357143,11.634603 305.803571,11.703587 306.026786,11.740142 306.250000,11.778073 306.473214,11.817379 306.696429,11.858059 306.919643,11.900112 307.142857,11.943539 308.035714,12.130970 308.482143,12.232910 308.928571,12.340327 309.375000,12.453215 309.598214,12.511710 309.821429,12.571570 310.267857,12.695384 310.491071,12.759337 310.714286,12.824653 311.160714,12.959369 311.607143,13.099526 312.053571,13.245118 312.276786,13.319949 312.500000,13.396136 312.946429,13.552574 313.392857,13.714424 313.839286,13.881678 314.062500,13.967329 314.285714,14.054328 315.178571,14.415780 315.625000,14.604564 316.071429,14.798709 316.517857,14.998204 316.741071,15.099956 316.964286,15.203041 317.410714,15.413208 317.633929,15.520287 317.857143,15.628695 318.303571,15.849492 318.750000,16.075588 319.196429,16.306972 319.642857,16.543632 320.535714,17.032736 320.982143,17.285154 321.205357,17.413325 321.428571,17.542801 322.321429,18.073730 322.767857,18.346985 323.214286,18.625416 323.660714,18.909010 324.107143,19.197752 325.000000,19.790625 325.892857,20.403917 326.339286,20.718184 326.785714,21.037510 327.678571,21.691278 328.125000,22.025687 328.571429,22.365092 329.464286,23.058820 330.357143,23.772325 330.803571,24.136450 331.250000,24.505467 332.142857,25.258103 333.035714,26.030083 333.928571,26.821256 334.821429,27.631467 335.714286,28.460555 336.607143,29.308359 337.500000,30.174710 338.392857,31.059440 339.285714,31.962373 341.071429,33.822136 341.964286,34.778601 342.857143,35.752538 344.642857,37.752058 346.428571,39.819125 348.214286,41.952111 350.000000,44.149339 353.571429,48.729555 355.357143,51.108941 357.142857,53.545363 360.714286,58.581611 364.285714,63.822451 371.428571,74.851362 378.571429,86.493400 385.714286,98.602161 392.857143,111.025370 400.000000,123.606798" style="stroke: rgb(24.720000%, 24.000000%, 60.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="-16.000000,123.606798 416.000000,123.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="9.014068" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-3</mtext></math></foreignObject>
<foreignObject x="72.676046" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-2</mtext></math></foreignObject>
<foreignObject x="136.338023" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-1</mtext></math></foreignObject>
<foreignObject x="263.661977" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1</mn></math></foreignObject>
<foreignObject x="327.323954" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>2</mn></math></foreignObject>
<foreignObject x="390.985932" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>3</mn></math></foreignObject>
<polyline points="9.014068,123.606798 9.014068,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="72.676046,123.606798 72.676046,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="136.338023,123.606798 136.338023,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="263.661977,123.606798 263.661977,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="327.323954,123.606798 327.323954,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="390.985932,123.606798 390.985932,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="-3.718327,123.606798 -3.718327,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="21.746464,123.606798 21.746464,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="34.478859,123.606798 34.478859,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="47.211255,123.606798 47.211255,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="59.943650,123.606798 59.943650,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="85.408441,123.606798 85.408441,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="98.140836,123.606798 98.140836,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="110.873232,123.606798 110.873232,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="123.605627,123.606798 123.605627,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="149.070418,123.606798 149.070418,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="161.802814,123.606798 161.802814,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="174.535209,123.606798 174.535209,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="187.267605,123.606798 187.267605,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="212.732395,123.606798 212.732395,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="225.464791,123.606798 225.464791,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="238.197186,123.606798 238.197186,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="250.929582,123.606798 250.929582,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="276.394373,123.606798 276.394373,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="289.126768,123.606798 289.126768,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="301.859164,123.606798 301.859164,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="314.591559,123.606798 314.591559,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="340.056350,123.606798 340.056350,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="352.788745,123.606798 352.788745,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="365.521141,123.606798 365.521141,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="378.253536,123.606798 378.253536,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="403.718327,123.606798 403.718327,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="200.000000,260.157867 200.000000,-12.944272" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="197.333333" y="235.976614" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-1.0</mtext></math></foreignObject>
<foreignObject x="197.333333" y="179.791706" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-0.5</mtext></math></foreignObject>
<foreignObject x="197.333333" y="67.421890" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.5</mn></math></foreignObject>
<foreignObject x="197.333333" y="11.236982" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1.0</mn></math></foreignObject>
<polyline points="200.000000,235.976614 206.666667,235.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,179.791706 206.666667,179.791706" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,67.421890 206.666667,67.421890" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,11.236982 206.666667,11.236982" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,247.213595 204.000000,247.213595" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,224.739632 204.000000,224.739632" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,213.502651 204.000000,213.502651" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,202.265669 204.000000,202.265669" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,191.028687 204.000000,191.028687" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,168.554724 204.000000,168.554724" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,157.317743 204.000000,157.317743" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,146.080761 204.000000,146.080761" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,134.843779 204.000000,134.843779" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,112.369816 204.000000,112.369816" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,101.132835 204.000000,101.132835" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,89.895853 204.000000,89.895853" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,78.658871 204.000000,78.658871" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,56.184908 204.000000,56.184908" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,44.947926 204.000000,44.947926" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,33.710945 204.000000,33.710945" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,22.473963 204.000000,22.473963" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,0.000000 204.000000,0.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
            </svg>
        "/></mstyle></math>
p12633
sg15
I5
sass(g1709
g12036
VSinh
p12634
I0
tp12635
(dp12636
g6
VSinh[0]
p12637
sg8
(lp12638
(dp12639
g11
(lp12640
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0</mn></mstyle></math>
p12641
sg15
I1
sass(g1709
g12036
VTan
p12642
I0
tp12643
(dp12644
g6
VTan[0]
p12645
sg8
(lp12646
(dp12647
g11
(lp12648
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0</mn></mstyle></math>
p12649
sg15
I1
sass(g1709
g12036
g12642
I1
tp12650
(dp12651
g6
VTan[Pi / 2]
p12652
sg8
(lp12653
(dp12654
g11
(lp12655
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>ComplexInfinity</mi></mstyle></math>
p12656
sg15
I2
sass(g1709
g12036
VTanh
p12657
I0
tp12658
(dp12659
g6
VTanh[0]
p12660
sg8
(lp12661
(dp12662
g11
(lp12663
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0</mn></mstyle></math>
p12664
sg15
I1
sass(g1709
VDrawing Graphics
p12665
VAbsoluteThickness
p12666
I0
tp12667
(dp12668
g6
VGraphics[Table[{AbsoluteThickness[t], Line[{{20 t, 10}, {20 t, 80}}], Text[ToString[t]<>"pt", {20 t, 0}]}, {t, 0, 10}]]
p12669
sg8
(lp12670
(dp12671
g11
(lp12672
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="176px" src="data:image/svg+xml;base64,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"/></mstyle></math>
p12673
sg15
I1
sass(g1709
g12665
VArrow
p12674
I0
tp12675
(dp12676
g6
VGraphics[Arrow[{{0,0}, {1,1}}]]
p12677
sg8
(lp12678
(dp12679
g11
(lp12680
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="350px" height="350px" src="data:image/svg+xml;base64,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"/></mstyle></math>
p12681
sg15
I1
sass(g1709
g12665
g12674
I1
tp12682
(dp12683
g6
VGraphics[{Circle[], Arrow[{{2, 1}, {0, 0}}, 1]}]
p12684
sg8
(lp12685
(dp12686
g11
(lp12687
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="368px" height="350px" src="data:image/svg+xml;base64,CiAgICAgICAgICAgIDxzdmcgeG1sbnM6c3ZnPSJodHRwOi8vd3d3LnczLm9yZy8yMDAwL3N2ZyIKICAgICAgICAgICAgICAgIHhtbG5zPSJodHRwOi8vd3d3LnczLm9yZy8yMDAwL3N2ZyIKICAgICAgICAgICAgICAgIHZlcnNpb249IjEuMSIKICAgICAgICAgICAgICAgIHZpZXdCb3g9Ii0xLjMzMzMzMyAtMS4zMzMzMzMgMzcxLjQ3NTI0MiAzNTIuNjY2NjY3Ij4KICAgICAgICAgICAgICAgIDxlbGxpcHNlIGN4PSIxNzUuMDAwMDAwIiBjeT0iMTc1LjAwMDAwMCIgcng9IjE3NS4wMDAwMDAiIHJ5PSIxNzUuMDAwMDAwIiBzdHlsZT0ic3Ryb2tlOiByZ2IoMC4wMDAwMDAlLCAwLjAwMDAwMCUsIDAuMDAwMDAwJSk7IHN0cm9rZS1vcGFjaXR5OiAxOyBzdHJva2Utd2lkdGg6IDAuNjY2NjY3cHg7IGZpbGw6IG5vbmUiIC8+Cjxwb2x5bGluZSBwb2ludHM9IjM2OC40NzUyNDIsNzguMjYyMzc5IDMzMS41MjQ3NTgsOTYuNzM3NjIxIiBzdHlsZT0ic3Ryb2tlOiByZ2IoMC4wMDAwMDAlLCAwLjAwMDAwMCUsIDAuMDAwMDAwJSk7IHN0cm9rZS1vcGFjaXR5OiAxOyBzdHJva2Utd2lkdGg6IDAuNjY2NjY3cHg7IGZpbGw6IG5vbmUiIC8+PHBvbHlnb24gcG9pbnRzPSIzMzEuNTI0NzU4LDk2LjczNzYyMSAzNDQuMDgyNTY5LDg1LjUwMTY4NSAzNDQuNzQzNTA3LDkwLjEyODI0NyAzNDguMDQ4MTk0LDkzLjQzMjkzNCIgc3R5bGU9InN0cm9rZTogbm9uZTsgc3Ryb2tlLXdpZHRoOiAwLjY2NjY2N3B4OyBmaWxsOiByZ2IoMC4wMDAwMDAlLCAwLjAwMDAwMCUsIDAuMDAwMDAwJSk7IGZpbGwtb3BhY2l0eTogMSIgLz4KICAgICAgICAgICAgPC9zdmc+CiAgICAgICAg"/></mstyle></math>
p12688
sg15
I2
sass(g1709
g12665
g12674
I2
tp12689
(dp12690
g6
VTable[Graphics[{Circle[], Arrow[Table[{Cos[phi],Sin[phi]},{phi,0,2*Pi,Pi/2}],{d, d}]}],{d,0,2,0.5}]
p12691
sg8
(lp12692
(dp12693
g11
(lp12694
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mglyph width="175px" height="175px" src="data:image/svg+xml;base64,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"/> <mo>,</mo> <mglyph width="174px" height="175px" src="data:image/svg+xml;base64,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"/> <mo>,</mo> <mglyph width="174px" height="175px" src="data:image/svg+xml;base64,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"/> <mo>,</mo> <mglyph width="175px" height="175px" src="data:image/svg+xml;base64,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"/> <mo>,</mo> <mglyph width="175px" height="175px" src="data:image/svg+xml;base64,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"/></mrow> <mo>}</mo></mrow></mstyle></math>
p12695
sg15
I3
sass(g1709
g12665
VArrowheads
p12696
I0
tp12697
(dp12698
g6
VGraphics[{Circle[],Arrowheads[{-0.04, 0.04}], Arrow[{{0, 0}, {2, 2}}, {1,1}]}]
p12699
sg8
(lp12700
(dp12701
g11
(lp12702
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="349px" height="350px" src="data:image/svg+xml;base64,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"/></mstyle></math>
p12703
sg15
I1
sass(g1709
g12665
g12696
I1
tp12704
(dp12705
g6
VGraphics[{Circle[], Arrowheads[{{0.04, 1, Graphics[{Red, Disk[]}]}}], Arrow[{{0, 0}, {Cos[Pi/3],Sin[Pi/3]}}]}]
p12706
sg8
(lp12707
(dp12708
g11
(lp12709
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="350px" height="350px" src="data:image/svg+xml;base64,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"/></mstyle></math>
p12710
sg15
I2
sass(g1709
g12665
g12696
I2
tp12711
(dp12712
g6
VGraphics[{Arrowheads[Table[{0.04, i/10, Graphics[Disk[]]},{i,1,10}]], Arrow[{{0, 0}, {6, 5}, {1, -3}, {-2, 2}}]}]
p12713
sg8
(lp12714
(dp12715
g11
(lp12716
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="350px" height="350px" src="data:image/svg+xml;base64,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"/></mstyle></math>
p12717
sg15
I3
sass(g1709
g12665
VAutomatic
p12718
I0
tp12719
(dp12720
g6
VCases[Options[Plot], HoldPattern[_ :> Automatic]]
p12721
sg8
(lp12722
(dp12723
g11
(lp12724
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mi>Background</mi> <mo>:&gt;</mo> <mi>Automatic</mi></mrow> <mo>,</mo> <mrow><mi>Exclusions</mi> <mo>:&gt;</mo> <mi>Automatic</mi></mrow> <mo>,</mo> <mrow><mi>ImageSize</mi> <mo>:&gt;</mo> <mi>Automatic</mi></mrow> <mo>,</mo> <mrow><mi>MaxRecursion</mi> <mo>:&gt;</mo> <mi>Automatic</mi></mrow> <mo>,</mo> <mrow><mi>PlotRange</mi> <mo>:&gt;</mo> <mi>Automatic</mi></mrow> <mo>,</mo> <mrow><mi>PlotRangePadding</mi> <mo>:&gt;</mo> <mi>Automatic</mi></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p12725
sg15
I1
sass(g1709
g12665
VBezierCurve
p12726
I0
tp12727
(dp12728
g6
VGraphics[BezierCurve[{{0, 0},{1, 1},{2, -1},{3, 0}}]]
p12729
sg8
(lp12730
(dp12731
g11
(lp12732
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="267px" src="data:image/svg+xml;base64,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"/></mstyle></math>
p12733
sg15
I1
sass(g1709
g12665
g12726
I1
tp12734
(dp12735
g6
VModule[{p={{0, 0},{1, 1},{2, -1},{4, 0}}}, Graphics[{BezierCurve[p], Red, Point[Table[BezierFunction[p][x], {x, 0, 1, 0.1}]]}]]
p12736
sg8
(lp12737
(dp12738
g11
(lp12739
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="200px" src="data:image/svg+xml;base64,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"/></mstyle></math>
p12740
sg15
I2
sass(g1709
g12665
VBlack
p12741
I0
tp12742
(dp12743
g6
VGraphics[{EdgeForm[Black], Black, Disk[]}, ImageSize->Small]
p12744
sg8
(lp12745
(dp12746
g11
(lp12747
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="200px" height="200px" src="data:image/svg+xml;base64,CiAgICAgICAgICAgIDxzdmcgeG1sbnM6c3ZnPSJodHRwOi8vd3d3LnczLm9yZy8yMDAwL3N2ZyIKICAgICAgICAgICAgICAgIHhtbG5zPSJodHRwOi8vd3d3LnczLm9yZy8yMDAwL3N2ZyIKICAgICAgICAgICAgICAgIHZlcnNpb249IjEuMSIKICAgICAgICAgICAgICAgIHZpZXdCb3g9Ii0xLjMzMzMzMyAtMS4zMzMzMzMgMjAyLjY2NjY2NyAyMDIuNjY2NjY3Ij4KICAgICAgICAgICAgICAgIDxlbGxpcHNlIGN4PSIxMDAuMDAwMDAwIiBjeT0iMTAwLjAwMDAwMCIgcng9IjEwMC4wMDAwMDAiIHJ5PSIxMDAuMDAwMDAwIiBzdHlsZT0ic3Ryb2tlOiByZ2IoMC4wMDAwMDAlLCAwLjAwMDAwMCUsIDAuMDAwMDAwJSk7IHN0cm9rZS1vcGFjaXR5OiAxLjA7IHN0cm9rZS13aWR0aDogMC42NjY2NjdweDsgZmlsbDogcmdiKDAuMDAwMDAwJSwgMC4wMDAwMDAlLCAwLjAwMDAwMCUpOyBmaWxsLW9wYWNpdHk6IDEuMCIgLz4KICAgICAgICAgICAgPC9zdmc+CiAgICAgICAg"/></mstyle></math>
p12748
sg15
I1
sass(g1709
g12665
g12741
I1
tp12749
(dp12750
g6
VBlack // ToBoxes
p12751
sg8
(lp12752
(dp12753
g11
(lp12754
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>StyleBox</mi> <mo>[</mo> <mrow><mrow><mi>GraphicsBox</mi> <mo>[</mo> <mrow><mrow><mo>{</mo> <mrow><mrow><mi>EdgeForm</mi> <mo>[</mo> <mglyph width="16px" height="16px" src="data:image/svg+xml;base64,CiAgICAgICAgICAgIDxzdmcgeG1sbnM6c3ZnPSJodHRwOi8vd3d3LnczLm9yZy8yMDAwL3N2ZyIKICAgICAgICAgICAgICAgIHhtbG5zPSJodHRwOi8vd3d3LnczLm9yZy8yMDAwL3N2ZyIKICAgICAgICAgICAgICAgIHZlcnNpb249IjEuMSIKICAgICAgICAgICAgICAgIHZpZXdCb3g9Ii0xLjMzMzMzMyAtMS4zMzMzMzMgMTguNjY2NjY3IDE4LjY2NjY2NyI+CiAgICAgICAgICAgICAgICA8cmVjdCB4PSIwLjAwMDAwMCIgeT0iMC4wMDAwMDAiIHdpZHRoPSIxNi4wMDAwMDAiIGhlaWdodD0iMTYuMDAwMDAwIiBzdHlsZT0ic3Ryb2tlOiByZ2IoMC4wMDAwMDAlLCAwLjAwMDAwMCUsIDAuMDAwMDAwJSk7IHN0cm9rZS1vcGFjaXR5OiAxLjA7IHN0cm9rZS13aWR0aDogMC42NjY2NjdweDsgZmlsbDogcmdiKDAuMDAwMDAwJSwgMC4wMDAwMDAlLCAwLjAwMDAwMCUpOyBmaWxsLW9wYWNpdHk6IDEuMCIgLz4KICAgICAgICAgICAgPC9zdmc+CiAgICAgICAg"/> <mo>]</mo></mrow> <mo>,</mo> <mglyph width="16px" height="16px" src="data:image/svg+xml;base64,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"/> <mo>,</mo> <mrow><mi>RectangleBox</mi> <mo>[</mo> <mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mi>$OptionSyntax</mi> <mo>-&gt;</mo> <mi>Ignore</mi></mrow> <mo>,</mo> <mrow><mi>AspectRatio</mi> <mo>-&gt;</mo> <mi>Automatic</mi></mrow> <mo>,</mo> <mrow><mi>Axes</mi> <mo>-&gt;</mo> <mi>False</mi></mrow> <mo>,</mo> <mrow><mi>AxesStyle</mi> <mo>-&gt;</mo> <mrow><mo>{</mo> <mo>}</mo></mrow></mrow> <mo>,</mo> <mrow><mi>Background</mi> <mo>-&gt;</mo> <mi>Automatic</mi></mrow> <mo>,</mo> <mrow><mi>ImageSize</mi> <mo>-&gt;</mo> <mn>16</mn></mrow> <mo>,</mo> <mrow><mi>LabelStyle</mi> <mo>-&gt;</mo> <mrow><mo>{</mo> <mo>}</mo></mrow></mrow> <mo>,</mo> <mrow><mi>PlotRange</mi> <mo>-&gt;</mo> <mi>Automatic</mi></mrow> <mo>,</mo> <mrow><mi>PlotRangePadding</mi> <mo>-&gt;</mo> <mi>Automatic</mi></mrow> <mo>,</mo> <mrow><mi>TicksStyle</mi> <mo>-&gt;</mo> <mrow><mo>{</mo> <mo>}</mo></mrow></mrow></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>ImageSizeMultipliers</mi> <mo>-&gt;</mo> <mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow></mrow></mrow> <mo>]</mo></mrow></mstyle></math>
p12755
sg15
I2
sass(g1709
g12665
g12741
I2
tp12756
(dp12757
g6
VBlack
p12758
sg8
(lp12759
(dp12760
g11
(lp12761
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="16px" height="16px" src="data:image/svg+xml;base64,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"/></mstyle></math>
p12762
sg15
I3
sass(g1709
g12665
VBlend
p12763
I0
tp12764
(dp12765
g6
VBlend[{Red, Blue}]
p12766
sg8
(lp12767
(dp12768
g11
(lp12769
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="16px" height="16px" src="data:image/svg+xml;base64,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"/></mstyle></math>
p12770
sg15
I1
sass(g1709
g12665
g12763
I1
tp12771
(dp12772
g6
VBlend[{Red, Blue}, 0.3]
p12773
sg8
(lp12774
(dp12775
g11
(lp12776
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="16px" height="16px" src="data:image/svg+xml;base64,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"/></mstyle></math>
p12777
sg15
I2
sass(g1709
g12665
g12763
I2
tp12778
(dp12779
g6
VBlend[{Red, Blue, Green}, 0.75]
p12780
sg8
(lp12781
(dp12782
g11
(lp12783
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="16px" height="16px" src="data:image/svg+xml;base64,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"/></mstyle></math>
p12784
sg15
I3
sass(g1709
g12665
g12763
I3
tp12785
(dp12786
g6
VGraphics[Table[{Blend[{Red, Green, Blue}, x], Rectangle[{10 x, 0}]}, {x, 0, 1, 1/10}]]
p12787
sg8
(lp12788
(dp12789
g11
(lp12790
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="36px" src="data:image/svg+xml;base64,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"/></mstyle></math>
p12791
sg15
I4
sass(g1709
g12665
g12763
I4
tp12792
(dp12793
g6
VGraphics[Table[{Blend[{RGBColor[1, 0.5, 0, 0.5], RGBColor[0, 0, 1, 0.5]}, x], Disk[{5x, 0}]}, {x, 0, 1, 1/10}]]
p12794
sg8
(lp12795
(dp12796
g11
(lp12797
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="114px" src="data:image/svg+xml;base64,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"/></mstyle></math>
p12798
sg15
I5
sass(g1709
g12665
VBlue
p12799
I0
tp12800
(dp12801
g6
VGraphics[{EdgeForm[Black], Blue, Disk[]}, ImageSize->Small]
p12802
sg8
(lp12803
(dp12804
g11
(lp12805
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="200px" height="200px" src="data:image/svg+xml;base64,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"/></mstyle></math>
p12806
sg15
I1
sass(g1709
g12665
g12799
I1
tp12807
(dp12808
g6
VBlue // ToBoxes
p12809
sg8
(lp12810
(dp12811
g11
(lp12812
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>StyleBox</mi> <mo>[</mo> <mrow><mrow><mi>GraphicsBox</mi> <mo>[</mo> <mrow><mrow><mo>{</mo> <mrow><mrow><mi>EdgeForm</mi> <mo>[</mo> <mglyph width="16px" height="16px" src="data:image/svg+xml;base64,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"/> <mo>]</mo></mrow> <mo>,</mo> <mglyph width="16px" height="16px" src="data:image/svg+xml;base64,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"/> <mo>,</mo> <mrow><mi>RectangleBox</mi> <mo>[</mo> <mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mi>$OptionSyntax</mi> <mo>-&gt;</mo> <mi>Ignore</mi></mrow> <mo>,</mo> <mrow><mi>AspectRatio</mi> <mo>-&gt;</mo> <mi>Automatic</mi></mrow> <mo>,</mo> <mrow><mi>Axes</mi> <mo>-&gt;</mo> <mi>False</mi></mrow> <mo>,</mo> <mrow><mi>AxesStyle</mi> <mo>-&gt;</mo> <mrow><mo>{</mo> <mo>}</mo></mrow></mrow> <mo>,</mo> <mrow><mi>Background</mi> <mo>-&gt;</mo> <mi>Automatic</mi></mrow> <mo>,</mo> <mrow><mi>ImageSize</mi> <mo>-&gt;</mo> <mn>16</mn></mrow> <mo>,</mo> <mrow><mi>LabelStyle</mi> <mo>-&gt;</mo> <mrow><mo>{</mo> <mo>}</mo></mrow></mrow> <mo>,</mo> <mrow><mi>PlotRange</mi> <mo>-&gt;</mo> <mi>Automatic</mi></mrow> <mo>,</mo> <mrow><mi>PlotRangePadding</mi> <mo>-&gt;</mo> <mi>Automatic</mi></mrow> <mo>,</mo> <mrow><mi>TicksStyle</mi> <mo>-&gt;</mo> <mrow><mo>{</mo> <mo>}</mo></mrow></mrow></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>ImageSizeMultipliers</mi> <mo>-&gt;</mo> <mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow></mrow></mrow> <mo>]</mo></mrow></mstyle></math>
p12813
sg15
I2
sass(g1709
g12665
g12799
I2
tp12814
(dp12815
g6
VBlue
p12816
sg8
(lp12817
(dp12818
g11
(lp12819
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="16px" height="16px" src="data:image/svg+xml;base64,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"/></mstyle></math>
p12820
sg15
I3
sass(g1709
g12665
VCMYKColor
p12821
I0
tp12822
(dp12823
g6
VGraphics[MapIndexed[{CMYKColor @@ #1, Disk[2*#2 ~Join~ {0}]} &, IdentityMatrix[4]], ImageSize->Small]
p12824
sg8
(lp12825
(dp12826
g11
(lp12827
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="200px" height="50px" src="data:image/svg+xml;base64,CiAgICAgICAgICAgIDxzdmcgeG1sbnM6c3ZnPSJodHRwOi8vd3d3LnczLm9yZy8yMDAwL3N2ZyIKICAgICAgICAgICAgICAgIHhtbG5zPSJodHRwOi8vd3d3LnczLm9yZy8yMDAwL3N2ZyIKICAgICAgICAgICAgICAgIHZlcnNpb249IjEuMSIKICAgICAgICAgICAgICAgIHZpZXdCb3g9Ii0xLjAwMDAwMCAtMS4wMDAwMDAgMjAyLjAwMDAwMCA1Mi4wMDAwMDAiPgogICAgICAgICAgICAgICAgPGVsbGlwc2UgY3g9IjI1LjAwMDAwMCIgY3k9IjI1LjAwMDAwMCIgcng9IjI1LjAwMDAwMCIgcnk9IjI1LjAwMDAwMCIgc3R5bGU9InN0cm9rZTogbm9uZTsgc3Ryb2tlLXdpZHRoOiAwLjAwMDAwMHB4OyBmaWxsOiByZ2IoMC4wMDAwMDAlLCAxMDAuMDAwMDAwJSwgMTAwLjAwMDAwMCUpOyBmaWxsLW9wYWNpdHk6IDEuMCIgLz4KPGVsbGlwc2UgY3g9Ijc1LjAwMDAwMCIgY3k9IjI1LjAwMDAwMCIgcng9IjI1LjAwMDAwMCIgcnk9IjI1LjAwMDAwMCIgc3R5bGU9InN0cm9rZTogbm9uZTsgc3Ryb2tlLXdpZHRoOiAwLjAwMDAwMHB4OyBmaWxsOiByZ2IoMTAwLjAwMDAwMCUsIDAuMDAwMDAwJSwgMTAwLjAwMDAwMCUpOyBmaWxsLW9wYWNpdHk6IDEuMCIgLz4KPGVsbGlwc2UgY3g9IjEyNS4wMDAwMDAiIGN5PSIyNS4wMDAwMDAiIHJ4PSIyNS4wMDAwMDAiIHJ5PSIyNS4wMDAwMDAiIHN0eWxlPSJzdHJva2U6IG5vbmU7IHN0cm9rZS13aWR0aDogMC4wMDAwMDBweDsgZmlsbDogcmdiKDEwMC4wMDAwMDAlLCAxMDAuMDAwMDAwJSwgMC4wMDAwMDAlKTsgZmlsbC1vcGFjaXR5OiAxLjAiIC8+CjxlbGxpcHNlIGN4PSIxNzUuMDAwMDAwIiBjeT0iMjUuMDAwMDAwIiByeD0iMjUuMDAwMDAwIiByeT0iMjUuMDAwMDAwIiBzdHlsZT0ic3Ryb2tlOiBub25lOyBzdHJva2Utd2lkdGg6IDAuMDAwMDAwcHg7IGZpbGw6IHJnYigwLjAwMDAwMCUsIDAuMDAwMDAwJSwgMC4wMDAwMDAlKTsgZmlsbC1vcGFjaXR5OiAxLjAiIC8+CiAgICAgICAgICAgIDwvc3ZnPgogICAgICAgIA=="/></mstyle></math>
p12828
sg15
I1
sass(g1709
g12665
VCircle
p12829
I0
tp12830
(dp12831
g6
VGraphics[{Red, Circle[{0, 0}, {2, 1}]}]
p12832
sg8
(lp12833
(dp12834
g11
(lp12835
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="200px" src="data:image/svg+xml;base64,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"/></mstyle></math>
p12836
sg15
I1
sass(g1709
g12665
g12829
I1
tp12837
(dp12838
g6
VGraphics[{Circle[], Disk[{0, 0}, {1, 1}, {0, 2.1}]}]
p12839
sg8
(lp12840
(dp12841
g11
(lp12842
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="350px" height="350px" src="data:image/svg+xml;base64,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"/></mstyle></math>
p12843
sg15
I2
sass(g1709
g12665
VColorDistance
p12844
I0
tp12845
(dp12846
g6
VColorDistance[Magenta, Green]
p12847
sg8
(lp12848
(dp12849
g11
(lp12850
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>2.2507</mn></mstyle></math>
p12851
sg15
I1
sass(g1709
g12665
g12844
I1
tp12852
(dp12853
g6
VColorDistance[{Red, Blue}, {Green, Yellow}, DistanceFunction -> {"CMC", "Perceptibility"}]
p12854
sg8
(lp12855
(dp12856
g11
(lp12857
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>1.0495</mn> <mo>,</mo> <mn>1.27455</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p12858
sg15
I2
sass(g1709
g12665
VCyan
p12859
I0
tp12860
(dp12861
g6
VGraphics[{EdgeForm[Black], Cyan, Disk[]}, ImageSize->Small]
p12862
sg8
(lp12863
(dp12864
g11
(lp12865
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="200px" height="200px" src="data:image/svg+xml;base64,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"/></mstyle></math>
p12866
sg15
I1
sass(g1709
g12665
g12859
I1
tp12867
(dp12868
g6
VCyan // ToBoxes
p12869
sg8
(lp12870
(dp12871
g11
(lp12872
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>StyleBox</mi> <mo>[</mo> <mrow><mrow><mi>GraphicsBox</mi> <mo>[</mo> <mrow><mrow><mo>{</mo> <mrow><mrow><mi>EdgeForm</mi> <mo>[</mo> <mglyph width="16px" height="16px" src="data:image/svg+xml;base64,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"/> <mo>]</mo></mrow> <mo>,</mo> <mglyph width="16px" height="16px" src="data:image/svg+xml;base64,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"/> <mo>,</mo> <mrow><mi>RectangleBox</mi> <mo>[</mo> <mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mi>$OptionSyntax</mi> <mo>-&gt;</mo> <mi>Ignore</mi></mrow> <mo>,</mo> <mrow><mi>AspectRatio</mi> <mo>-&gt;</mo> <mi>Automatic</mi></mrow> <mo>,</mo> <mrow><mi>Axes</mi> <mo>-&gt;</mo> <mi>False</mi></mrow> <mo>,</mo> <mrow><mi>AxesStyle</mi> <mo>-&gt;</mo> <mrow><mo>{</mo> <mo>}</mo></mrow></mrow> <mo>,</mo> <mrow><mi>Background</mi> <mo>-&gt;</mo> <mi>Automatic</mi></mrow> <mo>,</mo> <mrow><mi>ImageSize</mi> <mo>-&gt;</mo> <mn>16</mn></mrow> <mo>,</mo> <mrow><mi>LabelStyle</mi> <mo>-&gt;</mo> <mrow><mo>{</mo> <mo>}</mo></mrow></mrow> <mo>,</mo> <mrow><mi>PlotRange</mi> <mo>-&gt;</mo> <mi>Automatic</mi></mrow> <mo>,</mo> <mrow><mi>PlotRangePadding</mi> <mo>-&gt;</mo> <mi>Automatic</mi></mrow> <mo>,</mo> <mrow><mi>TicksStyle</mi> <mo>-&gt;</mo> <mrow><mo>{</mo> <mo>}</mo></mrow></mrow></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>ImageSizeMultipliers</mi> <mo>-&gt;</mo> <mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow></mrow></mrow> <mo>]</mo></mrow></mstyle></math>
p12873
sg15
I2
sass(g1709
g12665
g12859
I2
tp12874
(dp12875
g6
VCyan
p12876
sg8
(lp12877
(dp12878
g11
(lp12879
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="16px" height="16px" src="data:image/svg+xml;base64,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"/></mstyle></math>
p12880
sg15
I3
sass(g1709
g12665
VDarker
p12881
I0
tp12882
(dp12883
g6
VGraphics[Table[{Darker[Yellow, x], Disk[{12x, 0}]}, {x, 0, 1, 1/6}]]
p12884
sg8
(lp12885
(dp12886
g11
(lp12887
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="57px" src="data:image/svg+xml;base64,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"/></mstyle></math>
p12888
sg15
I1
sass(g1709
g12665
VDisk
p12889
I0
tp12890
(dp12891
g6
VGraphics[{Blue, Disk[{0, 0}, {2, 1}]}]
p12892
sg8
(lp12893
(dp12894
g11
(lp12895
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="200px" src="data:image/svg+xml;base64,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"/></mstyle></math>
p12896
sg15
I1
sass(g1709
g12665
g12889
I1
tp12897
(dp12898
g6
VGraphics[{EdgeForm[Black], Red, Disk[]}]
p12899
sg8
(lp12900
(dp12901
g11
(lp12902
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="350px" height="350px" src="data:image/svg+xml;base64,CiAgICAgICAgICAgIDxzdmcgeG1sbnM6c3ZnPSJodHRwOi8vd3d3LnczLm9yZy8yMDAwL3N2ZyIKICAgICAgICAgICAgICAgIHhtbG5zPSJodHRwOi8vd3d3LnczLm9yZy8yMDAwL3N2ZyIKICAgICAgICAgICAgICAgIHZlcnNpb249IjEuMSIKICAgICAgICAgICAgICAgIHZpZXdCb3g9Ii0xLjMzMzMzMyAtMS4zMzMzMzMgMzUyLjY2NjY2NyAzNTIuNjY2NjY3Ij4KICAgICAgICAgICAgICAgIDxlbGxpcHNlIGN4PSIxNzUuMDAwMDAwIiBjeT0iMTc1LjAwMDAwMCIgcng9IjE3NS4wMDAwMDAiIHJ5PSIxNzUuMDAwMDAwIiBzdHlsZT0ic3Ryb2tlOiByZ2IoMC4wMDAwMDAlLCAwLjAwMDAwMCUsIDAuMDAwMDAwJSk7IHN0cm9rZS1vcGFjaXR5OiAxLjA7IHN0cm9rZS13aWR0aDogMC42NjY2NjdweDsgZmlsbDogcmdiKDEwMC4wMDAwMDAlLCAwLjAwMDAwMCUsIDAuMDAwMDAwJSk7IGZpbGwtb3BhY2l0eTogMS4wIiAvPgogICAgICAgICAgICA8L3N2Zz4KICAgICAgICA="/></mstyle></math>
p12903
sg15
I2
sass(g1709
g12665
g12889
I2
tp12904
(dp12905
g6
VGraphics[Disk[{0, 0}, 1, {Pi / 3, 2 Pi / 3}]]
p12906
sg8
(lp12907
(dp12908
g11
(lp12909
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="350px" height="350px" src="data:image/svg+xml;base64,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"/></mstyle></math>
p12910
sg15
I3
sass(g1709
g12665
g12889
I3
tp12911
(dp12912
g6
VGraphics[{Blue, Disk[{0, 0}, {1, 2}, {Pi / 3, 5 Pi / 3}]}]
p12913
sg8
(lp12914
(dp12915
g11
(lp12916
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="175px" height="350px" src="data:image/svg+xml;base64,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"/></mstyle></math>
p12917
sg15
I4
sass(g1709
g12665
VEdgeForm
p12918
I0
tp12919
(dp12920
g6
VGraphics[{EdgeForm[{Thick, Green}], Disk[]}]
p12921
sg8
(lp12922
(dp12923
g11
(lp12924
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="350px" height="350px" src="data:image/svg+xml;base64,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"/></mstyle></math>
p12925
sg15
I1
sass(g1709
g12665
g12918
I1
tp12926
(dp12927
g6
VGraphics[{Style[Disk[],EdgeForm[{Thick,Red}]], Circle[{1,1}]}]
p12928
sg8
(lp12929
(dp12930
g11
(lp12931
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="350px" height="350px" src="data:image/svg+xml;base64,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"/></mstyle></math>
p12932
sg15
I2
sass(g1709
g12665
VFilledCurve
p12933
I0
tp12934
(dp12935
g6
VGraphics[FilledCurve[{Line[{{0, 0}, {1, 1}, {2, 0}}]}]]
p12936
sg8
(lp12937
(dp12938
g11
(lp12939
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="200px" src="data:image/svg+xml;base64,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"/></mstyle></math>
p12940
sg15
I1
sass(g1709
g12665
g12933
I1
tp12941
(dp12942
g6
VGraphics[FilledCurve[{BezierCurve[{{0, 0}, {1, 1}, {2, 0}}], Line[{{3, 0}, {0, 2}}]}]]
p12943
sg8
(lp12944
(dp12945
g11
(lp12946
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="267px" src="data:image/svg+xml;base64,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"/></mstyle></math>
p12947
sg15
I2
sass(g1709
g12665
VGraphics
p12948
I0
tp12949
(dp12950
g6
VGraphics[{Blue, Line[{{0,0}, {1,1}}]}]
p12951
sg8
(lp12952
(dp12953
g11
(lp12954
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="350px" height="350px" src="data:image/svg+xml;base64,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"/></mstyle></math>
p12955
sg15
I1
sass(g1709
g12665
g12948
I1
tp12956
(dp12957
g6
VGraphics[{Rectangle[{1, 1}]}, Axes -> True, PlotRange -> {{-2, 1.5}, {-1, 1.5}}]
p12958
sg8
(lp12959
(dp12960
g11
(lp12961
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="290px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-17.666667 -15.380952 435.333333 316.476190">
                <rect x="342.857143" y="-57.142857" width="114.285714" height="114.285714" style="stroke: none; stroke-width: 0.000000px; fill: rgb(0.000000%, 0.000000%, 0.000000%); fill-opacity: 1" />
<polyline points="-16.000000,171.428571 416.000000,171.428571" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="0.000000" y="174.095238" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-2.0</mtext></math></foreignObject>
<foreignObject x="57.142857" y="174.095238" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-1.5</mtext></math></foreignObject>
<foreignObject x="114.285714" y="174.095238" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-1.0</mtext></math></foreignObject>
<foreignObject x="171.428571" y="174.095238" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-0.5</mtext></math></foreignObject>
<foreignObject x="285.714286" y="174.095238" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.5</mn></math></foreignObject>
<foreignObject x="342.857143" y="174.095238" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1.0</mn></math></foreignObject>
<foreignObject x="400.000000" y="174.095238" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1.5</mn></math></foreignObject>
<polyline points="0.000000,171.428571 0.000000,164.761905" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="57.142857,171.428571 57.142857,164.761905" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="114.285714,171.428571 114.285714,164.761905" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="171.428571,171.428571 171.428571,164.761905" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="285.714286,171.428571 285.714286,164.761905" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="342.857143,171.428571 342.857143,164.761905" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="400.000000,171.428571 400.000000,164.761905" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="11.428571,171.428571 11.428571,167.428571" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="22.857143,171.428571 22.857143,167.428571" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="34.285714,171.428571 34.285714,167.428571" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="45.714286,171.428571 45.714286,167.428571" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="68.571429,171.428571 68.571429,167.428571" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="80.000000,171.428571 80.000000,167.428571" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="91.428571,171.428571 91.428571,167.428571" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="102.857143,171.428571 102.857143,167.428571" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="125.714286,171.428571 125.714286,167.428571" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="137.142857,171.428571 137.142857,167.428571" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="148.571429,171.428571 148.571429,167.428571" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="160.000000,171.428571 160.000000,167.428571" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="182.857143,171.428571 182.857143,167.428571" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="194.285714,171.428571 194.285714,167.428571" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="205.714286,171.428571 205.714286,167.428571" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="217.142857,171.428571 217.142857,167.428571" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="240.000000,171.428571 240.000000,167.428571" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="251.428571,171.428571 251.428571,167.428571" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="262.857143,171.428571 262.857143,167.428571" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="274.285714,171.428571 274.285714,167.428571" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="297.142857,171.428571 297.142857,167.428571" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="308.571429,171.428571 308.571429,167.428571" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="320.000000,171.428571 320.000000,167.428571" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="331.428571,171.428571 331.428571,167.428571" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="354.285714,171.428571 354.285714,167.428571" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="365.714286,171.428571 365.714286,167.428571" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="377.142857,171.428571 377.142857,167.428571" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="388.571429,171.428571 388.571429,167.428571" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="228.571429,299.428571 228.571429,-13.714286" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="225.904762" y="285.714286" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-1.0</mtext></math></foreignObject>
<foreignObject x="225.904762" y="228.571429" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-0.5</mtext></math></foreignObject>
<foreignObject x="225.904762" y="114.285714" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.5</mn></math></foreignObject>
<foreignObject x="225.904762" y="57.142857" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1.0</mn></math></foreignObject>
<foreignObject x="225.904762" y="0.000000" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1.5</mn></math></foreignObject>
<polyline points="228.571429,285.714286 235.238095,285.714286" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="228.571429,228.571429 235.238095,228.571429" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="228.571429,114.285714 235.238095,114.285714" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="228.571429,57.142857 235.238095,57.142857" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="228.571429,0.000000 235.238095,0.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="228.571429,274.285714 232.571429,274.285714" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="228.571429,262.857143 232.571429,262.857143" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="228.571429,251.428571 232.571429,251.428571" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="228.571429,240.000000 232.571429,240.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="228.571429,217.142857 232.571429,217.142857" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="228.571429,205.714286 232.571429,205.714286" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="228.571429,194.285714 232.571429,194.285714" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="228.571429,182.857143 232.571429,182.857143" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="228.571429,160.000000 232.571429,160.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="228.571429,148.571429 232.571429,148.571429" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="228.571429,137.142857 232.571429,137.142857" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="228.571429,125.714286 232.571429,125.714286" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="228.571429,102.857143 232.571429,102.857143" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="228.571429,91.428571 232.571429,91.428571" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="228.571429,80.000000 232.571429,80.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="228.571429,68.571429 232.571429,68.571429" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="228.571429,45.714286 232.571429,45.714286" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="228.571429,34.285714 232.571429,34.285714" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="228.571429,22.857143 232.571429,22.857143" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="228.571429,11.428571 232.571429,11.428571" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
            </svg>
        "/></mstyle></math>
p12962
sg15
I2
sass(g1709
g12665
g12948
I2
tp12963
(dp12964
g6
VGraphics[{Rectangle[],Red,Disk[{1,0}]},PlotRange->{{0,1},{0,1}}]
p12965
sg8
(lp12966
(dp12967
g11
(lp12968
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="350px" height="350px" src="data:image/svg+xml;base64,CiAgICAgICAgICAgIDxzdmcgeG1sbnM6c3ZnPSJodHRwOi8vd3d3LnczLm9yZy8yMDAwL3N2ZyIKICAgICAgICAgICAgICAgIHhtbG5zPSJodHRwOi8vd3d3LnczLm9yZy8yMDAwL3N2ZyIKICAgICAgICAgICAgICAgIHZlcnNpb249IjEuMSIKICAgICAgICAgICAgICAgIHZpZXdCb3g9Ii0xLjAwMDAwMCAtMS4wMDAwMDAgMzUyLjAwMDAwMCAzNTIuMDAwMDAwIj4KICAgICAgICAgICAgICAgIDxyZWN0IHg9IjAuMDAwMDAwIiB5PSIwLjAwMDAwMCIgd2lkdGg9IjM1MC4wMDAwMDAiIGhlaWdodD0iMzUwLjAwMDAwMCIgc3R5bGU9InN0cm9rZTogbm9uZTsgc3Ryb2tlLXdpZHRoOiAwLjAwMDAwMHB4OyBmaWxsOiByZ2IoMC4wMDAwMDAlLCAwLjAwMDAwMCUsIDAuMDAwMDAwJSk7IGZpbGwtb3BhY2l0eTogMSIgLz4KPGVsbGlwc2UgY3g9IjM1MC4wMDAwMDAiIGN5PSIzNTAuMDAwMDAwIiByeD0iMzUwLjAwMDAwMCIgcnk9IjM1MC4wMDAwMDAiIHN0eWxlPSJzdHJva2U6IG5vbmU7IHN0cm9rZS13aWR0aDogMC4wMDAwMDBweDsgZmlsbDogcmdiKDEwMC4wMDAwMDAlLCAwLjAwMDAwMCUsIDAuMDAwMDAwJSk7IGZpbGwtb3BhY2l0eTogMS4wIiAvPgogICAgICAgICAgICA8L3N2Zz4KICAgICAgICA="/></mstyle></math>
p12969
sg15
I3
sass(g1709
g12665
g12948
I3
tp12970
(dp12971
g6
VGraphics[Rectangle[]] // ToBoxes // Head
p12972
sg8
(lp12973
(dp12974
g11
(lp12975
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>GraphicsBox</mi></mstyle></math>
p12976
sg15
I4
sass(g1709
g12665
g12948
I4
tp12977
(dp12978
g6
VGraphics[Circle[]] // TeXForm
p12979
sg8
(lp12980
(dp12981
g11
(lp12982
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mtext></mtext><mtext>\u005cbegin{asy}</mtext><mtext>usepackage(&quot;amsmath&quot;);</mtext><mtext>size(5.8556cm,&nbsp;5.8333cm);</mtext><mtext>draw(ellipse((175,175),175,175),&nbsp;rgb(0,&nbsp;0,&nbsp;0)+linewidth(0.66667));</mtext><mtext>clip(box((-0.33333,0.33333),&nbsp;(350.33,349.67)));</mtext><mtext>\u005cend{asy}</mtext><mtext></mtext></mrow></mstyle></math>
p12983
sg15
I5
sass(g1709
g12665
VGray
p12984
I0
tp12985
(dp12986
g6
VGraphics[{EdgeForm[Black], Gray, Disk[]}, ImageSize->Small]
p12987
sg8
(lp12988
(dp12989
g11
(lp12990
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="200px" height="200px" src="data:image/svg+xml;base64,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"/></mstyle></math>
p12991
sg15
I1
sass(g1709
g12665
g12984
I1
tp12992
(dp12993
g6
VGray // ToBoxes
p12994
sg8
(lp12995
(dp12996
g11
(lp12997
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>StyleBox</mi> <mo>[</mo> <mrow><mrow><mi>GraphicsBox</mi> <mo>[</mo> <mrow><mrow><mo>{</mo> <mrow><mrow><mi>EdgeForm</mi> <mo>[</mo> <mglyph width="16px" height="16px" src="data:image/svg+xml;base64,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"/> <mo>]</mo></mrow> <mo>,</mo> <mglyph width="16px" height="16px" src="data:image/svg+xml;base64,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"/> <mo>,</mo> <mrow><mi>RectangleBox</mi> <mo>[</mo> <mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mi>$OptionSyntax</mi> <mo>-&gt;</mo> <mi>Ignore</mi></mrow> <mo>,</mo> <mrow><mi>AspectRatio</mi> <mo>-&gt;</mo> <mi>Automatic</mi></mrow> <mo>,</mo> <mrow><mi>Axes</mi> <mo>-&gt;</mo> <mi>False</mi></mrow> <mo>,</mo> <mrow><mi>AxesStyle</mi> <mo>-&gt;</mo> <mrow><mo>{</mo> <mo>}</mo></mrow></mrow> <mo>,</mo> <mrow><mi>Background</mi> <mo>-&gt;</mo> <mi>Automatic</mi></mrow> <mo>,</mo> <mrow><mi>ImageSize</mi> <mo>-&gt;</mo> <mn>16</mn></mrow> <mo>,</mo> <mrow><mi>LabelStyle</mi> <mo>-&gt;</mo> <mrow><mo>{</mo> <mo>}</mo></mrow></mrow> <mo>,</mo> <mrow><mi>PlotRange</mi> <mo>-&gt;</mo> <mi>Automatic</mi></mrow> <mo>,</mo> <mrow><mi>PlotRangePadding</mi> <mo>-&gt;</mo> <mi>Automatic</mi></mrow> <mo>,</mo> <mrow><mi>TicksStyle</mi> <mo>-&gt;</mo> <mrow><mo>{</mo> <mo>}</mo></mrow></mrow></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>ImageSizeMultipliers</mi> <mo>-&gt;</mo> <mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow></mrow></mrow> <mo>]</mo></mrow></mstyle></math>
p12998
sg15
I2
sass(g1709
g12665
g12984
I2
tp12999
(dp13000
g6
VGray
p13001
sg8
(lp13002
(dp13003
g11
(lp13004
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="16px" height="16px" src="data:image/svg+xml;base64,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"/></mstyle></math>
p13005
sg15
I3
sass(g1709
g12665
VGreen
p13006
I0
tp13007
(dp13008
g6
VGraphics[{EdgeForm[Black], Green, Disk[]}, ImageSize->Small]
p13009
sg8
(lp13010
(dp13011
g11
(lp13012
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="200px" height="200px" src="data:image/svg+xml;base64,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"/></mstyle></math>
p13013
sg15
I1
sass(g1709
g12665
g13006
I1
tp13014
(dp13015
g6
VGreen // ToBoxes
p13016
sg8
(lp13017
(dp13018
g11
(lp13019
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>StyleBox</mi> <mo>[</mo> <mrow><mrow><mi>GraphicsBox</mi> <mo>[</mo> <mrow><mrow><mo>{</mo> <mrow><mrow><mi>EdgeForm</mi> <mo>[</mo> <mglyph width="16px" height="16px" src="data:image/svg+xml;base64,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"/> <mo>]</mo></mrow> <mo>,</mo> <mglyph width="16px" height="16px" src="data:image/svg+xml;base64,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"/> <mo>,</mo> <mrow><mi>RectangleBox</mi> <mo>[</mo> <mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mi>$OptionSyntax</mi> <mo>-&gt;</mo> <mi>Ignore</mi></mrow> <mo>,</mo> <mrow><mi>AspectRatio</mi> <mo>-&gt;</mo> <mi>Automatic</mi></mrow> <mo>,</mo> <mrow><mi>Axes</mi> <mo>-&gt;</mo> <mi>False</mi></mrow> <mo>,</mo> <mrow><mi>AxesStyle</mi> <mo>-&gt;</mo> <mrow><mo>{</mo> <mo>}</mo></mrow></mrow> <mo>,</mo> <mrow><mi>Background</mi> <mo>-&gt;</mo> <mi>Automatic</mi></mrow> <mo>,</mo> <mrow><mi>ImageSize</mi> <mo>-&gt;</mo> <mn>16</mn></mrow> <mo>,</mo> <mrow><mi>LabelStyle</mi> <mo>-&gt;</mo> <mrow><mo>{</mo> <mo>}</mo></mrow></mrow> <mo>,</mo> <mrow><mi>PlotRange</mi> <mo>-&gt;</mo> <mi>Automatic</mi></mrow> <mo>,</mo> <mrow><mi>PlotRangePadding</mi> <mo>-&gt;</mo> <mi>Automatic</mi></mrow> <mo>,</mo> <mrow><mi>TicksStyle</mi> <mo>-&gt;</mo> <mrow><mo>{</mo> <mo>}</mo></mrow></mrow></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>ImageSizeMultipliers</mi> <mo>-&gt;</mo> <mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow></mrow></mrow> <mo>]</mo></mrow></mstyle></math>
p13020
sg15
I2
sass(g1709
g12665
g13006
I2
tp13021
(dp13022
g6
VGreen
p13023
sg8
(lp13024
(dp13025
g11
(lp13026
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="16px" height="16px" src="data:image/svg+xml;base64,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"/></mstyle></math>
p13027
sg15
I3
sass(g1709
g12665
VHue
p13028
I0
tp13029
(dp13030
g6
VGraphics[Table[{EdgeForm[Gray], Hue[h, s], Disk[{12h, 8s}]}, {h, 0, 1, 1/6}, {s, 0, 1, 1/4}]]
p13031
sg8
(lp13032
(dp13033
g11
(lp13034
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="285px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-1.333333 -1.333333 402.666667 288.380952">
                <ellipse cx="28.571429" cy="257.142857" rx="28.571429" ry="28.571429" style="stroke: rgb(50.000000%, 50.000000%, 50.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: rgb(100.000000%, 100.000000%, 100.000000%); fill-opacity: 1.0" />
<ellipse cx="28.571429" cy="200.000000" rx="28.571429" ry="28.571429" style="stroke: rgb(50.000000%, 50.000000%, 50.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: rgb(100.000000%, 75.000000%, 75.000000%); fill-opacity: 1.0" />
<ellipse cx="28.571429" cy="142.857143" rx="28.571429" ry="28.571429" style="stroke: rgb(50.000000%, 50.000000%, 50.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: rgb(100.000000%, 50.000000%, 50.000000%); fill-opacity: 1.0" />
<ellipse cx="28.571429" cy="85.714286" rx="28.571429" ry="28.571429" style="stroke: rgb(50.000000%, 50.000000%, 50.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: rgb(100.000000%, 25.000000%, 25.000000%); fill-opacity: 1.0" />
<ellipse cx="28.571429" cy="28.571429" rx="28.571429" ry="28.571429" style="stroke: rgb(50.000000%, 50.000000%, 50.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: rgb(100.000000%, 0.000000%, 0.000000%); fill-opacity: 1.0" />
<ellipse cx="85.714286" cy="257.142857" rx="28.571429" ry="28.571429" style="stroke: rgb(50.000000%, 50.000000%, 50.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: rgb(100.000000%, 100.000000%, 100.000000%); fill-opacity: 1.0" />
<ellipse cx="85.714286" cy="200.000000" rx="28.571429" ry="28.571429" style="stroke: rgb(50.000000%, 50.000000%, 50.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: rgb(100.000000%, 100.000000%, 75.000000%); fill-opacity: 1.0" />
<ellipse cx="85.714286" cy="142.857143" rx="28.571429" ry="28.571429" style="stroke: rgb(50.000000%, 50.000000%, 50.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: rgb(100.000000%, 100.000000%, 50.000000%); fill-opacity: 1.0" />
<ellipse cx="85.714286" cy="85.714286" rx="28.571429" ry="28.571429" style="stroke: rgb(50.000000%, 50.000000%, 50.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: rgb(100.000000%, 100.000000%, 25.000000%); fill-opacity: 1.0" />
<ellipse cx="85.714286" cy="28.571429" rx="28.571429" ry="28.571429" style="stroke: rgb(50.000000%, 50.000000%, 50.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: rgb(100.000000%, 100.000000%, 0.000000%); fill-opacity: 1.0" />
<ellipse cx="142.857143" cy="257.142857" rx="28.571429" ry="28.571429" style="stroke: rgb(50.000000%, 50.000000%, 50.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: rgb(100.000000%, 100.000000%, 100.000000%); fill-opacity: 1.0" />
<ellipse cx="142.857143" cy="200.000000" rx="28.571429" ry="28.571429" style="stroke: rgb(50.000000%, 50.000000%, 50.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: rgb(75.000000%, 100.000000%, 75.000000%); fill-opacity: 1.0" />
<ellipse cx="142.857143" cy="142.857143" rx="28.571429" ry="28.571429" style="stroke: rgb(50.000000%, 50.000000%, 50.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: rgb(50.000000%, 100.000000%, 50.000000%); fill-opacity: 1.0" />
<ellipse cx="142.857143" cy="85.714286" rx="28.571429" ry="28.571429" style="stroke: rgb(50.000000%, 50.000000%, 50.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: rgb(25.000000%, 100.000000%, 25.000000%); fill-opacity: 1.0" />
<ellipse cx="142.857143" cy="28.571429" rx="28.571429" ry="28.571429" style="stroke: rgb(50.000000%, 50.000000%, 50.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: rgb(0.000000%, 100.000000%, 0.000000%); fill-opacity: 1.0" />
<ellipse cx="200.000000" cy="257.142857" rx="28.571429" ry="28.571429" style="stroke: rgb(50.000000%, 50.000000%, 50.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: rgb(100.000000%, 100.000000%, 100.000000%); fill-opacity: 1.0" />
<ellipse cx="200.000000" cy="200.000000" rx="28.571429" ry="28.571429" style="stroke: rgb(50.000000%, 50.000000%, 50.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: rgb(75.000000%, 100.000000%, 100.000000%); fill-opacity: 1.0" />
<ellipse cx="200.000000" cy="142.857143" rx="28.571429" ry="28.571429" style="stroke: rgb(50.000000%, 50.000000%, 50.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: rgb(50.000000%, 100.000000%, 100.000000%); fill-opacity: 1.0" />
<ellipse cx="200.000000" cy="85.714286" rx="28.571429" ry="28.571429" style="stroke: rgb(50.000000%, 50.000000%, 50.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: rgb(25.000000%, 100.000000%, 100.000000%); fill-opacity: 1.0" />
<ellipse cx="200.000000" cy="28.571429" rx="28.571429" ry="28.571429" style="stroke: rgb(50.000000%, 50.000000%, 50.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: rgb(0.000000%, 100.000000%, 100.000000%); fill-opacity: 1.0" />
<ellipse cx="257.142857" cy="257.142857" rx="28.571429" ry="28.571429" style="stroke: rgb(50.000000%, 50.000000%, 50.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: rgb(100.000000%, 100.000000%, 100.000000%); fill-opacity: 1.0" />
<ellipse cx="257.142857" cy="200.000000" rx="28.571429" ry="28.571429" style="stroke: rgb(50.000000%, 50.000000%, 50.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: rgb(75.000000%, 75.000000%, 100.000000%); fill-opacity: 1.0" />
<ellipse cx="257.142857" cy="142.857143" rx="28.571429" ry="28.571429" style="stroke: rgb(50.000000%, 50.000000%, 50.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: rgb(50.000000%, 50.000000%, 100.000000%); fill-opacity: 1.0" />
<ellipse cx="257.142857" cy="85.714286" rx="28.571429" ry="28.571429" style="stroke: rgb(50.000000%, 50.000000%, 50.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: rgb(25.000000%, 25.000000%, 100.000000%); fill-opacity: 1.0" />
<ellipse cx="257.142857" cy="28.571429" rx="28.571429" ry="28.571429" style="stroke: rgb(50.000000%, 50.000000%, 50.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: rgb(0.000000%, 0.000000%, 100.000000%); fill-opacity: 1.0" />
<ellipse cx="314.285714" cy="257.142857" rx="28.571429" ry="28.571429" style="stroke: rgb(50.000000%, 50.000000%, 50.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: rgb(100.000000%, 100.000000%, 100.000000%); fill-opacity: 1.0" />
<ellipse cx="314.285714" cy="200.000000" rx="28.571429" ry="28.571429" style="stroke: rgb(50.000000%, 50.000000%, 50.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: rgb(100.000000%, 75.000000%, 100.000000%); fill-opacity: 1.0" />
<ellipse cx="314.285714" cy="142.857143" rx="28.571429" ry="28.571429" style="stroke: rgb(50.000000%, 50.000000%, 50.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: rgb(100.000000%, 50.000000%, 100.000000%); fill-opacity: 1.0" />
<ellipse cx="314.285714" cy="85.714286" rx="28.571429" ry="28.571429" style="stroke: rgb(50.000000%, 50.000000%, 50.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: rgb(100.000000%, 25.000000%, 100.000000%); fill-opacity: 1.0" />
<ellipse cx="314.285714" cy="28.571429" rx="28.571429" ry="28.571429" style="stroke: rgb(50.000000%, 50.000000%, 50.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: rgb(100.000000%, 0.000000%, 100.000000%); fill-opacity: 1.0" />
<ellipse cx="371.428571" cy="257.142857" rx="28.571429" ry="28.571429" style="stroke: rgb(50.000000%, 50.000000%, 50.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: rgb(100.000000%, 100.000000%, 100.000000%); fill-opacity: 1.0" />
<ellipse cx="371.428571" cy="200.000000" rx="28.571429" ry="28.571429" style="stroke: rgb(50.000000%, 50.000000%, 50.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: rgb(100.000000%, 75.000000%, 75.000000%); fill-opacity: 1.0" />
<ellipse cx="371.428571" cy="142.857143" rx="28.571429" ry="28.571429" style="stroke: rgb(50.000000%, 50.000000%, 50.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: rgb(100.000000%, 50.000000%, 50.000000%); fill-opacity: 1.0" />
<ellipse cx="371.428571" cy="85.714286" rx="28.571429" ry="28.571429" style="stroke: rgb(50.000000%, 50.000000%, 50.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: rgb(100.000000%, 25.000000%, 25.000000%); fill-opacity: 1.0" />
<ellipse cx="371.428571" cy="28.571429" rx="28.571429" ry="28.571429" style="stroke: rgb(50.000000%, 50.000000%, 50.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: rgb(100.000000%, 0.000000%, 0.000000%); fill-opacity: 1.0" />
            </svg>
        "/></mstyle></math>
p13035
sg15
I1
sass(g1709
g12665
g13028
I1
tp13036
(dp13037
g6
VGraphics[Table[{EdgeForm[{GrayLevel[0, 0.5]}], Hue[(-11+q+10r)/72, 1, 1, 0.6], Disk[(8-r) {Cos[2Pi q/12], Sin[2Pi q/12]}, (8-r)/3]}, {r, 6}, {q, 12}]]
p13038
sg8
(lp13039
(dp13040
g11
(lp13041
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="350px" height="350px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-1.333333 -1.333333 352.666667 352.666667">
                <ellipse cx="288.665834" cy="109.375000" rx="43.750000" ry="43.750000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 0.5; stroke-width: 0.666667px; fill: rgb(100.000000%, 0.000000%, 0.000000%); fill-opacity: 0.6" />
<ellipse cx="240.625000" cy="61.334166" rx="43.750000" ry="43.750000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 0.5; stroke-width: 0.666667px; fill: rgb(100.000000%, 8.333333%, 0.000000%); fill-opacity: 0.6" />
<ellipse cx="175.000000" cy="43.750000" rx="43.750000" ry="43.750000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 0.5; stroke-width: 0.666667px; fill: rgb(100.000000%, 16.666667%, 0.000000%); fill-opacity: 0.6" />
<ellipse cx="109.375000" cy="61.334166" rx="43.750000" ry="43.750000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 0.5; stroke-width: 0.666667px; fill: rgb(100.000000%, 25.000000%, 0.000000%); fill-opacity: 0.6" />
<ellipse cx="61.334166" cy="109.375000" rx="43.750000" ry="43.750000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 0.5; stroke-width: 0.666667px; fill: rgb(100.000000%, 33.333333%, 0.000000%); fill-opacity: 0.6" />
<ellipse cx="43.750000" cy="175.000000" rx="43.750000" ry="43.750000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 0.5; stroke-width: 0.666667px; fill: rgb(100.000000%, 41.666667%, 0.000000%); fill-opacity: 0.6" />
<ellipse cx="61.334166" cy="240.625000" rx="43.750000" ry="43.750000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 0.5; stroke-width: 0.666667px; fill: rgb(100.000000%, 50.000000%, 0.000000%); fill-opacity: 0.6" />
<ellipse cx="109.375000" cy="288.665834" rx="43.750000" ry="43.750000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 0.5; stroke-width: 0.666667px; fill: rgb(100.000000%, 58.333333%, 0.000000%); fill-opacity: 0.6" />
<ellipse cx="175.000000" cy="306.250000" rx="43.750000" ry="43.750000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 0.5; stroke-width: 0.666667px; fill: rgb(100.000000%, 66.666667%, 0.000000%); fill-opacity: 0.6" />
<ellipse cx="240.625000" cy="288.665834" rx="43.750000" ry="43.750000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 0.5; stroke-width: 0.666667px; fill: rgb(100.000000%, 75.000000%, 0.000000%); fill-opacity: 0.6" />
<ellipse cx="288.665834" cy="240.625000" rx="43.750000" ry="43.750000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 0.5; stroke-width: 0.666667px; fill: rgb(100.000000%, 83.333333%, 0.000000%); fill-opacity: 0.6" />
<ellipse cx="306.250000" cy="175.000000" rx="43.750000" ry="43.750000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 0.5; stroke-width: 0.666667px; fill: rgb(100.000000%, 91.666667%, 0.000000%); fill-opacity: 0.6" />
<ellipse cx="272.427858" cy="118.750000" rx="37.500000" ry="37.500000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 0.5; stroke-width: 0.666667px; fill: rgb(100.000000%, 83.333333%, 0.000000%); fill-opacity: 0.6" />
<ellipse cx="231.250000" cy="77.572142" rx="37.500000" ry="37.500000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 0.5; stroke-width: 0.666667px; fill: rgb(100.000000%, 91.666667%, 0.000000%); fill-opacity: 0.6" />
<ellipse cx="175.000000" cy="62.500000" rx="37.500000" ry="37.500000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 0.5; stroke-width: 0.666667px; fill: rgb(100.000000%, 100.000000%, 0.000000%); fill-opacity: 0.6" />
<ellipse cx="118.750000" cy="77.572142" rx="37.500000" ry="37.500000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 0.5; stroke-width: 0.666667px; fill: rgb(91.666667%, 100.000000%, 0.000000%); fill-opacity: 0.6" />
<ellipse cx="77.572142" cy="118.750000" rx="37.500000" ry="37.500000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 0.5; stroke-width: 0.666667px; fill: rgb(83.333333%, 100.000000%, 0.000000%); fill-opacity: 0.6" />
<ellipse cx="62.500000" cy="175.000000" rx="37.500000" ry="37.500000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 0.5; stroke-width: 0.666667px; fill: rgb(75.000000%, 100.000000%, 0.000000%); fill-opacity: 0.6" />
<ellipse cx="77.572142" cy="231.250000" rx="37.500000" ry="37.500000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 0.5; stroke-width: 0.666667px; fill: rgb(66.666667%, 100.000000%, 0.000000%); fill-opacity: 0.6" />
<ellipse cx="118.750000" cy="272.427858" rx="37.500000" ry="37.500000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 0.5; stroke-width: 0.666667px; fill: rgb(58.333333%, 100.000000%, 0.000000%); fill-opacity: 0.6" />
<ellipse cx="175.000000" cy="287.500000" rx="37.500000" ry="37.500000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 0.5; stroke-width: 0.666667px; fill: rgb(50.000000%, 100.000000%, 0.000000%); fill-opacity: 0.6" />
<ellipse cx="231.250000" cy="272.427858" rx="37.500000" ry="37.500000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 0.5; stroke-width: 0.666667px; fill: rgb(41.666667%, 100.000000%, 0.000000%); fill-opacity: 0.6" />
<ellipse cx="272.427858" cy="231.250000" rx="37.500000" ry="37.500000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 0.5; stroke-width: 0.666667px; fill: rgb(33.333333%, 100.000000%, 0.000000%); fill-opacity: 0.6" />
<ellipse cx="287.500000" cy="175.000000" rx="37.500000" ry="37.500000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 0.5; stroke-width: 0.666667px; fill: rgb(25.000000%, 100.000000%, 0.000000%); fill-opacity: 0.6" />
<ellipse cx="256.189882" cy="128.125000" rx="31.250000" ry="31.250000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 0.5; stroke-width: 0.666667px; fill: rgb(33.333333%, 100.000000%, 0.000000%); fill-opacity: 0.6" />
<ellipse cx="221.875000" cy="93.810118" rx="31.250000" ry="31.250000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 0.5; stroke-width: 0.666667px; fill: rgb(25.000000%, 100.000000%, 0.000000%); fill-opacity: 0.6" />
<ellipse cx="175.000000" cy="81.250000" rx="31.250000" ry="31.250000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 0.5; stroke-width: 0.666667px; fill: rgb(16.666667%, 100.000000%, 0.000000%); fill-opacity: 0.6" />
<ellipse cx="128.125000" cy="93.810118" rx="31.250000" ry="31.250000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 0.5; stroke-width: 0.666667px; fill: rgb(8.333333%, 100.000000%, 0.000000%); fill-opacity: 0.6" />
<ellipse cx="93.810118" cy="128.125000" rx="31.250000" ry="31.250000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 0.5; stroke-width: 0.666667px; fill: rgb(0.000000%, 100.000000%, 0.000000%); fill-opacity: 0.6" />
<ellipse cx="81.250000" cy="175.000000" rx="31.250000" ry="31.250000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 0.5; stroke-width: 0.666667px; fill: rgb(0.000000%, 100.000000%, 8.333333%); fill-opacity: 0.6" />
<ellipse cx="93.810118" cy="221.875000" rx="31.250000" ry="31.250000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 0.5; stroke-width: 0.666667px; fill: rgb(0.000000%, 100.000000%, 16.666667%); fill-opacity: 0.6" />
<ellipse cx="128.125000" cy="256.189882" rx="31.250000" ry="31.250000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 0.5; stroke-width: 0.666667px; fill: rgb(0.000000%, 100.000000%, 25.000000%); fill-opacity: 0.6" />
<ellipse cx="175.000000" cy="268.750000" rx="31.250000" ry="31.250000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 0.5; stroke-width: 0.666667px; fill: rgb(0.000000%, 100.000000%, 33.333333%); fill-opacity: 0.6" />
<ellipse cx="221.875000" cy="256.189882" rx="31.250000" ry="31.250000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 0.5; stroke-width: 0.666667px; fill: rgb(0.000000%, 100.000000%, 41.666667%); fill-opacity: 0.6" />
<ellipse cx="256.189882" cy="221.875000" rx="31.250000" ry="31.250000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 0.5; stroke-width: 0.666667px; fill: rgb(0.000000%, 100.000000%, 50.000000%); fill-opacity: 0.6" />
<ellipse cx="268.750000" cy="175.000000" rx="31.250000" ry="31.250000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 0.5; stroke-width: 0.666667px; fill: rgb(0.000000%, 100.000000%, 58.333333%); fill-opacity: 0.6" />
<ellipse cx="239.951905" cy="137.500000" rx="25.000000" ry="25.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 0.5; stroke-width: 0.666667px; fill: rgb(0.000000%, 100.000000%, 50.000000%); fill-opacity: 0.6" />
<ellipse cx="212.500000" cy="110.048095" rx="25.000000" ry="25.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 0.5; stroke-width: 0.666667px; fill: rgb(0.000000%, 100.000000%, 58.333333%); fill-opacity: 0.6" />
<ellipse cx="175.000000" cy="100.000000" rx="25.000000" ry="25.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 0.5; stroke-width: 0.666667px; fill: rgb(0.000000%, 100.000000%, 66.666667%); fill-opacity: 0.6" />
<ellipse cx="137.500000" cy="110.048095" rx="25.000000" ry="25.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 0.5; stroke-width: 0.666667px; fill: rgb(0.000000%, 100.000000%, 75.000000%); fill-opacity: 0.6" />
<ellipse cx="110.048095" cy="137.500000" rx="25.000000" ry="25.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 0.5; stroke-width: 0.666667px; fill: rgb(0.000000%, 100.000000%, 83.333333%); fill-opacity: 0.6" />
<ellipse cx="100.000000" cy="175.000000" rx="25.000000" ry="25.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 0.5; stroke-width: 0.666667px; fill: rgb(0.000000%, 100.000000%, 91.666667%); fill-opacity: 0.6" />
<ellipse cx="110.048095" cy="212.500000" rx="25.000000" ry="25.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 0.5; stroke-width: 0.666667px; fill: rgb(0.000000%, 100.000000%, 100.000000%); fill-opacity: 0.6" />
<ellipse cx="137.500000" cy="239.951905" rx="25.000000" ry="25.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 0.5; stroke-width: 0.666667px; fill: rgb(0.000000%, 91.666667%, 100.000000%); fill-opacity: 0.6" />
<ellipse cx="175.000000" cy="250.000000" rx="25.000000" ry="25.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 0.5; stroke-width: 0.666667px; fill: rgb(0.000000%, 83.333333%, 100.000000%); fill-opacity: 0.6" />
<ellipse cx="212.500000" cy="239.951905" rx="25.000000" ry="25.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 0.5; stroke-width: 0.666667px; fill: rgb(0.000000%, 75.000000%, 100.000000%); fill-opacity: 0.6" />
<ellipse cx="239.951905" cy="212.500000" rx="25.000000" ry="25.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 0.5; stroke-width: 0.666667px; fill: rgb(0.000000%, 66.666667%, 100.000000%); fill-opacity: 0.6" />
<ellipse cx="250.000000" cy="175.000000" rx="25.000000" ry="25.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 0.5; stroke-width: 0.666667px; fill: rgb(0.000000%, 58.333333%, 100.000000%); fill-opacity: 0.6" />
<ellipse cx="223.713929" cy="146.875000" rx="18.750000" ry="18.750000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 0.5; stroke-width: 0.666667px; fill: rgb(0.000000%, 66.666667%, 100.000000%); fill-opacity: 0.6" />
<ellipse cx="203.125000" cy="126.286071" rx="18.750000" ry="18.750000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 0.5; stroke-width: 0.666667px; fill: rgb(0.000000%, 58.333333%, 100.000000%); fill-opacity: 0.6" />
<ellipse cx="175.000000" cy="118.750000" rx="18.750000" ry="18.750000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 0.5; stroke-width: 0.666667px; fill: rgb(0.000000%, 50.000000%, 100.000000%); fill-opacity: 0.6" />
<ellipse cx="146.875000" cy="126.286071" rx="18.750000" ry="18.750000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 0.5; stroke-width: 0.666667px; fill: rgb(0.000000%, 41.666667%, 100.000000%); fill-opacity: 0.6" />
<ellipse cx="126.286071" cy="146.875000" rx="18.750000" ry="18.750000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 0.5; stroke-width: 0.666667px; fill: rgb(0.000000%, 33.333333%, 100.000000%); fill-opacity: 0.6" />
<ellipse cx="118.750000" cy="175.000000" rx="18.750000" ry="18.750000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 0.5; stroke-width: 0.666667px; fill: rgb(0.000000%, 25.000000%, 100.000000%); fill-opacity: 0.6" />
<ellipse cx="126.286071" cy="203.125000" rx="18.750000" ry="18.750000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 0.5; stroke-width: 0.666667px; fill: rgb(0.000000%, 16.666667%, 100.000000%); fill-opacity: 0.6" />
<ellipse cx="146.875000" cy="223.713929" rx="18.750000" ry="18.750000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 0.5; stroke-width: 0.666667px; fill: rgb(0.000000%, 8.333333%, 100.000000%); fill-opacity: 0.6" />
<ellipse cx="175.000000" cy="231.250000" rx="18.750000" ry="18.750000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 0.5; stroke-width: 0.666667px; fill: rgb(0.000000%, 0.000000%, 100.000000%); fill-opacity: 0.6" />
<ellipse cx="203.125000" cy="223.713929" rx="18.750000" ry="18.750000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 0.5; stroke-width: 0.666667px; fill: rgb(8.333333%, 0.000000%, 100.000000%); fill-opacity: 0.6" />
<ellipse cx="223.713929" cy="203.125000" rx="18.750000" ry="18.750000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 0.5; stroke-width: 0.666667px; fill: rgb(16.666667%, 0.000000%, 100.000000%); fill-opacity: 0.6" />
<ellipse cx="231.250000" cy="175.000000" rx="18.750000" ry="18.750000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 0.5; stroke-width: 0.666667px; fill: rgb(25.000000%, 0.000000%, 100.000000%); fill-opacity: 0.6" />
<ellipse cx="207.475953" cy="156.250000" rx="12.500000" ry="12.500000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 0.5; stroke-width: 0.666667px; fill: rgb(16.666667%, 0.000000%, 100.000000%); fill-opacity: 0.6" />
<ellipse cx="193.750000" cy="142.524047" rx="12.500000" ry="12.500000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 0.5; stroke-width: 0.666667px; fill: rgb(25.000000%, 0.000000%, 100.000000%); fill-opacity: 0.6" />
<ellipse cx="175.000000" cy="137.500000" rx="12.500000" ry="12.500000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 0.5; stroke-width: 0.666667px; fill: rgb(33.333333%, 0.000000%, 100.000000%); fill-opacity: 0.6" />
<ellipse cx="156.250000" cy="142.524047" rx="12.500000" ry="12.500000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 0.5; stroke-width: 0.666667px; fill: rgb(41.666667%, 0.000000%, 100.000000%); fill-opacity: 0.6" />
<ellipse cx="142.524047" cy="156.250000" rx="12.500000" ry="12.500000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 0.5; stroke-width: 0.666667px; fill: rgb(50.000000%, 0.000000%, 100.000000%); fill-opacity: 0.6" />
<ellipse cx="137.500000" cy="175.000000" rx="12.500000" ry="12.500000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 0.5; stroke-width: 0.666667px; fill: rgb(58.333333%, 0.000000%, 100.000000%); fill-opacity: 0.6" />
<ellipse cx="142.524047" cy="193.750000" rx="12.500000" ry="12.500000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 0.5; stroke-width: 0.666667px; fill: rgb(66.666667%, 0.000000%, 100.000000%); fill-opacity: 0.6" />
<ellipse cx="156.250000" cy="207.475953" rx="12.500000" ry="12.500000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 0.5; stroke-width: 0.666667px; fill: rgb(75.000000%, 0.000000%, 100.000000%); fill-opacity: 0.6" />
<ellipse cx="175.000000" cy="212.500000" rx="12.500000" ry="12.500000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 0.5; stroke-width: 0.666667px; fill: rgb(83.333333%, 0.000000%, 100.000000%); fill-opacity: 0.6" />
<ellipse cx="193.750000" cy="207.475953" rx="12.500000" ry="12.500000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 0.5; stroke-width: 0.666667px; fill: rgb(91.666667%, 0.000000%, 100.000000%); fill-opacity: 0.6" />
<ellipse cx="207.475953" cy="193.750000" rx="12.500000" ry="12.500000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 0.5; stroke-width: 0.666667px; fill: rgb(100.000000%, 0.000000%, 100.000000%); fill-opacity: 0.6" />
<ellipse cx="212.500000" cy="175.000000" rx="12.500000" ry="12.500000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 0.5; stroke-width: 0.666667px; fill: rgb(100.000000%, 0.000000%, 91.666667%); fill-opacity: 0.6" />
            </svg>
        "/></mstyle></math>
p13042
sg15
I2
sass(g1709
g12665
VLightRed
p13043
I0
tp13044
(dp13045
g6
VGraphics[{EdgeForm[Black], LightRed, Disk[]}, ImageSize->Small]
p13046
sg8
(lp13047
(dp13048
g11
(lp13049
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="200px" height="200px" src="data:image/svg+xml;base64,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"/></mstyle></math>
p13050
sg15
I1
sass(g1709
g12665
g13043
I1
tp13051
(dp13052
g6
VLightRed // ToBoxes
p13053
sg8
(lp13054
(dp13055
g11
(lp13056
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>StyleBox</mi> <mo>[</mo> <mrow><mrow><mi>GraphicsBox</mi> <mo>[</mo> <mrow><mrow><mo>{</mo> <mrow><mrow><mi>EdgeForm</mi> <mo>[</mo> <mglyph width="16px" height="16px" src="data:image/svg+xml;base64,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"/> <mo>]</mo></mrow> <mo>,</mo> <mglyph width="16px" height="16px" src="data:image/svg+xml;base64,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"/> <mo>,</mo> <mrow><mi>RectangleBox</mi> <mo>[</mo> <mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mi>$OptionSyntax</mi> <mo>-&gt;</mo> <mi>Ignore</mi></mrow> <mo>,</mo> <mrow><mi>AspectRatio</mi> <mo>-&gt;</mo> <mi>Automatic</mi></mrow> <mo>,</mo> <mrow><mi>Axes</mi> <mo>-&gt;</mo> <mi>False</mi></mrow> <mo>,</mo> <mrow><mi>AxesStyle</mi> <mo>-&gt;</mo> <mrow><mo>{</mo> <mo>}</mo></mrow></mrow> <mo>,</mo> <mrow><mi>Background</mi> <mo>-&gt;</mo> <mi>Automatic</mi></mrow> <mo>,</mo> <mrow><mi>ImageSize</mi> <mo>-&gt;</mo> <mn>16</mn></mrow> <mo>,</mo> <mrow><mi>LabelStyle</mi> <mo>-&gt;</mo> <mrow><mo>{</mo> <mo>}</mo></mrow></mrow> <mo>,</mo> <mrow><mi>PlotRange</mi> <mo>-&gt;</mo> <mi>Automatic</mi></mrow> <mo>,</mo> <mrow><mi>PlotRangePadding</mi> <mo>-&gt;</mo> <mi>Automatic</mi></mrow> <mo>,</mo> <mrow><mi>TicksStyle</mi> <mo>-&gt;</mo> <mrow><mo>{</mo> <mo>}</mo></mrow></mrow></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>ImageSizeMultipliers</mi> <mo>-&gt;</mo> <mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow></mrow></mrow> <mo>]</mo></mrow></mstyle></math>
p13057
sg15
I2
sass(g1709
g12665
VLighter
p13058
I0
tp13059
(dp13060
g6
VLighter[Orange, 1/4]
p13061
sg8
(lp13062
(dp13063
g11
(lp13064
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="16px" height="16px" src="data:image/svg+xml;base64,CiAgICAgICAgICAgIDxzdmcgeG1sbnM6c3ZnPSJodHRwOi8vd3d3LnczLm9yZy8yMDAwL3N2ZyIKICAgICAgICAgICAgICAgIHhtbG5zPSJodHRwOi8vd3d3LnczLm9yZy8yMDAwL3N2ZyIKICAgICAgICAgICAgICAgIHZlcnNpb249IjEuMSIKICAgICAgICAgICAgICAgIHZpZXdCb3g9Ii0xLjMzMzMzMyAtMS4zMzMzMzMgMTguNjY2NjY3IDE4LjY2NjY2NyI+CiAgICAgICAgICAgICAgICA8cmVjdCB4PSIwLjAwMDAwMCIgeT0iMC4wMDAwMDAiIHdpZHRoPSIxNi4wMDAwMDAiIGhlaWdodD0iMTYuMDAwMDAwIiBzdHlsZT0ic3Ryb2tlOiByZ2IoMC4wMDAwMDAlLCAwLjAwMDAwMCUsIDAuMDAwMDAwJSk7IHN0cm9rZS1vcGFjaXR5OiAxLjA7IHN0cm9rZS13aWR0aDogMC42NjY2NjdweDsgZmlsbDogcmdiKDEwMC4wMDAwMDAlLCA2Mi41MDAwMDAlLCAyNS4wMDAwMDAlKTsgZmlsbC1vcGFjaXR5OiAxLjAiIC8+CiAgICAgICAgICAgIDwvc3ZnPgogICAgICAgIA=="/></mstyle></math>
p13065
sg15
I1
sass(g1709
g12665
g13058
I1
tp13066
(dp13067
g6
VGraphics[{Lighter[Orange, 1/4], Disk[]}]
p13068
sg8
(lp13069
(dp13070
g11
(lp13071
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="350px" height="350px" src="data:image/svg+xml;base64,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"/></mstyle></math>
p13072
sg15
I2
sass(g1709
g12665
g13058
I2
tp13073
(dp13074
g6
VGraphics[Table[{Lighter[Orange, x], Disk[{12x, 0}]}, {x, 0, 1, 1/6}]]
p13075
sg8
(lp13076
(dp13077
g11
(lp13078
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="57px" src="data:image/svg+xml;base64,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"/></mstyle></math>
p13079
sg15
I3
sass(g1709
g12665
VLine
p13080
I0
tp13081
(dp13082
g6
VGraphics[Line[{{0,1},{0,0},{1,0},{1,1}}]]
p13083
sg8
(lp13084
(dp13085
g11
(lp13086
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="350px" height="350px" src="data:image/svg+xml;base64,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"/></mstyle></math>
p13087
sg15
I1
sass(g1709
g12665
g13080
I1
tp13088
(dp13089
g6
VGraphics3D[Line[{{0,0,0},{0,1,1},{1,0,0}}]]
p13090
sg8
(lp13091
(dp13092
g11
(lp13093
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtable><mtr><mtd><graphics3d data="{&quot;elements&quot;: [{&quot;type&quot;: &quot;line&quot;, &quot;coords&quot;: [[[0.0, 0.0, 0.0], null], [[0.0, 1.0, 1.0], null], [[1.0, 0.0, 0.0], null]], &quot;color&quot;: [0, 0, 0, 1]}], &quot;axes&quot;: {&quot;hasaxes&quot;: [false, false, false], &quot;ticks&quot;: [[[0.0, 0.2, 0.4, 0.6000000000000001, 0.8, 1.0], [0.05, 0.1, 0.15000000000000002, 0.25, 0.30000000000000004, 0.35000000000000003, 0.45, 0.5, 0.55, 0.65, 0.7000000000000001, 0.75, 0.8500000000000001, 0.9, 0.9500000000000001], [&quot;0&quot;, &quot;0.2&quot;, &quot;0.4&quot;, &quot;0.6&quot;, &quot;0.8&quot;, &quot;1&quot;]], [[0.0, 0.2, 0.4, 0.6000000000000001, 0.8, 1.0], [0.05, 0.1, 0.15000000000000002, 0.25, 0.30000000000000004, 0.35000000000000003, 0.45, 0.5, 0.55, 0.65, 0.7000000000000001, 0.75, 0.8500000000000001, 0.9, 0.9500000000000001], [&quot;0&quot;, &quot;0.2&quot;, &quot;0.4&quot;, &quot;0.6&quot;, &quot;0.8&quot;, &quot;1&quot;]], [[0.0, 0.2, 0.4, 0.6000000000000001, 0.8, 1.0], [0.05, 0.1, 0.15000000000000002, 0.25, 0.30000000000000004, 0.35000000000000003, 0.45, 0.5, 0.55, 0.65, 0.7000000000000001, 0.75, 0.8500000000000001, 0.9, 0.9500000000000001], [&quot;0&quot;, &quot;0.2&quot;, &quot;0.4&quot;, &quot;0.6&quot;, &quot;0.8&quot;, &quot;1&quot;]]]}, &quot;extent&quot;: {&quot;xmin&quot;: 0.0, &quot;xmax&quot;: 1.0, &quot;ymin&quot;: 0.0, &quot;ymax&quot;: 1.0, &quot;zmin&quot;: 0.0, &quot;zmax&quot;: 1.0}, &quot;lighting&quot;: [{&quot;type&quot;: &quot;Ambient&quot;, &quot;color&quot;: [0.3, 0.2, 0.4]}, {&quot;type&quot;: &quot;Directional&quot;, &quot;color&quot;: [0.8, 0.0, 0.0], &quot;position&quot;: [2.0, 0.0, 2.0]}, {&quot;type&quot;: &quot;Directional&quot;, &quot;color&quot;: [0.0, 0.8, 0.0], &quot;position&quot;: [2.0, 2.0, 2.0]}, {&quot;type&quot;: &quot;Directional&quot;, &quot;color&quot;: [0.0, 0.0, 0.8], &quot;position&quot;: [0.0, 2.0, 2.0]}], &quot;viewpoint&quot;: [1.3, -2.4, 2.0]}" /></mtd></mtr></mtable></mstyle></math>
p13094
sg15
I2
sass(g1709
g12665
VMagenta
p13095
I0
tp13096
(dp13097
g6
VGraphics[{EdgeForm[Black], Magenta, Disk[]}, ImageSize->Small]
p13098
sg8
(lp13099
(dp13100
g11
(lp13101
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="200px" height="200px" src="data:image/svg+xml;base64,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"/></mstyle></math>
p13102
sg15
I1
sass(g1709
g12665
g13095
I1
tp13103
(dp13104
g6
VMagenta // ToBoxes
p13105
sg8
(lp13106
(dp13107
g11
(lp13108
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>StyleBox</mi> <mo>[</mo> <mrow><mrow><mi>GraphicsBox</mi> <mo>[</mo> <mrow><mrow><mo>{</mo> <mrow><mrow><mi>EdgeForm</mi> <mo>[</mo> <mglyph width="16px" height="16px" src="data:image/svg+xml;base64,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"/> <mo>]</mo></mrow> <mo>,</mo> <mglyph width="16px" height="16px" src="data:image/svg+xml;base64,CiAgICAgICAgICAgIDxzdmcgeG1sbnM6c3ZnPSJodHRwOi8vd3d3LnczLm9yZy8yMDAwL3N2ZyIKICAgICAgICAgICAgICAgIHhtbG5zPSJodHRwOi8vd3d3LnczLm9yZy8yMDAwL3N2ZyIKICAgICAgICAgICAgICAgIHZlcnNpb249IjEuMSIKICAgICAgICAgICAgICAgIHZpZXdCb3g9Ii0xLjMzMzMzMyAtMS4zMzMzMzMgMTguNjY2NjY3IDE4LjY2NjY2NyI+CiAgICAgICAgICAgICAgICA8cmVjdCB4PSIwLjAwMDAwMCIgeT0iMC4wMDAwMDAiIHdpZHRoPSIxNi4wMDAwMDAiIGhlaWdodD0iMTYuMDAwMDAwIiBzdHlsZT0ic3Ryb2tlOiByZ2IoMC4wMDAwMDAlLCAwLjAwMDAwMCUsIDAuMDAwMDAwJSk7IHN0cm9rZS1vcGFjaXR5OiAxLjA7IHN0cm9rZS13aWR0aDogMC42NjY2NjdweDsgZmlsbDogcmdiKDEwMC4wMDAwMDAlLCAwLjAwMDAwMCUsIDEwMC4wMDAwMDAlKTsgZmlsbC1vcGFjaXR5OiAxLjAiIC8+CiAgICAgICAgICAgIDwvc3ZnPgogICAgICAgIA=="/> <mo>,</mo> <mrow><mi>RectangleBox</mi> <mo>[</mo> <mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mi>$OptionSyntax</mi> <mo>-&gt;</mo> <mi>Ignore</mi></mrow> <mo>,</mo> <mrow><mi>AspectRatio</mi> <mo>-&gt;</mo> <mi>Automatic</mi></mrow> <mo>,</mo> <mrow><mi>Axes</mi> <mo>-&gt;</mo> <mi>False</mi></mrow> <mo>,</mo> <mrow><mi>AxesStyle</mi> <mo>-&gt;</mo> <mrow><mo>{</mo> <mo>}</mo></mrow></mrow> <mo>,</mo> <mrow><mi>Background</mi> <mo>-&gt;</mo> <mi>Automatic</mi></mrow> <mo>,</mo> <mrow><mi>ImageSize</mi> <mo>-&gt;</mo> <mn>16</mn></mrow> <mo>,</mo> <mrow><mi>LabelStyle</mi> <mo>-&gt;</mo> <mrow><mo>{</mo> <mo>}</mo></mrow></mrow> <mo>,</mo> <mrow><mi>PlotRange</mi> <mo>-&gt;</mo> <mi>Automatic</mi></mrow> <mo>,</mo> <mrow><mi>PlotRangePadding</mi> <mo>-&gt;</mo> <mi>Automatic</mi></mrow> <mo>,</mo> <mrow><mi>TicksStyle</mi> <mo>-&gt;</mo> <mrow><mo>{</mo> <mo>}</mo></mrow></mrow></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>ImageSizeMultipliers</mi> <mo>-&gt;</mo> <mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow></mrow></mrow> <mo>]</mo></mrow></mstyle></math>
p13109
sg15
I2
sass(g1709
g12665
g13095
I2
tp13110
(dp13111
g6
VMagenta
p13112
sg8
(lp13113
(dp13114
g11
(lp13115
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="16px" height="16px" src="data:image/svg+xml;base64,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"/></mstyle></math>
p13116
sg15
I3
sass(g1709
g12665
VOrange
p13117
I0
tp13118
(dp13119
g6
VGraphics[{EdgeForm[Black], Orange, Disk[]}, ImageSize->Small]
p13120
sg8
(lp13121
(dp13122
g11
(lp13123
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="200px" height="200px" src="data:image/svg+xml;base64,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"/></mstyle></math>
p13124
sg15
I1
sass(g1709
g12665
g13117
I1
tp13125
(dp13126
g6
VOrange // ToBoxes
p13127
sg8
(lp13128
(dp13129
g11
(lp13130
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>StyleBox</mi> <mo>[</mo> <mrow><mrow><mi>GraphicsBox</mi> <mo>[</mo> <mrow><mrow><mo>{</mo> <mrow><mrow><mi>EdgeForm</mi> <mo>[</mo> <mglyph width="16px" height="16px" src="data:image/svg+xml;base64,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"/> <mo>]</mo></mrow> <mo>,</mo> <mglyph width="16px" height="16px" src="data:image/svg+xml;base64,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"/> <mo>,</mo> <mrow><mi>RectangleBox</mi> <mo>[</mo> <mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mi>$OptionSyntax</mi> <mo>-&gt;</mo> <mi>Ignore</mi></mrow> <mo>,</mo> <mrow><mi>AspectRatio</mi> <mo>-&gt;</mo> <mi>Automatic</mi></mrow> <mo>,</mo> <mrow><mi>Axes</mi> <mo>-&gt;</mo> <mi>False</mi></mrow> <mo>,</mo> <mrow><mi>AxesStyle</mi> <mo>-&gt;</mo> <mrow><mo>{</mo> <mo>}</mo></mrow></mrow> <mo>,</mo> <mrow><mi>Background</mi> <mo>-&gt;</mo> <mi>Automatic</mi></mrow> <mo>,</mo> <mrow><mi>ImageSize</mi> <mo>-&gt;</mo> <mn>16</mn></mrow> <mo>,</mo> <mrow><mi>LabelStyle</mi> <mo>-&gt;</mo> <mrow><mo>{</mo> <mo>}</mo></mrow></mrow> <mo>,</mo> <mrow><mi>PlotRange</mi> <mo>-&gt;</mo> <mi>Automatic</mi></mrow> <mo>,</mo> <mrow><mi>PlotRangePadding</mi> <mo>-&gt;</mo> <mi>Automatic</mi></mrow> <mo>,</mo> <mrow><mi>TicksStyle</mi> <mo>-&gt;</mo> <mrow><mo>{</mo> <mo>}</mo></mrow></mrow></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>ImageSizeMultipliers</mi> <mo>-&gt;</mo> <mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow></mrow></mrow> <mo>]</mo></mrow></mstyle></math>
p13131
sg15
I2
sass(g1709
g12665
VPoint
p13132
I0
tp13133
(dp13134
g6
VGraphics[Point[{0,0}]]
p13135
sg8
(lp13136
(dp13137
g11
(lp13138
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="350px" height="350px" src="data:image/svg+xml;base64,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"/></mstyle></math>
p13139
sg15
I1
sass(g1709
g12665
g13132
I1
tp13140
(dp13141
g6
VGraphics[Point[Table[{Sin[t], Cos[t]}, {t, 0, 2. Pi, Pi / 15.}]]]
p13142
sg8
(lp13143
(dp13144
g11
(lp13145
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="348px" height="350px" src="data:image/svg+xml;base64,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"/></mstyle></math>
p13146
sg15
I2
sass(g1709
g12665
g13132
I2
tp13147
(dp13148
g6
VGraphics3D[Point[Table[{Sin[t], Cos[t], 0}, {t, 0, 2. Pi, Pi / 15.}]]]
p13149
sg8
(lp13150
(dp13151
g11
(lp13152
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtable><mtr><mtd><graphics3d data="{&quot;elements&quot;: [{&quot;type&quot;: &quot;point&quot;, &quot;coords&quot;: [[[0.0, 1.0, 0.0], null], [[0.20791169081775931, 0.9781476007338057, 0.0], null], [[0.40673664307580015, 0.9135454576426009, 0.0], null], [[0.5877852522924731, 0.8090169943749475, 0.0], null], [[0.7431448254773941, 0.6691306063588582, 0.0], null], [[0.8660254037844386, 0.5000000000000001, 0.0], null], [[0.9510565162951535, 0.30901699437494745, 0.0], null], [[0.9945218953682733, 0.10452846326765346, 0.0], null], [[0.9945218953682733, -0.10452846326765355, 0.0], null], [[0.9510565162951535, -0.30901699437494756, 0.0], null], [[0.8660254037844385, -0.5000000000000002, 0.0], null], [[0.7431448254773942, -0.6691306063588582, 0.0], null], [[0.5877852522924732, -0.8090169943749473, 0.0], null], [[0.40673664307580043, -0.9135454576426008, 0.0], null], [[0.20791169081775973, -0.9781476007338056, 0.0], null], [[5.66553889764798e-16, -1.0, 0.0], null], [[-0.20791169081775862, -0.9781476007338058, 0.0], null], [[-0.40673664307579943, -0.9135454576426012, 0.0], null], [[-0.5877852522924722, -0.809016994374948, 0.0], null], [[-0.7431448254773935, -0.6691306063588591, 0.0], null], [[-0.8660254037844379, -0.5000000000000012, 0.0], null], [[-0.9510565162951532, -0.30901699437494845, 0.0], null], [[-0.9945218953682733, -0.10452846326765423, 0.0], null], [[-0.9945218953682734, 0.10452846326765299, 0.0], null], [[-0.9510565162951536, 0.30901699437494723, 0.0], null], [[-0.8660254037844386, 0.5000000000000001, 0.0], null], [[-0.743144825477394, 0.6691306063588585, 0.0], null], [[-0.5877852522924726, 0.8090169943749478, 0.0], null], [[-0.4067366430757993, 0.9135454576426013, 0.0], null], [[-0.20791169081775812, 0.9781476007338059, 0.0], null], [[1.5314274795707798e-15, 1.0, 0.0], null]], &quot;color&quot;: [0, 0, 0, 1]}], &quot;axes&quot;: {&quot;hasaxes&quot;: [false, false, false], &quot;ticks&quot;: [[[-0.5, 0.0, 0.5], [-0.9, -0.8, -0.7000000000000001, -0.6000000000000001, -0.4, -0.30000000000000004, -0.2, -0.1, 0.1, 0.2, 0.30000000000000004, 0.4, 0.6000000000000001, 0.7000000000000001, 0.8, 0.9], [&quot;-0.5&quot;, &quot;0&quot;, &quot;0.5&quot;]], [[-1.0, -0.5, 0.0, 0.5, 1.0], [-0.9, -0.8, -0.7000000000000001, -0.6000000000000001, -0.4, -0.30000000000000004, -0.2, -0.1, 0.1, 0.2, 0.30000000000000004, 0.4, 0.6000000000000001, 0.7000000000000001, 0.8, 0.9], [&quot;-1&quot;, &quot;-0.5&quot;, &quot;0&quot;, &quot;0.5&quot;, &quot;1&quot;]], [[-1.0, -0.5, 0.0, 0.5, 1.0], [-0.9, -0.8, -0.7000000000000001, -0.6000000000000001, -0.4, -0.30000000000000004, -0.2, -0.1, 0.1, 0.2, 0.30000000000000004, 0.4, 0.6000000000000001, 0.7000000000000001, 0.8, 0.9], [&quot;-1&quot;, &quot;-0.5&quot;, &quot;0&quot;, &quot;0.5&quot;, &quot;1&quot;]]]}, &quot;extent&quot;: {&quot;xmin&quot;: -0.9945218953682734, &quot;xmax&quot;: 0.9945218953682733, &quot;ymin&quot;: -1.0, &quot;ymax&quot;: 1.0, &quot;zmin&quot;: -1.0, &quot;zmax&quot;: 1.0}, &quot;lighting&quot;: [{&quot;type&quot;: &quot;Ambient&quot;, &quot;color&quot;: [0.3, 0.2, 0.4]}, {&quot;type&quot;: &quot;Directional&quot;, &quot;color&quot;: [0.8, 0.0, 0.0], &quot;position&quot;: [2.0, 0.0, 2.0]}, {&quot;type&quot;: &quot;Directional&quot;, &quot;color&quot;: [0.0, 0.8, 0.0], &quot;position&quot;: [2.0, 2.0, 2.0]}, {&quot;type&quot;: &quot;Directional&quot;, &quot;color&quot;: [0.0, 0.0, 0.8], &quot;position&quot;: [0.0, 2.0, 2.0]}], &quot;viewpoint&quot;: [2.6, -4.8, 4.0]}" /></mtd></mtr></mtable></mstyle></math>
p13153
sg15
I3
sass(g1709
g12665
VPolygon
p13154
I0
tp13155
(dp13156
g6
VGraphics[Polygon[{{1,0},{0,0},{0,1}}]]
p13157
sg8
(lp13158
(dp13159
g11
(lp13160
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="350px" height="350px" src="data:image/svg+xml;base64,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"/></mstyle></math>
p13161
sg15
I1
sass(g1709
g12665
g13154
I1
tp13162
(dp13163
g6
VGraphics3D[Polygon[{{0,0,0},{0,1,1},{1,0,0}}]]
p13164
sg8
(lp13165
(dp13166
g11
(lp13167
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtable><mtr><mtd><graphics3d data="{&quot;elements&quot;: [{&quot;type&quot;: &quot;polygon&quot;, &quot;coords&quot;: [[[0.0, 0.0, 0.0], null], [[0.0, 1.0, 1.0], null], [[1.0, 0.0, 0.0], null]], &quot;faceColor&quot;: [1, 1, 1, 1]}], &quot;axes&quot;: {&quot;hasaxes&quot;: [false, false, false], &quot;ticks&quot;: [[[0.0, 0.2, 0.4, 0.6000000000000001, 0.8, 1.0], [0.05, 0.1, 0.15000000000000002, 0.25, 0.30000000000000004, 0.35000000000000003, 0.45, 0.5, 0.55, 0.65, 0.7000000000000001, 0.75, 0.8500000000000001, 0.9, 0.9500000000000001], [&quot;0&quot;, &quot;0.2&quot;, &quot;0.4&quot;, &quot;0.6&quot;, &quot;0.8&quot;, &quot;1&quot;]], [[0.0, 0.2, 0.4, 0.6000000000000001, 0.8, 1.0], [0.05, 0.1, 0.15000000000000002, 0.25, 0.30000000000000004, 0.35000000000000003, 0.45, 0.5, 0.55, 0.65, 0.7000000000000001, 0.75, 0.8500000000000001, 0.9, 0.9500000000000001], [&quot;0&quot;, &quot;0.2&quot;, &quot;0.4&quot;, &quot;0.6&quot;, &quot;0.8&quot;, &quot;1&quot;]], [[0.0, 0.2, 0.4, 0.6000000000000001, 0.8, 1.0], [0.05, 0.1, 0.15000000000000002, 0.25, 0.30000000000000004, 0.35000000000000003, 0.45, 0.5, 0.55, 0.65, 0.7000000000000001, 0.75, 0.8500000000000001, 0.9, 0.9500000000000001], [&quot;0&quot;, &quot;0.2&quot;, &quot;0.4&quot;, &quot;0.6&quot;, &quot;0.8&quot;, &quot;1&quot;]]]}, &quot;extent&quot;: {&quot;xmin&quot;: 0.0, &quot;xmax&quot;: 1.0, &quot;ymin&quot;: 0.0, &quot;ymax&quot;: 1.0, &quot;zmin&quot;: 0.0, &quot;zmax&quot;: 1.0}, &quot;lighting&quot;: [{&quot;type&quot;: &quot;Ambient&quot;, &quot;color&quot;: [0.3, 0.2, 0.4]}, {&quot;type&quot;: &quot;Directional&quot;, &quot;color&quot;: [0.8, 0.0, 0.0], &quot;position&quot;: [2.0, 0.0, 2.0]}, {&quot;type&quot;: &quot;Directional&quot;, &quot;color&quot;: [0.0, 0.8, 0.0], &quot;position&quot;: [2.0, 2.0, 2.0]}, {&quot;type&quot;: &quot;Directional&quot;, &quot;color&quot;: [0.0, 0.0, 0.8], &quot;position&quot;: [0.0, 2.0, 2.0]}], &quot;viewpoint&quot;: [1.3, -2.4, 2.0]}" /></mtd></mtr></mtable></mstyle></math>
p13168
sg15
I2
sass(g1709
g12665
VPurple
p13169
I0
tp13170
(dp13171
g6
VGraphics[{EdgeForm[Black], Purple, Disk[]}, ImageSize->Small]
p13172
sg8
(lp13173
(dp13174
g11
(lp13175
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="200px" height="200px" src="data:image/svg+xml;base64,CiAgICAgICAgICAgIDxzdmcgeG1sbnM6c3ZnPSJodHRwOi8vd3d3LnczLm9yZy8yMDAwL3N2ZyIKICAgICAgICAgICAgICAgIHhtbG5zPSJodHRwOi8vd3d3LnczLm9yZy8yMDAwL3N2ZyIKICAgICAgICAgICAgICAgIHZlcnNpb249IjEuMSIKICAgICAgICAgICAgICAgIHZpZXdCb3g9Ii0xLjMzMzMzMyAtMS4zMzMzMzMgMjAyLjY2NjY2NyAyMDIuNjY2NjY3Ij4KICAgICAgICAgICAgICAgIDxlbGxpcHNlIGN4PSIxMDAuMDAwMDAwIiBjeT0iMTAwLjAwMDAwMCIgcng9IjEwMC4wMDAwMDAiIHJ5PSIxMDAuMDAwMDAwIiBzdHlsZT0ic3Ryb2tlOiByZ2IoMC4wMDAwMDAlLCAwLjAwMDAwMCUsIDAuMDAwMDAwJSk7IHN0cm9rZS1vcGFjaXR5OiAxLjA7IHN0cm9rZS13aWR0aDogMC42NjY2NjdweDsgZmlsbDogcmdiKDUwLjAwMDAwMCUsIDAuMDAwMDAwJSwgNTAuMDAwMDAwJSk7IGZpbGwtb3BhY2l0eTogMS4wIiAvPgogICAgICAgICAgICA8L3N2Zz4KICAgICAgICA="/></mstyle></math>
p13176
sg15
I1
sass(g1709
g12665
g13169
I1
tp13177
(dp13178
g6
VPurple // ToBoxes
p13179
sg8
(lp13180
(dp13181
g11
(lp13182
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>StyleBox</mi> <mo>[</mo> <mrow><mrow><mi>GraphicsBox</mi> <mo>[</mo> <mrow><mrow><mo>{</mo> <mrow><mrow><mi>EdgeForm</mi> <mo>[</mo> <mglyph width="16px" height="16px" src="data:image/svg+xml;base64,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"/> <mo>]</mo></mrow> <mo>,</mo> <mglyph width="16px" height="16px" src="data:image/svg+xml;base64,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"/> <mo>,</mo> <mrow><mi>RectangleBox</mi> <mo>[</mo> <mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mi>$OptionSyntax</mi> <mo>-&gt;</mo> <mi>Ignore</mi></mrow> <mo>,</mo> <mrow><mi>AspectRatio</mi> <mo>-&gt;</mo> <mi>Automatic</mi></mrow> <mo>,</mo> <mrow><mi>Axes</mi> <mo>-&gt;</mo> <mi>False</mi></mrow> <mo>,</mo> <mrow><mi>AxesStyle</mi> <mo>-&gt;</mo> <mrow><mo>{</mo> <mo>}</mo></mrow></mrow> <mo>,</mo> <mrow><mi>Background</mi> <mo>-&gt;</mo> <mi>Automatic</mi></mrow> <mo>,</mo> <mrow><mi>ImageSize</mi> <mo>-&gt;</mo> <mn>16</mn></mrow> <mo>,</mo> <mrow><mi>LabelStyle</mi> <mo>-&gt;</mo> <mrow><mo>{</mo> <mo>}</mo></mrow></mrow> <mo>,</mo> <mrow><mi>PlotRange</mi> <mo>-&gt;</mo> <mi>Automatic</mi></mrow> <mo>,</mo> <mrow><mi>PlotRangePadding</mi> <mo>-&gt;</mo> <mi>Automatic</mi></mrow> <mo>,</mo> <mrow><mi>TicksStyle</mi> <mo>-&gt;</mo> <mrow><mo>{</mo> <mo>}</mo></mrow></mrow></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>ImageSizeMultipliers</mi> <mo>-&gt;</mo> <mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow></mrow></mrow> <mo>]</mo></mrow></mstyle></math>
p13183
sg15
I2
sass(g1709
g12665
VRGBColor
p13184
I0
tp13185
(dp13186
g6
VGraphics[MapIndexed[{RGBColor @@ #1, Disk[2*#2 ~Join~ {0}]} &, IdentityMatrix[3]], ImageSize->Small]
p13187
sg8
(lp13188
(dp13189
g11
(lp13190
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="200px" height="66px" src="data:image/svg+xml;base64,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"/></mstyle></math>
p13191
sg15
I1
sass(g1709
g12665
g13184
I1
tp13192
(dp13193
g6
VRGBColor[0, 1, 0]
p13194
sg8
(lp13195
(dp13196
g11
(lp13197
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="16px" height="16px" src="data:image/svg+xml;base64,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"/></mstyle></math>
p13198
sg15
I2
sass(g1709
g12665
g13184
I2
tp13199
(dp13200
g6
VRGBColor[0, 1, 0] // ToBoxes
p13201
sg8
(lp13202
(dp13203
g11
(lp13204
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>StyleBox</mi> <mo>[</mo> <mrow><mrow><mi>GraphicsBox</mi> <mo>[</mo> <mrow><mrow><mo>{</mo> <mrow><mrow><mi>EdgeForm</mi> <mo>[</mo> <mglyph width="16px" height="16px" src="data:image/svg+xml;base64,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"/> <mo>]</mo></mrow> <mo>,</mo> <mglyph width="16px" height="16px" src="data:image/svg+xml;base64,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"/> <mo>,</mo> <mrow><mi>RectangleBox</mi> <mo>[</mo> <mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mi>$OptionSyntax</mi> <mo>-&gt;</mo> <mi>Ignore</mi></mrow> <mo>,</mo> <mrow><mi>AspectRatio</mi> <mo>-&gt;</mo> <mi>Automatic</mi></mrow> <mo>,</mo> <mrow><mi>Axes</mi> <mo>-&gt;</mo> <mi>False</mi></mrow> <mo>,</mo> <mrow><mi>AxesStyle</mi> <mo>-&gt;</mo> <mrow><mo>{</mo> <mo>}</mo></mrow></mrow> <mo>,</mo> <mrow><mi>Background</mi> <mo>-&gt;</mo> <mi>Automatic</mi></mrow> <mo>,</mo> <mrow><mi>ImageSize</mi> <mo>-&gt;</mo> <mn>16</mn></mrow> <mo>,</mo> <mrow><mi>LabelStyle</mi> <mo>-&gt;</mo> <mrow><mo>{</mo> <mo>}</mo></mrow></mrow> <mo>,</mo> <mrow><mi>PlotRange</mi> <mo>-&gt;</mo> <mi>Automatic</mi></mrow> <mo>,</mo> <mrow><mi>PlotRangePadding</mi> <mo>-&gt;</mo> <mi>Automatic</mi></mrow> <mo>,</mo> <mrow><mi>TicksStyle</mi> <mo>-&gt;</mo> <mrow><mo>{</mo> <mo>}</mo></mrow></mrow></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>ImageSizeMultipliers</mi> <mo>-&gt;</mo> <mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow></mrow></mrow> <mo>]</mo></mrow></mstyle></math>
p13205
sg15
I3
sass(g1709
g12665
VRectangle
p13206
I0
tp13207
(dp13208
g6
VGraphics[Rectangle[]]
p13209
sg8
(lp13210
(dp13211
g11
(lp13212
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="350px" height="350px" src="data:image/svg+xml;base64,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"/></mstyle></math>
p13213
sg15
I1
sass(g1709
g12665
g13206
I1
tp13214
(dp13215
g6
VGraphics[{Blue, Rectangle[{0.5, 0}], Orange, Rectangle[{0, 0.5}]}]
p13216
sg8
(lp13217
(dp13218
g11
(lp13219
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="350px" height="350px" src="data:image/svg+xml;base64,CiAgICAgICAgICAgIDxzdmcgeG1sbnM6c3ZnPSJodHRwOi8vd3d3LnczLm9yZy8yMDAwL3N2ZyIKICAgICAgICAgICAgICAgIHhtbG5zPSJodHRwOi8vd3d3LnczLm9yZy8yMDAwL3N2ZyIKICAgICAgICAgICAgICAgIHZlcnNpb249IjEuMSIKICAgICAgICAgICAgICAgIHZpZXdCb3g9Ii0xLjAwMDAwMCAtMS4wMDAwMDAgMzUyLjAwMDAwMCAzNTIuMDAwMDAwIj4KICAgICAgICAgICAgICAgIDxyZWN0IHg9IjExNi42NjY2NjciIHk9IjExNi42NjY2NjciIHdpZHRoPSIyMzMuMzMzMzMzIiBoZWlnaHQ9IjIzMy4zMzMzMzMiIHN0eWxlPSJzdHJva2U6IG5vbmU7IHN0cm9rZS13aWR0aDogMC4wMDAwMDBweDsgZmlsbDogcmdiKDAuMDAwMDAwJSwgMC4wMDAwMDAlLCAxMDAuMDAwMDAwJSk7IGZpbGwtb3BhY2l0eTogMS4wIiAvPgo8cmVjdCB4PSIwLjAwMDAwMCIgeT0iMC4wMDAwMDAiIHdpZHRoPSIyMzMuMzMzMzMzIiBoZWlnaHQ9IjIzMy4zMzMzMzMiIHN0eWxlPSJzdHJva2U6IG5vbmU7IHN0cm9rZS13aWR0aDogMC4wMDAwMDBweDsgZmlsbDogcmdiKDEwMC4wMDAwMDAlLCA1MC4wMDAwMDAlLCAwLjAwMDAwMCUpOyBmaWxsLW9wYWNpdHk6IDEuMCIgLz4KICAgICAgICAgICAgPC9zdmc+CiAgICAgICAg"/></mstyle></math>
p13220
sg15
I2
sass(g1709
g12665
VRed
p13221
I0
tp13222
(dp13223
g6
VGraphics[{EdgeForm[Black], Red, Disk[]}, ImageSize->Small]
p13224
sg8
(lp13225
(dp13226
g11
(lp13227
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="200px" height="200px" src="data:image/svg+xml;base64,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"/></mstyle></math>
p13228
sg15
I1
sass(g1709
g12665
g13221
I1
tp13229
(dp13230
g6
VRed // ToBoxes
p13231
sg8
(lp13232
(dp13233
g11
(lp13234
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>StyleBox</mi> <mo>[</mo> <mrow><mrow><mi>GraphicsBox</mi> <mo>[</mo> <mrow><mrow><mo>{</mo> <mrow><mrow><mi>EdgeForm</mi> <mo>[</mo> <mglyph width="16px" height="16px" src="data:image/svg+xml;base64,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"/> <mo>]</mo></mrow> <mo>,</mo> <mglyph width="16px" height="16px" src="data:image/svg+xml;base64,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"/> <mo>,</mo> <mrow><mi>RectangleBox</mi> <mo>[</mo> <mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mi>$OptionSyntax</mi> <mo>-&gt;</mo> <mi>Ignore</mi></mrow> <mo>,</mo> <mrow><mi>AspectRatio</mi> <mo>-&gt;</mo> <mi>Automatic</mi></mrow> <mo>,</mo> <mrow><mi>Axes</mi> <mo>-&gt;</mo> <mi>False</mi></mrow> <mo>,</mo> <mrow><mi>AxesStyle</mi> <mo>-&gt;</mo> <mrow><mo>{</mo> <mo>}</mo></mrow></mrow> <mo>,</mo> <mrow><mi>Background</mi> <mo>-&gt;</mo> <mi>Automatic</mi></mrow> <mo>,</mo> <mrow><mi>ImageSize</mi> <mo>-&gt;</mo> <mn>16</mn></mrow> <mo>,</mo> <mrow><mi>LabelStyle</mi> <mo>-&gt;</mo> <mrow><mo>{</mo> <mo>}</mo></mrow></mrow> <mo>,</mo> <mrow><mi>PlotRange</mi> <mo>-&gt;</mo> <mi>Automatic</mi></mrow> <mo>,</mo> <mrow><mi>PlotRangePadding</mi> <mo>-&gt;</mo> <mi>Automatic</mi></mrow> <mo>,</mo> <mrow><mi>TicksStyle</mi> <mo>-&gt;</mo> <mrow><mo>{</mo> <mo>}</mo></mrow></mrow></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>ImageSizeMultipliers</mi> <mo>-&gt;</mo> <mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow></mrow></mrow> <mo>]</mo></mrow></mstyle></math>
p13235
sg15
I2
sass(g1709
g12665
g13221
I2
tp13236
(dp13237
g6
VRed
p13238
sg8
(lp13239
(dp13240
g11
(lp13241
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="16px" height="16px" src="data:image/svg+xml;base64,CiAgICAgICAgICAgIDxzdmcgeG1sbnM6c3ZnPSJodHRwOi8vd3d3LnczLm9yZy8yMDAwL3N2ZyIKICAgICAgICAgICAgICAgIHhtbG5zPSJodHRwOi8vd3d3LnczLm9yZy8yMDAwL3N2ZyIKICAgICAgICAgICAgICAgIHZlcnNpb249IjEuMSIKICAgICAgICAgICAgICAgIHZpZXdCb3g9Ii0xLjMzMzMzMyAtMS4zMzMzMzMgMTguNjY2NjY3IDE4LjY2NjY2NyI+CiAgICAgICAgICAgICAgICA8cmVjdCB4PSIwLjAwMDAwMCIgeT0iMC4wMDAwMDAiIHdpZHRoPSIxNi4wMDAwMDAiIGhlaWdodD0iMTYuMDAwMDAwIiBzdHlsZT0ic3Ryb2tlOiByZ2IoMC4wMDAwMDAlLCAwLjAwMDAwMCUsIDAuMDAwMDAwJSk7IHN0cm9rZS1vcGFjaXR5OiAxLjA7IHN0cm9rZS13aWR0aDogMC42NjY2NjdweDsgZmlsbDogcmdiKDEwMC4wMDAwMDAlLCAwLjAwMDAwMCUsIDAuMDAwMDAwJSk7IGZpbGwtb3BhY2l0eTogMS4wIiAvPgogICAgICAgICAgICA8L3N2Zz4KICAgICAgICA="/></mstyle></math>
p13242
sg15
I3
sass(g1709
g12665
VRegularPolygon
p13243
I0
tp13244
(dp13245
g6
VGraphics[RegularPolygon[5]]
p13246
sg8
(lp13247
(dp13248
g11
(lp13249
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="367px" height="350px" src="data:image/svg+xml;base64,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"/></mstyle></math>
p13250
sg15
I1
sass(g1709
g12665
g13243
I1
tp13251
(dp13252
g6
VGraphics[{Yellow, Rectangle[], Orange, RegularPolygon[{1, 1}, {0.25, 0}, 3]}]
p13253
sg8
(lp13254
(dp13255
g11
(lp13256
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="359px" height="350px" src="data:image/svg+xml;base64,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"/></mstyle></math>
p13257
sg15
I2
sass(g1709
g12665
VText
p13258
I0
tp13259
(dp13260
g6
VGraphics[{Text["First", {0, 0}], Text["Second", {1, 1}]}, Axes->True, PlotRange->{{-2, 2}, {-2, 2}}]
p13261
sg8
(lp13262
(dp13263
g11
(lp13264
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="350px" height="350px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-16.666667 -16.666667 383.333333 383.333333">
                <foreignObject x="175.000000" y="175.000000" ox="0.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>First</mtext></math></foreignObject>
<foreignObject x="262.500000" y="87.500000" ox="0.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>Second</mtext></math></foreignObject>
<polyline points="-15.000000,175.000000 365.000000,175.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="0.000000" y="177.666667" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-2</mtext></math></foreignObject>
<foreignObject x="87.500000" y="177.666667" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-1</mtext></math></foreignObject>
<foreignObject x="262.500000" y="177.666667" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1</mn></math></foreignObject>
<foreignObject x="350.000000" y="177.666667" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>2</mn></math></foreignObject>
<polyline points="0.000000,175.000000 0.000000,168.333333" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="87.500000,175.000000 87.500000,168.333333" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="262.500000,175.000000 262.500000,168.333333" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="350.000000,175.000000 350.000000,168.333333" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="17.500000,175.000000 17.500000,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="35.000000,175.000000 35.000000,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="52.500000,175.000000 52.500000,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="70.000000,175.000000 70.000000,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="105.000000,175.000000 105.000000,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="122.500000,175.000000 122.500000,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="140.000000,175.000000 140.000000,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="157.500000,175.000000 157.500000,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="192.500000,175.000000 192.500000,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="210.000000,175.000000 210.000000,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="227.500000,175.000000 227.500000,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="245.000000,175.000000 245.000000,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="280.000000,175.000000 280.000000,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="297.500000,175.000000 297.500000,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="315.000000,175.000000 315.000000,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="332.500000,175.000000 332.500000,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="175.000000,365.000000 175.000000,-15.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="172.333333" y="350.000000" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-2</mtext></math></foreignObject>
<foreignObject x="172.333333" y="262.500000" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-1</mtext></math></foreignObject>
<foreignObject x="172.333333" y="87.500000" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1</mn></math></foreignObject>
<foreignObject x="172.333333" y="0.000000" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>2</mn></math></foreignObject>
<polyline points="175.000000,350.000000 181.666667,350.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,262.500000 181.666667,262.500000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,87.500000 181.666667,87.500000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,0.000000 181.666667,0.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,332.500000 179.000000,332.500000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,315.000000 179.000000,315.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,297.500000 179.000000,297.500000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,280.000000 179.000000,280.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,245.000000 179.000000,245.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,227.500000 179.000000,227.500000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,210.000000 179.000000,210.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,192.500000 179.000000,192.500000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,157.500000 179.000000,157.500000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,140.000000 179.000000,140.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,122.500000 179.000000,122.500000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,105.000000 179.000000,105.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,70.000000 179.000000,70.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,52.500000 179.000000,52.500000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,35.000000 179.000000,35.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,17.500000 179.000000,17.500000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
            </svg>
        "/></mstyle></math>
p13265
sg15
I1
sass(g1709
g12665
VThickness
p13266
I0
tp13267
(dp13268
g6
VGraphics[{Thickness[0.2], Line[{{0, 0}, {0, 5}}]}, Axes->True, PlotRange->{{-5, 5}, {-5, 5}}]
p13269
sg8
(lp13270
(dp13271
g11
(lp13272
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="350px" height="350px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-16.666667 -16.666667 383.333333 383.333333">
                <polyline points="175.000000,175.000000 175.000000,0.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 70.000000px; fill: none" />
<polyline points="-15.000000,175.000000 365.000000,175.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="35.000000" y="177.666667" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-4</mtext></math></foreignObject>
<foreignObject x="105.000000" y="177.666667" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-2</mtext></math></foreignObject>
<foreignObject x="245.000000" y="177.666667" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>2</mn></math></foreignObject>
<foreignObject x="315.000000" y="177.666667" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>4</mn></math></foreignObject>
<polyline points="35.000000,175.000000 35.000000,168.333333" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="105.000000,175.000000 105.000000,168.333333" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="245.000000,175.000000 245.000000,168.333333" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="315.000000,175.000000 315.000000,168.333333" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,175.000000 0.000000,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="17.500000,175.000000 17.500000,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="52.500000,175.000000 52.500000,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="70.000000,175.000000 70.000000,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="87.500000,175.000000 87.500000,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="122.500000,175.000000 122.500000,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="140.000000,175.000000 140.000000,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="157.500000,175.000000 157.500000,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="192.500000,175.000000 192.500000,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="210.000000,175.000000 210.000000,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="227.500000,175.000000 227.500000,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="262.500000,175.000000 262.500000,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="280.000000,175.000000 280.000000,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="297.500000,175.000000 297.500000,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="332.500000,175.000000 332.500000,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="350.000000,175.000000 350.000000,171.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="175.000000,365.000000 175.000000,-15.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="172.333333" y="315.000000" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-4</mtext></math></foreignObject>
<foreignObject x="172.333333" y="245.000000" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-2</mtext></math></foreignObject>
<foreignObject x="172.333333" y="105.000000" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>2</mn></math></foreignObject>
<foreignObject x="172.333333" y="35.000000" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>4</mn></math></foreignObject>
<polyline points="175.000000,315.000000 181.666667,315.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,245.000000 181.666667,245.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,105.000000 181.666667,105.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,35.000000 181.666667,35.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,350.000000 179.000000,350.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,332.500000 179.000000,332.500000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,297.500000 179.000000,297.500000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,280.000000 179.000000,280.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,262.500000 179.000000,262.500000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,227.500000 179.000000,227.500000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,210.000000 179.000000,210.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,192.500000 179.000000,192.500000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,157.500000 179.000000,157.500000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,140.000000 179.000000,140.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,122.500000 179.000000,122.500000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,87.500000 179.000000,87.500000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,70.000000 179.000000,70.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,52.500000 179.000000,52.500000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,17.500000 179.000000,17.500000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="175.000000,0.000000 179.000000,0.000000" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
            </svg>
        "/></mstyle></math>
p13273
sg15
I1
sass(g1709
g12665
VWhite
p13274
I0
tp13275
(dp13276
g6
VGraphics[{EdgeForm[Black], White, Disk[]}, ImageSize->Small]
p13277
sg8
(lp13278
(dp13279
g11
(lp13280
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="200px" height="200px" src="data:image/svg+xml;base64,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"/></mstyle></math>
p13281
sg15
I1
sass(g1709
g12665
g13274
I1
tp13282
(dp13283
g6
VWhite // ToBoxes
p13284
sg8
(lp13285
(dp13286
g11
(lp13287
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>StyleBox</mi> <mo>[</mo> <mrow><mrow><mi>GraphicsBox</mi> <mo>[</mo> <mrow><mrow><mo>{</mo> <mrow><mrow><mi>EdgeForm</mi> <mo>[</mo> <mglyph width="16px" height="16px" src="data:image/svg+xml;base64,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"/> <mo>]</mo></mrow> <mo>,</mo> <mglyph width="16px" height="16px" src="data:image/svg+xml;base64,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"/> <mo>,</mo> <mrow><mi>RectangleBox</mi> <mo>[</mo> <mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mi>$OptionSyntax</mi> <mo>-&gt;</mo> <mi>Ignore</mi></mrow> <mo>,</mo> <mrow><mi>AspectRatio</mi> <mo>-&gt;</mo> <mi>Automatic</mi></mrow> <mo>,</mo> <mrow><mi>Axes</mi> <mo>-&gt;</mo> <mi>False</mi></mrow> <mo>,</mo> <mrow><mi>AxesStyle</mi> <mo>-&gt;</mo> <mrow><mo>{</mo> <mo>}</mo></mrow></mrow> <mo>,</mo> <mrow><mi>Background</mi> <mo>-&gt;</mo> <mi>Automatic</mi></mrow> <mo>,</mo> <mrow><mi>ImageSize</mi> <mo>-&gt;</mo> <mn>16</mn></mrow> <mo>,</mo> <mrow><mi>LabelStyle</mi> <mo>-&gt;</mo> <mrow><mo>{</mo> <mo>}</mo></mrow></mrow> <mo>,</mo> <mrow><mi>PlotRange</mi> <mo>-&gt;</mo> <mi>Automatic</mi></mrow> <mo>,</mo> <mrow><mi>PlotRangePadding</mi> <mo>-&gt;</mo> <mi>Automatic</mi></mrow> <mo>,</mo> <mrow><mi>TicksStyle</mi> <mo>-&gt;</mo> <mrow><mo>{</mo> <mo>}</mo></mrow></mrow></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>ImageSizeMultipliers</mi> <mo>-&gt;</mo> <mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow></mrow></mrow> <mo>]</mo></mrow></mstyle></math>
p13288
sg15
I2
sass(g1709
g12665
g13274
I2
tp13289
(dp13290
g6
VWhite
p13291
sg8
(lp13292
(dp13293
g11
(lp13294
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="16px" height="16px" src="data:image/svg+xml;base64,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"/></mstyle></math>
p13295
sg15
I3
sass(g1709
g12665
VYellow
p13296
I0
tp13297
(dp13298
g6
VGraphics[{EdgeForm[Black], Yellow, Disk[]}, ImageSize->Small]
p13299
sg8
(lp13300
(dp13301
g11
(lp13302
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="200px" height="200px" src="data:image/svg+xml;base64,CiAgICAgICAgICAgIDxzdmcgeG1sbnM6c3ZnPSJodHRwOi8vd3d3LnczLm9yZy8yMDAwL3N2ZyIKICAgICAgICAgICAgICAgIHhtbG5zPSJodHRwOi8vd3d3LnczLm9yZy8yMDAwL3N2ZyIKICAgICAgICAgICAgICAgIHZlcnNpb249IjEuMSIKICAgICAgICAgICAgICAgIHZpZXdCb3g9Ii0xLjMzMzMzMyAtMS4zMzMzMzMgMjAyLjY2NjY2NyAyMDIuNjY2NjY3Ij4KICAgICAgICAgICAgICAgIDxlbGxpcHNlIGN4PSIxMDAuMDAwMDAwIiBjeT0iMTAwLjAwMDAwMCIgcng9IjEwMC4wMDAwMDAiIHJ5PSIxMDAuMDAwMDAwIiBzdHlsZT0ic3Ryb2tlOiByZ2IoMC4wMDAwMDAlLCAwLjAwMDAwMCUsIDAuMDAwMDAwJSk7IHN0cm9rZS1vcGFjaXR5OiAxLjA7IHN0cm9rZS13aWR0aDogMC42NjY2NjdweDsgZmlsbDogcmdiKDEwMC4wMDAwMDAlLCAxMDAuMDAwMDAwJSwgMC4wMDAwMDAlKTsgZmlsbC1vcGFjaXR5OiAxLjAiIC8+CiAgICAgICAgICAgIDwvc3ZnPgogICAgICAgIA=="/></mstyle></math>
p13303
sg15
I1
sass(g1709
g12665
g13296
I1
tp13304
(dp13305
g6
VYellow // ToBoxes
p13306
sg8
(lp13307
(dp13308
g11
(lp13309
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>StyleBox</mi> <mo>[</mo> <mrow><mrow><mi>GraphicsBox</mi> <mo>[</mo> <mrow><mrow><mo>{</mo> <mrow><mrow><mi>EdgeForm</mi> <mo>[</mo> <mglyph width="16px" height="16px" src="data:image/svg+xml;base64,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"/> <mo>]</mo></mrow> <mo>,</mo> <mglyph width="16px" height="16px" src="data:image/svg+xml;base64,CiAgICAgICAgICAgIDxzdmcgeG1sbnM6c3ZnPSJodHRwOi8vd3d3LnczLm9yZy8yMDAwL3N2ZyIKICAgICAgICAgICAgICAgIHhtbG5zPSJodHRwOi8vd3d3LnczLm9yZy8yMDAwL3N2ZyIKICAgICAgICAgICAgICAgIHZlcnNpb249IjEuMSIKICAgICAgICAgICAgICAgIHZpZXdCb3g9Ii0xLjMzMzMzMyAtMS4zMzMzMzMgMTguNjY2NjY3IDE4LjY2NjY2NyI+CiAgICAgICAgICAgICAgICA8cmVjdCB4PSIwLjAwMDAwMCIgeT0iMC4wMDAwMDAiIHdpZHRoPSIxNi4wMDAwMDAiIGhlaWdodD0iMTYuMDAwMDAwIiBzdHlsZT0ic3Ryb2tlOiByZ2IoMC4wMDAwMDAlLCAwLjAwMDAwMCUsIDAuMDAwMDAwJSk7IHN0cm9rZS1vcGFjaXR5OiAxLjA7IHN0cm9rZS13aWR0aDogMC42NjY2NjdweDsgZmlsbDogcmdiKDEwMC4wMDAwMDAlLCAxMDAuMDAwMDAwJSwgMC4wMDAwMDAlKTsgZmlsbC1vcGFjaXR5OiAxLjAiIC8+CiAgICAgICAgICAgIDwvc3ZnPgogICAgICAgIA=="/> <mo>,</mo> <mrow><mi>RectangleBox</mi> <mo>[</mo> <mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mi>$OptionSyntax</mi> <mo>-&gt;</mo> <mi>Ignore</mi></mrow> <mo>,</mo> <mrow><mi>AspectRatio</mi> <mo>-&gt;</mo> <mi>Automatic</mi></mrow> <mo>,</mo> <mrow><mi>Axes</mi> <mo>-&gt;</mo> <mi>False</mi></mrow> <mo>,</mo> <mrow><mi>AxesStyle</mi> <mo>-&gt;</mo> <mrow><mo>{</mo> <mo>}</mo></mrow></mrow> <mo>,</mo> <mrow><mi>Background</mi> <mo>-&gt;</mo> <mi>Automatic</mi></mrow> <mo>,</mo> <mrow><mi>ImageSize</mi> <mo>-&gt;</mo> <mn>16</mn></mrow> <mo>,</mo> <mrow><mi>LabelStyle</mi> <mo>-&gt;</mo> <mrow><mo>{</mo> <mo>}</mo></mrow></mrow> <mo>,</mo> <mrow><mi>PlotRange</mi> <mo>-&gt;</mo> <mi>Automatic</mi></mrow> <mo>,</mo> <mrow><mi>PlotRangePadding</mi> <mo>-&gt;</mo> <mi>Automatic</mi></mrow> <mo>,</mo> <mrow><mi>TicksStyle</mi> <mo>-&gt;</mo> <mrow><mo>{</mo> <mo>}</mo></mrow></mrow></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>ImageSizeMultipliers</mi> <mo>-&gt;</mo> <mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow></mrow></mrow> <mo>]</mo></mrow></mstyle></math>
p13310
sg15
I2
sass(g1709
g12665
g13296
I2
tp13311
(dp13312
g6
VYellow
p13313
sg8
(lp13314
(dp13315
g11
(lp13316
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="16px" height="16px" src="data:image/svg+xml;base64,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"/></mstyle></math>
p13317
sg15
I3
sass(g1709
VNumber theoretic functions
p13318
VContinuedFraction
p13319
I0
tp13320
(dp13321
g6
VContinuedFraction[Pi, 10]
p13322
sg8
(lp13323
(dp13324
g11
(lp13325
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>3</mn> <mo>,</mo> <mn>7</mn> <mo>,</mo> <mn>15</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>292</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p13326
sg15
I1
sass(g1709
g13318
g13319
I1
tp13327
(dp13328
g6
VContinuedFraction[(1 + 2 Sqrt[3])/5]
p13329
sg8
(lp13330
(dp13331
g11
(lp13332
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>8</mn> <mo>,</mo> <mn>3</mn> <mo>,</mo> <mn>34</mn> <mo>,</mo> <mn>3</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p13333
sg15
I2
sass(g1709
g13318
g13319
I2
tp13334
(dp13335
g6
VContinuedFraction[Sqrt[70]]
p13336
sg8
(lp13337
(dp13338
g11
(lp13339
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>8</mn> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>2</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>16</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p13340
sg15
I3
sass(g1709
g13318
VCoprimeQ
p13341
I0
tp13342
(dp13343
g6
VCoprimeQ[7, 9]
p13344
sg8
(lp13345
(dp13346
g11
(lp13347
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p13348
sg15
I1
sass(g1709
g13318
g13341
I1
tp13349
(dp13350
g6
VCoprimeQ[-4, 9]
p13351
sg8
(lp13352
(dp13353
g11
(lp13354
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p13355
sg15
I2
sass(g1709
g13318
g13341
I2
tp13356
(dp13357
g6
VCoprimeQ[12, 15]
p13358
sg8
(lp13359
(dp13360
g11
(lp13361
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p13362
sg15
I3
sass(g1709
g13318
g13341
I3
tp13363
(dp13364
g6
VCoprimeQ[1+2I, 1-I]
p13365
sg8
(lp13366
(dp13367
g11
(lp13368
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p13369
sg15
I4
sass(g1709
g13318
g13341
I4
tp13370
(dp13371
g6
VCoprimeQ[4+2I, 6+3I]
p13372
sg8
(lp13373
(dp13374
g11
(lp13375
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p13376
sg15
I5
sass(g1709
g13318
g13341
I5
tp13377
(dp13378
g6
VCoprimeQ[2, 3, 5]
p13379
sg8
(lp13380
(dp13381
g11
(lp13382
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p13383
sg15
I6
sass(g1709
g13318
g13341
I6
tp13384
(dp13385
g6
VCoprimeQ[2, 4, 5]
p13386
sg8
(lp13387
(dp13388
g11
(lp13389
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p13390
sg15
I7
sass(g1709
g13318
VDivisors
p13391
I0
tp13392
(dp13393
g6
VDivisors[96]
p13394
sg8
(lp13395
(dp13396
g11
(lp13397
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>3</mn> <mo>,</mo> <mn>4</mn> <mo>,</mo> <mn>6</mn> <mo>,</mo> <mn>8</mn> <mo>,</mo> <mn>12</mn> <mo>,</mo> <mn>16</mn> <mo>,</mo> <mn>24</mn> <mo>,</mo> <mn>32</mn> <mo>,</mo> <mn>48</mn> <mo>,</mo> <mn>96</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p13398
sg15
I1
sass(g1709
g13318
g13391
I1
tp13399
(dp13400
g6
VDivisors[704]
p13401
sg8
(lp13402
(dp13403
g11
(lp13404
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>4</mn> <mo>,</mo> <mn>8</mn> <mo>,</mo> <mn>11</mn> <mo>,</mo> <mn>16</mn> <mo>,</mo> <mn>22</mn> <mo>,</mo> <mn>32</mn> <mo>,</mo> <mn>44</mn> <mo>,</mo> <mn>64</mn> <mo>,</mo> <mn>88</mn> <mo>,</mo> <mn>176</mn> <mo>,</mo> <mn>352</mn> <mo>,</mo> <mn>704</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p13405
sg15
I2
sass(g1709
g13318
g13391
I2
tp13406
(dp13407
g6
VDivisors[{87, 106, 202, 305}]
p13408
sg8
(lp13409
(dp13410
g11
(lp13411
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>3</mn> <mo>,</mo> <mn>29</mn> <mo>,</mo> <mn>87</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>53</mn> <mo>,</mo> <mn>106</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>101</mn> <mo>,</mo> <mn>202</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>5</mn> <mo>,</mo> <mn>61</mn> <mo>,</mo> <mn>305</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p13412
sg15
I3
sass(g1709
g13318
VEvenQ
p13413
I0
tp13414
(dp13415
g6
VEvenQ[4]
p13416
sg8
(lp13417
(dp13418
g11
(lp13419
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p13420
sg15
I1
sass(g1709
g13318
g13413
I1
tp13421
(dp13422
g6
VEvenQ[-3]
p13423
sg8
(lp13424
(dp13425
g11
(lp13426
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p13427
sg15
I2
sass(g1709
g13318
g13413
I2
tp13428
(dp13429
g6
VEvenQ[n]
p13430
sg8
(lp13431
(dp13432
g11
(lp13433
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p13434
sg15
I3
sass(g1709
g13318
VFactorInteger
p13435
I0
tp13436
(dp13437
g6
Vfactors = FactorInteger[2010]
p13438
sg8
(lp13439
(dp13440
g11
(lp13441
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>2</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>3</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>5</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>67</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p13442
sg15
I1
sass(g1709
g13318
g13435
I1
tp13443
(dp13444
g6
VTimes @@ Power @@@ factors
p13445
sg8
(lp13446
(dp13447
g11
(lp13448
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>2010</mn></mstyle></math>
p13449
sg15
I2
sass(g1709
g13318
g13435
I2
tp13450
(dp13451
g6
VFactorInteger[2010 / 2011]
p13452
sg8
(lp13453
(dp13454
g11
(lp13455
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>2</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>3</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>5</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>67</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>2011</mn> <mo>,</mo> <mtext>-1</mtext></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p13456
sg15
I3
sass(g1709
g13318
VFractionalPart
p13457
I0
tp13458
(dp13459
g6
VFractionalPart[4.1]
p13460
sg8
(lp13461
(dp13462
g11
(lp13463
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0.1</mn></mstyle></math>
p13464
sg15
I1
sass(g1709
g13318
g13457
I1
tp13465
(dp13466
g6
VFractionalPart[-5.25]
p13467
sg8
(lp13468
(dp13469
g11
(lp13470
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>-0.25</mtext></mstyle></math>
p13471
sg15
I2
sass(g1709
g13318
VFromContinuedFraction
p13472
I0
tp13473
(dp13474
g6
VFromContinuedFraction[{3, 7, 15, 1, 292, 1, 1, 1, 2, 1}]
p13475
sg8
(lp13476
(dp13477
g11
(lp13478
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mfrac><mn>1146408</mn> <mn>364913</mn></mfrac></mstyle></math>
p13479
sg15
I1
sass(g1709
g13318
g13472
I1
tp13480
(dp13481
g6
VFromContinuedFraction[Range[5]]
p13482
sg8
(lp13483
(dp13484
g11
(lp13485
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mfrac><mn>225</mn> <mn>157</mn></mfrac></mstyle></math>
p13486
sg15
I2
sass(g1709
g13318
VGCD
p13487
I0
tp13488
(dp13489
g6
VGCD[20, 30]
p13490
sg8
(lp13491
(dp13492
g11
(lp13493
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>10</mn></mstyle></math>
p13494
sg15
I1
sass(g1709
g13318
g13487
I1
tp13495
(dp13496
g6
VGCD[10, y]
p13497
sg8
(lp13498
(dp13499
g11
(lp13500
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>GCD</mi> <mo>[</mo> <mrow><mn>10</mn> <mo>,</mo> <mi>y</mi></mrow> <mo>]</mo></mrow></mstyle></math>
p13501
sg15
I2
sass(g1709
g13318
g13487
I2
tp13502
(dp13503
g6
VGCD[4, {10, 11, 12, 13, 14}]
p13504
sg8
(lp13505
(dp13506
g11
(lp13507
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>2</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>4</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>2</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p13508
sg15
I3
sass(g1709
g13318
VIntegerExponent
p13509
I0
tp13510
(dp13511
g6
VIntegerExponent[16, 2]
p13512
sg8
(lp13513
(dp13514
g11
(lp13515
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>4</mn></mstyle></math>
p13516
sg15
I1
sass(g1709
g13318
g13509
I1
tp13517
(dp13518
g6
VIntegerExponent[-510000]
p13519
sg8
(lp13520
(dp13521
g11
(lp13522
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>4</mn></mstyle></math>
p13523
sg15
I2
sass(g1709
g13318
g13509
I2
tp13524
(dp13525
g6
VIntegerExponent[10, b]
p13526
sg8
(lp13527
(dp13528
g11
(lp13529
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>IntegerExponent</mi> <mo>[</mo> <mrow><mn>10</mn> <mo>,</mo> <mi>b</mi></mrow> <mo>]</mo></mrow></mstyle></math>
p13530
sg15
I3
sass(g1709
g13318
VLCM
p13531
I0
tp13532
(dp13533
g6
VLCM[15, 20]
p13534
sg8
(lp13535
(dp13536
g11
(lp13537
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>60</mn></mstyle></math>
p13538
sg15
I1
sass(g1709
g13318
g13531
I1
tp13539
(dp13540
g6
VLCM[20, 30, 40, 50]
p13541
sg8
(lp13542
(dp13543
g11
(lp13544
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>600</mn></mstyle></math>
p13545
sg15
I2
sass(g1709
g13318
VMantissaExponent
p13546
I0
tp13547
(dp13548
g6
VMantissaExponent[2.5*10^20]
p13549
sg8
(lp13550
(dp13551
g11
(lp13552
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>0.25</mn> <mo>,</mo> <mn>21</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p13553
sg15
I1
sass(g1709
g13318
g13546
I1
tp13554
(dp13555
g6
VMantissaExponent[125.24]
p13556
sg8
(lp13557
(dp13558
g11
(lp13559
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>0.12524</mn> <mo>,</mo> <mn>3</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p13560
sg15
I2
sass(g1709
g13318
g13546
I2
tp13561
(dp13562
g6
VMantissaExponent[125., 2]
p13563
sg8
(lp13564
(dp13565
g11
(lp13566
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>0.976563</mn> <mo>,</mo> <mn>7</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p13567
sg15
I3
sass(g1709
g13318
g13546
I3
tp13568
(dp13569
g6
VMantissaExponent[10, b]
p13570
sg8
(lp13571
(dp13572
g11
(lp13573
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>MantissaExponent</mi> <mo>[</mo> <mrow><mn>10</mn> <mo>,</mo> <mi>b</mi></mrow> <mo>]</mo></mrow></mstyle></math>
p13574
sg15
I4
sass(g1709
g13318
VMod
p13575
I0
tp13576
(dp13577
g6
VMod[14, 6]
p13578
sg8
(lp13579
(dp13580
g11
(lp13581
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>2</mn></mstyle></math>
p13582
sg15
I1
sass(g1709
g13318
g13575
I1
tp13583
(dp13584
g6
VMod[-3, 4]
p13585
sg8
(lp13586
(dp13587
g11
(lp13588
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>1</mn></mstyle></math>
p13589
sg15
I2
sass(g1709
g13318
g13575
I2
tp13590
(dp13591
g6
VMod[-3, -4]
p13592
sg8
(lp13593
(dp13594
g11
(lp13595
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>-3</mtext></mstyle></math>
p13596
sg15
I3
sass(g1709
g13318
g13575
I3
tp13597
(dp13598
g6
VMod[5, 0]
p13599
sg8
(lp13600
(dp13601
g11
(lp13602
(dp13603
g149
I01
sg150
VMod
p13604
sg152
Vdivz
p13605
sg154
VMod::divz
p13606
sg156
VThe argument 0 should be nonzero.
p13607
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Mod</mi> <mo>[</mo> <mrow><mn>5</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>]</mo></mrow></mstyle></math>
p13608
sg15
I4
sass(g1709
g13318
VNextPrime
p13609
I0
tp13610
(dp13611
g6
VNextPrime[10000]
p13612
sg8
(lp13613
(dp13614
g11
(lp13615
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>10007</mn></mstyle></math>
p13616
sg15
I1
sass(g1709
g13318
g13609
I1
tp13617
(dp13618
g6
VNextPrime[100, -5]
p13619
sg8
(lp13620
(dp13621
g11
(lp13622
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>73</mn></mstyle></math>
p13623
sg15
I2
sass(g1709
g13318
g13609
I2
tp13624
(dp13625
g6
VNextPrime[10, -5]
p13626
sg8
(lp13627
(dp13628
g11
(lp13629
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>-2</mtext></mstyle></math>
p13630
sg15
I3
sass(g1709
g13318
g13609
I3
tp13631
(dp13632
g6
VNextPrime[100, 5]
p13633
sg8
(lp13634
(dp13635
g11
(lp13636
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>113</mn></mstyle></math>
p13637
sg15
I4
sass(g1709
g13318
g13609
I4
tp13638
(dp13639
g6
VNextPrime[5.5, 100]
p13640
sg8
(lp13641
(dp13642
g11
(lp13643
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>563</mn></mstyle></math>
p13644
sg15
I5
sass(g1709
g13318
g13609
I5
tp13645
(dp13646
g6
VNextPrime[5, 10.5]
p13647
sg8
(lp13648
(dp13649
g11
(lp13650
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>NextPrime</mi> <mo>[</mo> <mrow><mn>5</mn> <mo>,</mo> <mn>10.5</mn></mrow> <mo>]</mo></mrow></mstyle></math>
p13651
sg15
I6
sass(g1709
g13318
VOddQ
p13652
I0
tp13653
(dp13654
g6
VOddQ[-3]
p13655
sg8
(lp13656
(dp13657
g11
(lp13658
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p13659
sg15
I1
sass(g1709
g13318
g13652
I1
tp13660
(dp13661
g6
VOddQ[0]
p13662
sg8
(lp13663
(dp13664
g11
(lp13665
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p13666
sg15
I2
sass(g1709
g13318
VPowerMod
p13667
I0
tp13668
(dp13669
g6
VPowerMod[2, 10000000, 3]
p13670
sg8
(lp13671
(dp13672
g11
(lp13673
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>1</mn></mstyle></math>
p13674
sg15
I1
sass(g1709
g13318
g13667
I1
tp13675
(dp13676
g6
VPowerMod[3, -2, 10]
p13677
sg8
(lp13678
(dp13679
g11
(lp13680
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>9</mn></mstyle></math>
p13681
sg15
I2
sass(g1709
g13318
g13667
I2
tp13682
(dp13683
g6
VPowerMod[0, -1, 2]
p13684
sg8
(lp13685
(dp13686
g11
(lp13687
(dp13688
g149
I01
sg150
VPowerMod
p13689
sg152
Vninv
p13690
sg154
VPowerMod::ninv
p13691
sg156
V0 is not invertible modulo 2.
p13692
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>PowerMod</mi> <mo>[</mo> <mrow><mn>0</mn> <mo>,</mo> <mtext>-1</mtext> <mo>,</mo> <mn>2</mn></mrow> <mo>]</mo></mrow></mstyle></math>
p13693
sg15
I3
sass(g1709
g13318
g13667
I3
tp13694
(dp13695
g6
VPowerMod[5, 2, 0]
p13696
sg8
(lp13697
(dp13698
g11
(lp13699
(dp13700
g149
I01
sg150
VPowerMod
p13701
sg152
g13605
sg154
VPowerMod::divz
p13702
sg156
VThe argument 0 should be nonzero.
p13703
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>PowerMod</mi> <mo>[</mo> <mrow><mn>5</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>]</mo></mrow></mstyle></math>
p13704
sg15
I4
sass(g1709
g13318
VPrime
p13705
I0
tp13706
(dp13707
g6
VPrime[1]
p13708
sg8
(lp13709
(dp13710
g11
(lp13711
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>2</mn></mstyle></math>
p13712
sg15
I1
sass(g1709
g13318
g13705
I1
tp13713
(dp13714
g6
VPrime[167]
p13715
sg8
(lp13716
(dp13717
g11
(lp13718
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>991</mn></mstyle></math>
p13719
sg15
I2
sass(g1709
g13318
VPrimePi
p13720
I0
tp13721
(dp13722
g6
VPrimePi[100]
p13723
sg8
(lp13724
(dp13725
g11
(lp13726
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>25</mn></mstyle></math>
p13727
sg15
I1
sass(g1709
g13318
g13720
I1
tp13728
(dp13729
g6
VPrimePi[-1]
p13730
sg8
(lp13731
(dp13732
g11
(lp13733
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0</mn></mstyle></math>
p13734
sg15
I2
sass(g1709
g13318
g13720
I2
tp13735
(dp13736
g6
VPrimePi[3.5]
p13737
sg8
(lp13738
(dp13739
g11
(lp13740
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>2</mn></mstyle></math>
p13741
sg15
I3
sass(g1709
g13318
g13720
I3
tp13742
(dp13743
g6
VPrimePi[E]
p13744
sg8
(lp13745
(dp13746
g11
(lp13747
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>1</mn></mstyle></math>
p13748
sg15
I4
sass(g1709
g13318
VPrimePowerQ
p13749
I0
tp13750
(dp13751
g6
VPrimePowerQ[9]
p13752
sg8
(lp13753
(dp13754
g11
(lp13755
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p13756
sg15
I1
sass(g1709
g13318
g13749
I1
tp13757
(dp13758
g6
VPrimePowerQ[52142]
p13759
sg8
(lp13760
(dp13761
g11
(lp13762
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p13763
sg15
I2
sass(g1709
g13318
g13749
I2
tp13764
(dp13765
g6
VPrimePowerQ[-8]
p13766
sg8
(lp13767
(dp13768
g11
(lp13769
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p13770
sg15
I3
sass(g1709
g13318
g13749
I3
tp13771
(dp13772
g6
VPrimePowerQ[371293]
p13773
sg8
(lp13774
(dp13775
g11
(lp13776
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p13777
sg15
I4
sass(g1709
g13318
VPrimeQ
p13778
I0
tp13779
(dp13780
g6
VPrimeQ[2]
p13781
sg8
(lp13782
(dp13783
g11
(lp13784
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p13785
sg15
I1
sass(g1709
g13318
g13778
I1
tp13786
(dp13787
g6
VPrimeQ[-3]
p13788
sg8
(lp13789
(dp13790
g11
(lp13791
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p13792
sg15
I2
sass(g1709
g13318
g13778
I2
tp13793
(dp13794
g6
VPrimeQ[137]
p13795
sg8
(lp13796
(dp13797
g11
(lp13798
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p13799
sg15
I3
sass(g1709
g13318
g13778
I3
tp13800
(dp13801
g6
VPrimeQ[2 ^ 127 - 1]
p13802
sg8
(lp13803
(dp13804
g11
(lp13805
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p13806
sg15
I4
sass(g1709
g13318
g13778
I6
tp13807
(dp13808
g6
VSelect[Range[100], PrimeQ]
p13809
sg8
(lp13810
(dp13811
g11
(lp13812
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>2</mn> <mo>,</mo> <mn>3</mn> <mo>,</mo> <mn>5</mn> <mo>,</mo> <mn>7</mn> <mo>,</mo> <mn>11</mn> <mo>,</mo> <mn>13</mn> <mo>,</mo> <mn>17</mn> <mo>,</mo> <mn>19</mn> <mo>,</mo> <mn>23</mn> <mo>,</mo> <mn>29</mn> <mo>,</mo> <mn>31</mn> <mo>,</mo> <mn>37</mn> <mo>,</mo> <mn>41</mn> <mo>,</mo> <mn>43</mn> <mo>,</mo> <mn>47</mn> <mo>,</mo> <mn>53</mn> <mo>,</mo> <mn>59</mn> <mo>,</mo> <mn>61</mn> <mo>,</mo> <mn>67</mn> <mo>,</mo> <mn>71</mn> <mo>,</mo> <mn>73</mn> <mo>,</mo> <mn>79</mn> <mo>,</mo> <mn>83</mn> <mo>,</mo> <mn>89</mn> <mo>,</mo> <mn>97</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p13813
sg15
I5
sass(g1709
g13318
g13778
I7
tp13814
(dp13815
g6
VPrimeQ[Range[20]]
p13816
sg8
(lp13817
(dp13818
g11
(lp13819
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>False</mi> <mo>,</mo> <mi>True</mi> <mo>,</mo> <mi>True</mi> <mo>,</mo> <mi>False</mi> <mo>,</mo> <mi>True</mi> <mo>,</mo> <mi>False</mi> <mo>,</mo> <mi>True</mi> <mo>,</mo> <mi>False</mi> <mo>,</mo> <mi>False</mi> <mo>,</mo> <mi>False</mi> <mo>,</mo> <mi>True</mi> <mo>,</mo> <mi>False</mi> <mo>,</mo> <mi>True</mi> <mo>,</mo> <mi>False</mi> <mo>,</mo> <mi>False</mi> <mo>,</mo> <mi>False</mi> <mo>,</mo> <mi>True</mi> <mo>,</mo> <mi>False</mi> <mo>,</mo> <mi>True</mi> <mo>,</mo> <mi>False</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p13820
sg15
I6
sass(g1709
g13318
VQuotient
p13821
I0
tp13822
(dp13823
g6
VQuotient[23, 7]
p13824
sg8
(lp13825
(dp13826
g11
(lp13827
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>3</mn></mstyle></math>
p13828
sg15
I1
sass(g1709
g13318
VQuotientRemainder
p13829
I0
tp13830
(dp13831
g6
VQuotientRemainder[23, 7]
p13832
sg8
(lp13833
(dp13834
g11
(lp13835
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>3</mn> <mo>,</mo> <mn>2</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p13836
sg15
I1
sass(g1709
g13318
VRandomPrime
p13837
I0
tp13838
(dp13839
g6
VRandomPrime[{14, 17}]
p13840
sg8
(lp13841
(dp13842
g11
(lp13843
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>17</mn></mstyle></math>
p13844
sg15
I1
sass(g1709
g13318
g13837
I1
tp13845
(dp13846
g6
VRandomPrime[{14, 16}, 1]
p13847
sg8
(lp13848
(dp13849
g11
(lp13850
(dp13851
g149
I01
sg150
VRandomPrime
p13852
sg152
Vnoprime
p13853
sg154
VRandomPrime::noprime
p13854
sg156
VThere are no primes in the specified interval.
p13855
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>RandomPrime</mi> <mo>[</mo> <mrow><mrow><mo>{</mo> <mrow><mn>14</mn> <mo>,</mo> <mn>16</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mn>1</mn></mrow> <mo>]</mo></mrow></mstyle></math>
p13856
sg15
I2
sass(g1709
g13318
g13837
I2
tp13857
(dp13858
g6
VRandomPrime[{8,12}, 3]
p13859
sg8
(lp13860
(dp13861
g11
(lp13862
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>11</mn> <mo>,</mo> <mn>11</mn> <mo>,</mo> <mn>11</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p13863
sg15
I3
sass(g1709
g13318
g13837
I3
tp13864
(dp13865
g6
VRandomPrime[{10,30}, {2,5}]
p13866
sg8
(lp13867
(dp13868
g11
(lp13869
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>17</mn> <mo>,</mo> <mn>17</mn> <mo>,</mo> <mn>17</mn> <mo>,</mo> <mn>17</mn> <mo>,</mo> <mn>17</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>17</mn> <mo>,</mo> <mn>17</mn> <mo>,</mo> <mn>17</mn> <mo>,</mo> <mn>17</mn> <mo>,</mo> <mn>17</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p13870
sg15
I4
sass(g1709
VXML
p13871
VXML`PlaintextImport
p13872
I0
tp13873
(dp13874
g6
VStringReplace[StringTake[Import["ExampleData/InventionNo1.xml", "Plaintext"],31],FromCharacterCode[10]->"/"]
p13875
sg8
(lp13876
(dp13877
g11
(lp13878
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>MuseScore&nbsp;1.2/2012-09-12/5.7/40</mtext></mstyle></math>
p13879
sg15
I1
sass(g1709
g13871
VXML`TagsImport
p13880
I0
tp13881
(dp13882
g6
VTake[Import["ExampleData/InventionNo1.xml", "Tags"], 10]
p13883
sg8
(lp13884
(dp13885
g11
(lp13886
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mtext>accidental</mtext> <mo>,</mo> <mtext>alter</mtext> <mo>,</mo> <mtext>arpeggiate</mtext> <mo>,</mo> <mtext>articulations</mtext> <mo>,</mo> <mtext>attributes</mtext> <mo>,</mo> <mtext>backup</mtext> <mo>,</mo> <mtext>bar-style</mtext> <mo>,</mo> <mtext>barline</mtext> <mo>,</mo> <mtext>beam</mtext> <mo>,</mo> <mtext>beat-type</mtext></mrow> <mo>}</mo></mrow></mstyle></math>
p13887
sg15
I1
sass(g1709
g13871
VXML`Parser`XMLGetString
p13888
I0
tp13889
(dp13890
g6
VHead[XML`Parser`XMLGetString["<a></a>"]]
p13891
sg8
(lp13892
(dp13893
g11
(lp13894
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>XMLObject</mi> <mo>[</mo> <mtext>Document</mtext> <mo>]</mo></mrow></mstyle></math>
p13895
sg15
I1
sass(g1709
g13871
VXML`XMLObjectImport
p13896
I0
tp13897
(dp13898
g6
VPart[Import["ExampleData/InventionNo1.xml", "XMLObject"], 2, 3, 1]
p13899
sg8
(lp13900
(dp13901
g11
(lp13902
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>XMLElement</mi> <mo>[</mo> <mrow><mtext>identification</mtext> <mo>,</mo> <mrow><mo>{</mo> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>XMLElement</mi> <mo>[</mo> <mrow><mtext>encoding</mtext> <mo>,</mo> <mrow><mo>{</mo> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mrow><mi>XMLElement</mi> <mo>[</mo> <mrow><mtext>software</mtext> <mo>,</mo> <mrow><mo>{</mo> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mtext>MuseScore&nbsp;1.2</mtext> <mo>}</mo></mrow></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>XMLElement</mi> <mo>[</mo> <mrow><mtext>encoding-date</mtext> <mo>,</mo> <mrow><mo>{</mo> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mtext>2012-09-12</mtext> <mo>}</mo></mrow></mrow> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow></mrow> <mo>]</mo></mrow> <mo>}</mo></mrow></mrow> <mo>]</mo></mrow></mstyle></math>
p13903
sg15
I1
sass(g1709
g13871
g13896
I1
tp13904
(dp13905
g6
VPart[Import["ExampleData/Namespaces.xml"], 2]
p13906
sg8
(lp13907
(dp13908
g11
(lp13909
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>XMLElement</mi> <mo>[</mo> <mrow><mtext>book</mtext> <mo>,</mo> <mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mtext>http://www.w3.org/2000/xmlns/</mtext> <mo>,</mo> <mtext>xmlns</mtext></mrow> <mo>}</mo></mrow> <mo>-&gt;</mo> <mtext>urn:loc.gov:books</mtext></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mrow><mi>XMLElement</mi> <mo>[</mo> <mrow><mtext>title</mtext> <mo>,</mo> <mrow><mo>{</mo> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mtext>Cheaper&nbsp;by&nbsp;the&nbsp;Dozen</mtext> <mo>}</mo></mrow></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>XMLElement</mi> <mo>[</mo> <mrow><mrow><mo>{</mo> <mrow><mtext>urn:ISBN:0-395-36341-6</mtext> <mo>,</mo> <mtext>number</mtext></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mtext>1568491379</mtext> <mo>}</mo></mrow></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>XMLElement</mi> <mo>[</mo> <mrow><mtext>notes</mtext> <mo>,</mo> <mrow><mo>{</mo> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>XMLElement</mi> <mo>[</mo> <mrow><mtext>p</mtext> <mo>,</mo> <mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mtext>http://www.w3.org/2000/xmlns/</mtext> <mo>,</mo> <mtext>xmlns</mtext></mrow> <mo>}</mo></mrow> <mo>-&gt;</mo> <mtext>http://www.w3.org/1999/xhtml</mtext></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mtext>This&nbsp;is&nbsp;a</mtext> <mo>,</mo> <mrow><mi>XMLElement</mi> <mo>[</mo> <mrow><mtext>i</mtext> <mo>,</mo> <mrow><mo>{</mo> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mtext>funny</mtext> <mo>,</mo> <mtext>book!</mtext></mrow> <mo>}</mo></mrow></mrow> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow></mrow> <mo>]</mo></mrow> <mo>}</mo></mrow></mrow> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow></mrow> <mo>]</mo></mrow></mstyle></math>
p13910
sg15
I2
sass(g1709
VDifferential Equations
p13911
VDSolve
p13912
I0
tp13913
(dp13914
g6
VDSolve[y''[x] == 0, y[x], x]
p13915
sg8
(lp13916
(dp13917
g11
(lp13918
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mo>{</mo> <mrow><mrow><mi>y</mi> <mo>[</mo> <mi>x</mi> <mo>]</mo></mrow> <mo>-&gt;</mo> <mrow><mrow><mi>x</mi> <mo>&nbsp;</mo> <mrow><mi>C</mi> <mo>[</mo> <mn>2</mn> <mo>]</mo></mrow></mrow> <mo>+</mo> <mrow><mi>C</mi> <mo>[</mo> <mn>1</mn> <mo>]</mo></mrow></mrow></mrow> <mo>}</mo></mrow> <mo>}</mo></mrow></mstyle></math>
p13919
sg15
I1
sass(g1709
g13911
g13912
I1
tp13920
(dp13921
g6
VDSolve[y''[x] == y[x], y[x], x]
p13922
sg8
(lp13923
(dp13924
g11
(lp13925
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mo>{</mo> <mrow><mrow><mi>y</mi> <mo>[</mo> <mi>x</mi> <mo>]</mo></mrow> <mo>-&gt;</mo> <mrow><mrow><mrow><mi>C</mi> <mo>[</mo> <mn>1</mn> <mo>]</mo></mrow> <mo>&nbsp;</mo> <msup><mi>E</mi> <mrow><mo>-</mo> <mi>x</mi></mrow></msup></mrow> <mo>+</mo> <mrow><mrow><mi>C</mi> <mo>[</mo> <mn>2</mn> <mo>]</mo></mrow> <mo>&nbsp;</mo> <msup><mi>E</mi> <mi>x</mi></msup></mrow></mrow></mrow> <mo>}</mo></mrow> <mo>}</mo></mrow></mstyle></math>
p13926
sg15
I2
sass(g1709
g13911
g13912
I2
tp13927
(dp13928
g6
VDSolve[y''[x] == y[x], y, x]
p13929
sg8
(lp13930
(dp13931
g11
(lp13932
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mo>{</mo> <mrow><mi>y</mi> <mo>-&gt;</mo> <mrow><mo>(</mo> <mrow><mi>Function</mi> <mo>[</mo> <mrow><mrow><mo>{</mo> <mi>x</mi> <mo>}</mo></mrow> <mo>,</mo> <mrow><mrow><mrow><mi>C</mi> <mo>[</mo> <mn>1</mn> <mo>]</mo></mrow> <mo>&nbsp;</mo> <msup><mi>E</mi> <mrow><mo>-</mo> <mi>x</mi></mrow></msup></mrow> <mo>+</mo> <mrow><mrow><mi>C</mi> <mo>[</mo> <mn>2</mn> <mo>]</mo></mrow> <mo>&nbsp;</mo> <msup><mi>E</mi> <mi>x</mi></msup></mrow></mrow></mrow> <mo>]</mo></mrow> <mo>)</mo></mrow></mrow> <mo>}</mo></mrow> <mo>}</mo></mrow></mstyle></math>
p13933
sg15
I3
sass(g1709
g13911
g13912
I3
tp13934
(dp13935
g6
VDSolve[D[f[x, y], x] / f[x, y] + 3 D[f[x, y], y] / f[x, y] == 2, f, {x, y}]
p13936
sg8
(lp13937
(dp13938
g11
(lp13939
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mo>{</mo> <mrow><mi>f</mi> <mo>-&gt;</mo> <mrow><mo>(</mo> <mrow><mi>Function</mi> <mo>[</mo> <mrow><mrow><mo>{</mo> <mrow><mi>x</mi> <mo>,</mo> <mi>y</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><msup><mi>E</mi> <mrow><mfrac><mi>x</mi> <mn>5</mn></mfrac> <mo>+</mo> <mfrac><mrow><mn>3</mn> <mo>&nbsp;</mo> <mi>y</mi></mrow> <mn>5</mn></mfrac></mrow></msup> <mo>&nbsp;</mo> <mrow><mrow><mi>C</mi> <mo>[</mo> <mn>1</mn> <mo>]</mo></mrow> <mo>[</mo> <mrow><mrow><mn>3</mn> <mo>&nbsp;</mo> <mi>x</mi></mrow> <mo>-</mo> <mi>y</mi></mrow> <mo>]</mo></mrow></mrow></mrow> <mo>]</mo></mrow> <mo>)</mo></mrow></mrow> <mo>}</mo></mrow> <mo>}</mo></mrow></mstyle></math>
p13940
sg15
I4
sass(g1709
g13911
g13912
I4
tp13941
(dp13942
g6
VDSolve[D[f[x, y], x] x + D[f[x, y], y] y == 2, f[x, y], {x, y}]
p13943
sg8
(lp13944
(dp13945
g11
(lp13946
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mo>{</mo> <mrow><mrow><mi>f</mi> <mo>[</mo> <mrow><mi>x</mi> <mo>,</mo> <mi>y</mi></mrow> <mo>]</mo></mrow> <mo>-&gt;</mo> <mrow><mrow><mn>2</mn> <mo>&nbsp;</mo> <mrow><mi>Log</mi> <mo>[</mo> <mi>x</mi> <mo>]</mo></mrow></mrow> <mo>+</mo> <mrow><mrow><mi>C</mi> <mo>[</mo> <mn>1</mn> <mo>]</mo></mrow> <mo>[</mo> <mfrac><mi>y</mi> <mi>x</mi></mfrac> <mo>]</mo></mrow></mrow></mrow> <mo>}</mo></mrow> <mo>}</mo></mrow></mstyle></math>
p13947
sg15
I5
sass(g1709
g13911
g13912
I5
tp13948
(dp13949
g6
VDSolve[D[y[x, t], t] + 2 D[y[x, t], x] == 0, y[x, t], {x, t}]
p13950
sg8
(lp13951
(dp13952
g11
(lp13953
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mo>{</mo> <mrow><mrow><mi>y</mi> <mo>[</mo> <mrow><mi>x</mi> <mo>,</mo> <mi>t</mi></mrow> <mo>]</mo></mrow> <mo>-&gt;</mo> <mrow><mrow><mi>C</mi> <mo>[</mo> <mn>1</mn> <mo>]</mo></mrow> <mo>[</mo> <mrow><mrow><mtext>-2</mtext> <mo>&nbsp;</mo> <mi>t</mi></mrow> <mo>+</mo> <mi>x</mi></mrow> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow> <mo>}</mo></mrow></mstyle></math>
p13954
sg15
I6
sass(g1709
VStrings and Characters
p13955
VCharacterRange
p13956
I0
tp13957
(dp13958
g6
VCharacterRange["a", "e"]
p13959
sg8
(lp13960
(dp13961
g11
(lp13962
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mtext>a</mtext> <mo>,</mo> <mtext>b</mtext> <mo>,</mo> <mtext>c</mtext> <mo>,</mo> <mtext>d</mtext> <mo>,</mo> <mtext>e</mtext></mrow> <mo>}</mo></mrow></mstyle></math>
p13963
sg15
I1
sass(g1709
g13955
g13956
I1
tp13964
(dp13965
g6
VCharacterRange["b", "a"]
p13966
sg8
(lp13967
(dp13968
g11
(lp13969
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mo>}</mo></mrow></mstyle></math>
p13970
sg15
I2
sass(g1709
g13955
VCharacters
p13971
I0
tp13972
(dp13973
g6
VCharacters["abc"]
p13974
sg8
(lp13975
(dp13976
g11
(lp13977
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mtext>a</mtext> <mo>,</mo> <mtext>b</mtext> <mo>,</mo> <mtext>c</mtext></mrow> <mo>}</mo></mrow></mstyle></math>
p13978
sg15
I1
sass(g1709
g13955
VDamerauLevenshteinDistance
p13979
I0
tp13980
(dp13981
g6
VDamerauLevenshteinDistance["kitten", "kitchen"]
p13982
sg8
(lp13983
(dp13984
g11
(lp13985
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>2</mn></mstyle></math>
p13986
sg15
I1
sass(g1709
g13955
g13979
I1
tp13987
(dp13988
g6
VDamerauLevenshteinDistance["abc", "ac"]
p13989
sg8
(lp13990
(dp13991
g11
(lp13992
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>1</mn></mstyle></math>
p13993
sg15
I2
sass(g1709
g13955
g13979
I2
tp13994
(dp13995
g6
VDamerauLevenshteinDistance["abc", "acb"]
p13996
sg8
(lp13997
(dp13998
g11
(lp13999
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>1</mn></mstyle></math>
p14000
sg15
I3
sass(g1709
g13955
g13979
I3
tp14001
(dp14002
g6
VDamerauLevenshteinDistance["azbc", "abxyc"]
p14003
sg8
(lp14004
(dp14005
g11
(lp14006
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>3</mn></mstyle></math>
p14007
sg15
I4
sass(g1709
g13955
g13979
I4
tp14008
(dp14009
g6
VDamerauLevenshteinDistance["time", "Thyme"]
p14010
sg8
(lp14011
(dp14012
g11
(lp14013
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>3</mn></mstyle></math>
p14014
sg15
I5
sass(g1709
g13955
g13979
I5
tp14015
(dp14016
g6
VDamerauLevenshteinDistance["time", "Thyme", IgnoreCase -> True]
p14017
sg8
(lp14018
(dp14019
g11
(lp14020
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>2</mn></mstyle></math>
p14021
sg15
I6
sass(g1709
g13955
g13979
I6
tp14022
(dp14023
g6
VDamerauLevenshteinDistance[{1, E, 2, Pi}, {1, E, Pi, 2}]
p14024
sg8
(lp14025
(dp14026
g11
(lp14027
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>1</mn></mstyle></math>
p14028
sg15
I7
sass(g1709
g13955
VDigitCharacter
p14029
I0
tp14030
(dp14031
g6
VStringMatchQ["1", DigitCharacter]
p14032
sg8
(lp14033
(dp14034
g11
(lp14035
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p14036
sg15
I1
sass(g1709
g13955
g14029
I1
tp14037
(dp14038
g6
VStringMatchQ["a", DigitCharacter]
p14039
sg8
(lp14040
(dp14041
g11
(lp14042
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p14043
sg15
I2
sass(g1709
g13955
g14029
I2
tp14044
(dp14045
g6
VStringMatchQ["12", DigitCharacter]
p14046
sg8
(lp14047
(dp14048
g11
(lp14049
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p14050
sg15
I3
sass(g1709
g13955
g14029
I3
tp14051
(dp14052
g6
VStringMatchQ["123245", DigitCharacter..]
p14053
sg8
(lp14054
(dp14055
g11
(lp14056
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p14057
sg15
I4
sass(g1709
g13955
VDigitQ
p14058
I0
tp14059
(dp14060
g6
VDigitQ["9"]
p14061
sg8
(lp14062
(dp14063
g11
(lp14064
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p14065
sg15
I1
sass(g1709
g13955
g14058
I1
tp14066
(dp14067
g6
VDigitQ["a"]
p14068
sg8
(lp14069
(dp14070
g11
(lp14071
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p14072
sg15
I2
sass(g1709
g13955
g14058
I2
tp14073
(dp14074
g6
VDigitQ["01001101011000010111010001101000011010010110001101110011"]
p14075
sg8
(lp14076
(dp14077
g11
(lp14078
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p14079
sg15
I3
sass(g1709
g13955
g14058
I3
tp14080
(dp14081
g6
VDigitQ["-123456789"]
p14082
sg8
(lp14083
(dp14084
g11
(lp14085
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p14086
sg15
I4
sass(g1709
g13955
VEditDistance
p14087
I0
tp14088
(dp14089
g6
VEditDistance["kitten", "kitchen"]
p14090
sg8
(lp14091
(dp14092
g11
(lp14093
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>2</mn></mstyle></math>
p14094
sg15
I1
sass(g1709
g13955
g14087
I1
tp14095
(dp14096
g6
VEditDistance["abc", "ac"]
p14097
sg8
(lp14098
(dp14099
g11
(lp14100
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>1</mn></mstyle></math>
p14101
sg15
I2
sass(g1709
g13955
g14087
I2
tp14102
(dp14103
g6
VEditDistance["abc", "acb"]
p14104
sg8
(lp14105
(dp14106
g11
(lp14107
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>2</mn></mstyle></math>
p14108
sg15
I3
sass(g1709
g13955
g14087
I3
tp14109
(dp14110
g6
VEditDistance["azbc", "abxyc"]
p14111
sg8
(lp14112
(dp14113
g11
(lp14114
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>3</mn></mstyle></math>
p14115
sg15
I4
sass(g1709
g13955
g14087
I4
tp14116
(dp14117
g6
VEditDistance["time", "Thyme"]
p14118
sg8
(lp14119
(dp14120
g11
(lp14121
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>3</mn></mstyle></math>
p14122
sg15
I5
sass(g1709
g13955
g14087
I5
tp14123
(dp14124
g6
VEditDistance["time", "Thyme", IgnoreCase -> True]
p14125
sg8
(lp14126
(dp14127
g11
(lp14128
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>2</mn></mstyle></math>
p14129
sg15
I6
sass(g1709
g13955
g14087
I6
tp14130
(dp14131
g6
VEditDistance[{1, E, 2, Pi}, {1, E, Pi, 2}]
p14132
sg8
(lp14133
(dp14134
g11
(lp14135
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>2</mn></mstyle></math>
p14136
sg15
I7
sass(g1709
g13955
VEndOfLine
p14137
I0
tp14138
(dp14139
g6
VStringReplace["aba\u005cnbba\u005cna\u005cnab", "a" ~~ EndOfLine -> "c"]
p14140
sg8
(lp14141
(dp14142
g11
(lp14143
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>abc</mtext><mtext>bbc</mtext><mtext>c</mtext><mtext>ab</mtext></mstyle></math>
p14144
sg15
I1
sass(g1709
g13955
g14137
I1
tp14145
(dp14146
g6
VStringSplit["abc\u005cndef\u005cnhij", EndOfLine]
p14147
sg8
(lp14148
(dp14149
g11
(lp14150
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mtext>abc</mtext> <mo>,</mo> <mtext></mtext><mtext>def</mtext> <mo>,</mo> <mtext></mtext><mtext>hij</mtext></mrow> <mo>}</mo></mrow></mstyle></math>
p14151
sg15
I2
sass(g1709
g13955
VEndOfString
p14152
I0
tp14153
(dp14154
g6
VStringMatchQ[#, __ ~~ "e" ~~ EndOfString] &/@ {"apple", "banana", "artichoke"}
p14155
sg8
(lp14156
(dp14157
g11
(lp14158
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>True</mi> <mo>,</mo> <mi>False</mi> <mo>,</mo> <mi>True</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p14159
sg15
I1
sass(g1709
g13955
g14152
I1
tp14160
(dp14161
g6
VStringReplace["aab\u005cnabb", "b" ~~ EndOfString -> "c"]
p14162
sg8
(lp14163
(dp14164
g11
(lp14165
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>aab</mtext><mtext>abc</mtext></mstyle></math>
p14166
sg15
I2
sass(g1709
g13955
VFromCharacterCode
p14167
I0
tp14168
(dp14169
g6
VFromCharacterCode[100]
p14170
sg8
(lp14171
(dp14172
g11
(lp14173
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>d</mtext></mstyle></math>
p14174
sg15
I1
sass(g1709
g13955
g14167
I1
tp14175
(dp14176
g6
VFromCharacterCode[228, "ISO8859-1"]
p14177
sg8
(lp14178
(dp14179
g11
(lp14180
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext></mtext></mstyle></math>
p14181
sg15
I2
sass(g1709
g13955
g14167
I2
tp14182
(dp14183
g6
VFromCharacterCode[{100, 101, 102}]
p14184
sg8
(lp14185
(dp14186
g11
(lp14187
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>def</mtext></mstyle></math>
p14188
sg15
I3
sass(g1709
g13955
g14167
I3
tp14189
(dp14190
g6
VToCharacterCode[%]
p14191
sg8
(lp14192
(dp14193
g11
(lp14194
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>100</mn> <mo>,</mo> <mn>101</mn> <mo>,</mo> <mn>102</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p14195
sg15
I4
sass(g1709
g13955
g14167
I4
tp14196
(dp14197
g6
VFromCharacterCode[{{97, 98, 99}, {100, 101, 102}}]
p14198
sg8
(lp14199
(dp14200
g11
(lp14201
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mtext>abc</mtext> <mo>,</mo> <mtext>def</mtext></mrow> <mo>}</mo></mrow></mstyle></math>
p14202
sg15
I5
sass(g1709
g13955
g14167
I5
tp14203
(dp14204
g6
VToCharacterCode["abc 123"] // FromCharacterCode
p14205
sg8
(lp14206
(dp14207
g11
(lp14208
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>abc&nbsp;123</mtext></mstyle></math>
p14209
sg15
I6
sass(g1709
g13955
VHammingDistance
p14210
I0
tp14211
(dp14212
g6
VHammingDistance[{1, 0, 1, 0}, {1, 0, 0, 1}]
p14213
sg8
(lp14214
(dp14215
g11
(lp14216
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>2</mn></mstyle></math>
p14217
sg15
I1
sass(g1709
g13955
g14210
I1
tp14218
(dp14219
g6
VHammingDistance["time", "dime"]
p14220
sg8
(lp14221
(dp14222
g11
(lp14223
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>1</mn></mstyle></math>
p14224
sg15
I2
sass(g1709
g13955
g14210
I2
tp14225
(dp14226
g6
VHammingDistance["TIME", "dime", IgnoreCase -> True]
p14227
sg8
(lp14228
(dp14229
g11
(lp14230
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>1</mn></mstyle></math>
p14231
sg15
I3
sass(g1709
g13955
VHexidecimalCharacter
p14232
I0
tp14233
(dp14234
g6
VStringMatchQ[#, HexidecimalCharacter] & /@ {"a", "1", "A", "x", "H", " ", "."}
p14235
sg8
(lp14236
(dp14237
g11
(lp14238
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>True</mi> <mo>,</mo> <mi>True</mi> <mo>,</mo> <mi>True</mi> <mo>,</mo> <mi>False</mi> <mo>,</mo> <mi>False</mi> <mo>,</mo> <mi>False</mi> <mo>,</mo> <mi>False</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p14239
sg15
I1
sass(g1709
g13955
VLetterCharacter
p14240
I0
tp14241
(dp14242
g6
VStringMatchQ[#, LetterCharacter] & /@ {"a", "1", "A", " ", "."}
p14243
sg8
(lp14244
(dp14245
g11
(lp14246
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>True</mi> <mo>,</mo> <mi>False</mi> <mo>,</mo> <mi>True</mi> <mo>,</mo> <mi>False</mi> <mo>,</mo> <mi>False</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p14247
sg15
I1
sass(g1709
g13955
g14240
I1
tp14248
(dp14249
g6
VStringMatchQ["\u005c[Lambda]", LetterCharacter]
p14250
sg8
(lp14251
(dp14252
g11
(lp14253
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p14254
sg15
I2
sass(g1709
g13955
VLetterQ
p14255
I0
tp14256
(dp14257
g6
VLetterQ["m"]
p14258
sg8
(lp14259
(dp14260
g11
(lp14261
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p14262
sg15
I1
sass(g1709
g13955
g14255
I1
tp14263
(dp14264
g6
VLetterQ["9"]
p14265
sg8
(lp14266
(dp14267
g11
(lp14268
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p14269
sg15
I2
sass(g1709
g13955
g14255
I2
tp14270
(dp14271
g6
VLetterQ["Mathics"]
p14272
sg8
(lp14273
(dp14274
g11
(lp14275
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p14276
sg15
I3
sass(g1709
g13955
g14255
I3
tp14277
(dp14278
g6
VLetterQ["Welcome to Mathics"]
p14279
sg8
(lp14280
(dp14281
g11
(lp14282
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p14283
sg15
I4
sass(g1709
g13955
VLowerCaseQ
p14284
I0
tp14285
(dp14286
g6
VLowerCaseQ["abc"]
p14287
sg8
(lp14288
(dp14289
g11
(lp14290
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p14291
sg15
I1
sass(g1709
g13955
g14284
I1
tp14292
(dp14293
g6
VLowerCaseQ[""]
p14294
sg8
(lp14295
(dp14296
g11
(lp14297
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p14298
sg15
I2
sass(g1709
g13955
VNumberString
p14299
I0
tp14300
(dp14301
g6
VStringMatchQ["1234", NumberString]
p14302
sg8
(lp14303
(dp14304
g11
(lp14305
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p14306
sg15
I1
sass(g1709
g13955
g14299
I1
tp14307
(dp14308
g6
VStringMatchQ["1234.5", NumberString]
p14309
sg8
(lp14310
(dp14311
g11
(lp14312
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p14313
sg15
I2
sass(g1709
g13955
g14299
I2
tp14314
(dp14315
g6
VStringMatchQ["1.2`20", NumberString]
p14316
sg8
(lp14317
(dp14318
g11
(lp14319
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p14320
sg15
I3
sass(g1709
g13955
VRegularExpression
p14321
I0
tp14322
(dp14323
g6
VStringSplit["1.23, 4.56  7.89", RegularExpression["(\u005c\u005cs|,)+"]]
p14324
sg8
(lp14325
(dp14326
g11
(lp14327
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mtext>1.23</mtext> <mo>,</mo> <mtext>4.56</mtext> <mo>,</mo> <mtext>7.89</mtext></mrow> <mo>}</mo></mrow></mstyle></math>
p14328
sg15
I1
sass(g1709
g13955
VRemoveDiacritics
p14329
I0
tp14330
(dp14331
g6
VRemoveDiacritics["en prononant pcher et pcher"]
p14332
sg8
(lp14333
(dp14334
g11
(lp14335
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>en&nbsp;prononcant&nbsp;pecher&nbsp;et&nbsp;pecher</mtext></mstyle></math>
p14336
sg15
I1
sass(g1709
g13955
g14329
I1
tp14337
(dp14338
g6
VRemoveDiacritics["piata"]
p14339
sg8
(lp14340
(dp14341
g11
(lp14342
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>pinata</mtext></mstyle></math>
p14343
sg15
I2
sass(g1709
g13955
VStartOfLine
p14344
I0
tp14345
(dp14346
g6
VStringReplace["aba\u005cnbba\u005cna\u005cnab", StartOfLine ~~ "a" -> "c"]
p14347
sg8
(lp14348
(dp14349
g11
(lp14350
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>cba</mtext><mtext>bba</mtext><mtext>c</mtext><mtext>cb</mtext></mstyle></math>
p14351
sg15
I1
sass(g1709
g13955
g14344
I1
tp14352
(dp14353
g6
VStringSplit["abc\u005cndef\u005cnhij", StartOfLine]
p14354
sg8
(lp14355
(dp14356
g11
(lp14357
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mtext>abc</mtext><mtext></mtext> <mo>,</mo> <mtext>def</mtext><mtext></mtext> <mo>,</mo> <mtext>hij</mtext></mrow> <mo>}</mo></mrow></mstyle></math>
p14358
sg15
I2
sass(g1709
g13955
VStartOfString
p14359
I0
tp14360
(dp14361
g6
VStringMatchQ[#, StartOfString ~~ "a" ~~ __] &/@ {"apple", "banana", "artichoke"}
p14362
sg8
(lp14363
(dp14364
g11
(lp14365
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>True</mi> <mo>,</mo> <mi>False</mi> <mo>,</mo> <mi>True</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p14366
sg15
I1
sass(g1709
g13955
g14359
I1
tp14367
(dp14368
g6
VStringReplace["aba\u005cnabb", StartOfString ~~ "a" -> "c"]
p14369
sg8
(lp14370
(dp14371
g11
(lp14372
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>cba</mtext><mtext>abb</mtext></mstyle></math>
p14373
sg15
I2
sass(g1709
g13955
VStringCases
p14374
I0
tp14375
(dp14376
g6
VStringCases["axbaxxb", "a" ~~ x_ ~~ "b"]
p14377
sg8
(lp14378
(dp14379
g11
(lp14380
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mtext>axb</mtext> <mo>}</mo></mrow></mstyle></math>
p14381
sg15
I1
sass(g1709
g13955
g14374
I1
tp14382
(dp14383
g6
VStringCases["axbaxxb", "a" ~~ x__ ~~ "b"]
p14384
sg8
(lp14385
(dp14386
g11
(lp14387
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mtext>axbaxxb</mtext> <mo>}</mo></mrow></mstyle></math>
p14388
sg15
I2
sass(g1709
g13955
g14374
I2
tp14389
(dp14390
g6
VStringCases["axbaxxb", Shortest["a" ~~ x__ ~~ "b"]]
p14391
sg8
(lp14392
(dp14393
g11
(lp14394
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mtext>axb</mtext> <mo>,</mo> <mtext>axxb</mtext></mrow> <mo>}</mo></mrow></mstyle></math>
p14395
sg15
I3
sass(g1709
g13955
g14374
I3
tp14396
(dp14397
g6
VStringCases["-abc- def -uvw- xyz", Shortest["-" ~~ x__ ~~ "-"] -> x]
p14398
sg8
(lp14399
(dp14400
g11
(lp14401
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mtext>abc</mtext> <mo>,</mo> <mtext>uvw</mtext></mrow> <mo>}</mo></mrow></mstyle></math>
p14402
sg15
I4
sass(g1709
g13955
g14374
I4
tp14403
(dp14404
g6
VStringCases["-hi- -abc- -.-", "-" ~~ x : WordCharacter .. ~~ "-" -> x]
p14405
sg8
(lp14406
(dp14407
g11
(lp14408
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mtext>hi</mtext> <mo>,</mo> <mtext>abc</mtext></mrow> <mo>}</mo></mrow></mstyle></math>
p14409
sg15
I5
sass(g1709
g13955
g14374
I5
tp14410
(dp14411
g6
VStringCases["abc-abc xyz-uvw", Shortest[x : WordCharacter .. ~~ "-" ~~ x_] -> x]
p14412
sg8
(lp14413
(dp14414
g11
(lp14415
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mtext>abc</mtext> <mo>}</mo></mrow></mstyle></math>
p14416
sg15
I6
sass(g1709
g13955
g14374
I7
tp14417
(dp14418
g6
VStringCases["abba", {"a" -> 10, "b" -> 20}, 2]
p14419
sg8
(lp14420
(dp14421
g11
(lp14422
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>10</mn> <mo>,</mo> <mn>20</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p14423
sg15
I7
sass(g1709
g13955
g14374
I8
tp14424
(dp14425
g6
VStringCases["a#_123", WordCharacter]
p14426
sg8
(lp14427
(dp14428
g11
(lp14429
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mtext>a</mtext> <mo>,</mo> <mtext></mtext> <mo>,</mo> <mtext>1</mtext> <mo>,</mo> <mtext>2</mtext> <mo>,</mo> <mtext>3</mtext></mrow> <mo>}</mo></mrow></mstyle></math>
p14430
sg15
I8
sass(g1709
g13955
g14374
I9
tp14431
(dp14432
g6
VStringCases["a#_123", LetterCharacter]
p14433
sg8
(lp14434
(dp14435
g11
(lp14436
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mtext>a</mtext> <mo>,</mo> <mtext></mtext></mrow> <mo>}</mo></mrow></mstyle></math>
p14437
sg15
I9
sass(g1709
g13955
VStringContainsQ
p14438
I0
tp14439
(dp14440
g6
VStringContainsQ["mathics", "m" ~~ __ ~~ "s"]
p14441
sg8
(lp14442
(dp14443
g11
(lp14444
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p14445
sg15
I1
sass(g1709
g13955
g14438
I1
tp14446
(dp14447
g6
VStringContainsQ["mathics", "a" ~~ __ ~~ "m"]
p14448
sg8
(lp14449
(dp14450
g11
(lp14451
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p14452
sg15
I2
sass(g1709
g13955
g14438
I5
tp14453
(dp14454
g6
VStringContainsQ["Mathics", "MA" , IgnoreCase -> True]
p14455
sg8
(lp14456
(dp14457
g11
(lp14458
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p14459
sg15
I3
sass(g1709
g13955
g14438
I11
tp14460
(dp14461
g6
VStringContainsQ[{"g", "a", "laxy", "universe", "sun"}, "u"]
p14462
sg8
(lp14463
(dp14464
g11
(lp14465
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>False</mi> <mo>,</mo> <mi>False</mi> <mo>,</mo> <mi>False</mi> <mo>,</mo> <mi>True</mi> <mo>,</mo> <mi>True</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p14466
sg15
I4
sass(g1709
g13955
g14438
I13
tp14467
(dp14468
g6
VStringContainsQ["e" ~~ ___ ~~ "u"] /@ {"The Sun", "Mercury", "Venus", "Earth", "Mars", "Jupiter", "Saturn", "Uranus", "Neptune"}
p14469
sg8
(lp14470
(dp14471
g11
(lp14472
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>True</mi> <mo>,</mo> <mi>True</mi> <mo>,</mo> <mi>True</mi> <mo>,</mo> <mi>False</mi> <mo>,</mo> <mi>False</mi> <mo>,</mo> <mi>False</mi> <mo>,</mo> <mi>False</mi> <mo>,</mo> <mi>False</mi> <mo>,</mo> <mi>True</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p14473
sg15
I5
sass(g1709
g13955
VStringDrop
p14474
I0
tp14475
(dp14476
g6
VStringDrop["abcde", 2]
p14477
sg8
(lp14478
(dp14479
g11
(lp14480
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>cde</mtext></mstyle></math>
p14481
sg15
I1
sass(g1709
g13955
g14474
I1
tp14482
(dp14483
g6
VStringDrop["abcde", -2]
p14484
sg8
(lp14485
(dp14486
g11
(lp14487
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>abc</mtext></mstyle></math>
p14488
sg15
I2
sass(g1709
g13955
g14474
I2
tp14489
(dp14490
g6
VStringDrop["abcde", {2}]
p14491
sg8
(lp14492
(dp14493
g11
(lp14494
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>acde</mtext></mstyle></math>
p14495
sg15
I3
sass(g1709
g13955
g14474
I3
tp14496
(dp14497
g6
VStringDrop["abcde", {2,3}]
p14498
sg8
(lp14499
(dp14500
g11
(lp14501
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>ade</mtext></mstyle></math>
p14502
sg15
I4
sass(g1709
g13955
g14474
I4
tp14503
(dp14504
g6
VStringDrop["abcd",{3,2}]
p14505
sg8
(lp14506
(dp14507
g11
(lp14508
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>abcd</mtext></mstyle></math>
p14509
sg15
I5
sass(g1709
g13955
g14474
I5
tp14510
(dp14511
g6
VStringDrop["abcd",0]
p14512
sg8
(lp14513
(dp14514
g11
(lp14515
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>abcd</mtext></mstyle></math>
p14516
sg15
I6
sass(g1709
g13955
VStringExpression
p14517
I0
tp14518
(dp14519
g6
V"a" ~~ "b" // FullForm
p14520
sg8
(lp14521
(dp14522
g11
(lp14523
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><ms>ab</ms></mstyle></math>
p14524
sg15
I1
sass(g1709
g13955
VStringFreeQ
p14525
I0
tp14526
(dp14527
g6
VStringFreeQ["mathics", "m" ~~ __ ~~ "s"]
p14528
sg8
(lp14529
(dp14530
g11
(lp14531
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p14532
sg15
I1
sass(g1709
g13955
g14525
I1
tp14533
(dp14534
g6
VStringFreeQ["mathics", "a" ~~ __ ~~ "m"]
p14535
sg8
(lp14536
(dp14537
g11
(lp14538
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p14539
sg15
I2
sass(g1709
g13955
g14525
I5
tp14540
(dp14541
g6
VStringFreeQ["Mathics", "MA" , IgnoreCase -> True]
p14542
sg8
(lp14543
(dp14544
g11
(lp14545
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p14546
sg15
I3
sass(g1709
g13955
g14525
I11
tp14547
(dp14548
g6
VStringFreeQ[{"g", "a", "laxy", "universe", "sun"}, "u"]
p14549
sg8
(lp14550
(dp14551
g11
(lp14552
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>True</mi> <mo>,</mo> <mi>True</mi> <mo>,</mo> <mi>True</mi> <mo>,</mo> <mi>False</mi> <mo>,</mo> <mi>False</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p14553
sg15
I4
sass(g1709
g13955
g14525
I13
tp14554
(dp14555
g6
VStringFreeQ["e" ~~ ___ ~~ "u"] /@ {"The Sun", "Mercury", "Venus", "Earth", "Mars", "Jupiter", "Saturn", "Uranus", "Neptune"}
p14556
sg8
(lp14557
(dp14558
g11
(lp14559
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>False</mi> <mo>,</mo> <mi>False</mi> <mo>,</mo> <mi>False</mi> <mo>,</mo> <mi>True</mi> <mo>,</mo> <mi>True</mi> <mo>,</mo> <mi>True</mi> <mo>,</mo> <mi>True</mi> <mo>,</mo> <mi>True</mi> <mo>,</mo> <mi>False</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p14560
sg15
I5
sass(g1709
g13955
g14525
I15
tp14561
(dp14562
g6
VStringFreeQ[{"A", "Galaxy", "Far", "Far", "Away"}, {"F" ~~ __ ~~ "r", "aw" ~~ ___}, IgnoreCase -> True]
p14563
sg8
(lp14564
(dp14565
g11
(lp14566
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>True</mi> <mo>,</mo> <mi>True</mi> <mo>,</mo> <mi>False</mi> <mo>,</mo> <mi>False</mi> <mo>,</mo> <mi>False</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p14567
sg15
I6
sass(g1709
g13955
VStringInsert
p14568
I0
tp14569
(dp14570
g6
VStringInsert["noting", "h", 4]
p14571
sg8
(lp14572
(dp14573
g11
(lp14574
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>nothing</mtext></mstyle></math>
p14575
sg15
I1
sass(g1709
g13955
g14568
I6
tp14576
(dp14577
g6
VStringInsert["note", "d", -1]
p14578
sg8
(lp14579
(dp14580
g11
(lp14581
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>noted</mtext></mstyle></math>
p14582
sg15
I2
sass(g1709
g13955
g14568
I7
tp14583
(dp14584
g6
VStringInsert["here", "t", -5]
p14585
sg8
(lp14586
(dp14587
g11
(lp14588
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>there</mtext></mstyle></math>
p14589
sg15
I3
sass(g1709
g13955
g14568
I9
tp14590
(dp14591
g6
VStringInsert["adac", "he", {1, 5}]
p14592
sg8
(lp14593
(dp14594
g11
(lp14595
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>headache</mtext></mstyle></math>
p14596
sg15
I4
sass(g1709
g13955
g14568
I18
tp14597
(dp14598
g6
VStringInsert[{"something", "sometimes"}, " ", 5]
p14599
sg8
(lp14600
(dp14601
g11
(lp14602
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mtext>some&nbsp;thing</mtext> <mo>,</mo> <mtext>some&nbsp;times</mtext></mrow> <mo>}</mo></mrow></mstyle></math>
p14603
sg15
I5
sass(g1709
g13955
g14568
I24
tp14604
(dp14605
g6
VStringInsert["1234567890123456", ".", Range[-16, -4, 3]]
p14606
sg8
(lp14607
(dp14608
g11
(lp14609
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>1.234.567.890.123.456</mtext></mstyle></math>
p14610
sg15
I6
sass(g1709
g13955
VStringJoin
p14611
I0
tp14612
(dp14613
g6
VStringJoin["a", "b", "c"]
p14614
sg8
(lp14615
(dp14616
g11
(lp14617
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>abc</mtext></mstyle></math>
p14618
sg15
I1
sass(g1709
g13955
g14611
I1
tp14619
(dp14620
g6
V"a" <> "b" <> "c" // InputForm
p14621
sg8
(lp14622
(dp14623
g11
(lp14624
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><ms>abc</ms></mstyle></math>
p14625
sg15
I2
sass(g1709
g13955
g14611
I2
tp14626
(dp14627
g6
VStringJoin[{"a", "b"}] // InputForm
p14628
sg8
(lp14629
(dp14630
g11
(lp14631
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><ms>ab</ms></mstyle></math>
p14632
sg15
I3
sass(g1709
g13955
g14611
I3
tp14633
(dp14634
g6
VPrint[StringJoin[{"Hello", " ", {"world"}}, "!"]]
p14635
sg8
(lp14636
(dp14637
g11
(lp14638
(dp14639
g149
I00
sg156
VHello world!
p14640
sasg13
Nsg15
I4
sass(g1709
g13955
VStringLength
p14641
I0
tp14642
(dp14643
g6
VStringLength["abc"]
p14644
sg8
(lp14645
(dp14646
g11
(lp14647
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>3</mn></mstyle></math>
p14648
sg15
I1
sass(g1709
g13955
g14641
I1
tp14649
(dp14650
g6
VStringLength[{"a", "bc"}]
p14651
sg8
(lp14652
(dp14653
g11
(lp14654
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>2</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p14655
sg15
I2
sass(g1709
g13955
g14641
I2
tp14656
(dp14657
g6
VStringLength[x]
p14658
sg8
(lp14659
(dp14660
g11
(lp14661
(dp14662
g149
I01
sg150
VStringLength
p14663
sg152
g385
sg154
VStringLength::string
p14664
sg156
g387
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>StringLength</mi> <mo>[</mo> <mi>x</mi> <mo>]</mo></mrow></mstyle></math>
p14665
sg15
I3
sass(g1709
g13955
VStringMatchQ
p14666
I0
tp14667
(dp14668
g6
VStringMatchQ["abc", "abc"]
p14669
sg8
(lp14670
(dp14671
g11
(lp14672
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p14673
sg15
I1
sass(g1709
g13955
g14666
I1
tp14674
(dp14675
g6
VStringMatchQ["abc", "abd"]
p14676
sg8
(lp14677
(dp14678
g11
(lp14679
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p14680
sg15
I2
sass(g1709
g13955
g14666
I2
tp14681
(dp14682
g6
VStringMatchQ["15a94xcZ6", (DigitCharacter | LetterCharacter)..]
p14683
sg8
(lp14684
(dp14685
g11
(lp14686
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p14687
sg15
I3
sass(g1709
g13955
g14666
I8
tp14688
(dp14689
g6
VStringMatchQ[LetterCharacter]["a"]
p14690
sg8
(lp14691
(dp14692
g11
(lp14693
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p14694
sg15
I4
sass(g1709
g13955
VStringPosition
p14695
I0
tp14696
(dp14697
g6
VStringPosition["123ABCxyABCzzzABCABC", "ABC"]
p14698
sg8
(lp14699
(dp14700
g11
(lp14701
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>4</mn> <mo>,</mo> <mn>6</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>9</mn> <mo>,</mo> <mn>11</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>15</mn> <mo>,</mo> <mn>17</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>18</mn> <mo>,</mo> <mn>20</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p14702
sg15
I1
sass(g1709
g13955
g14695
I1
tp14703
(dp14704
g6
VStringPosition["123ABCxyABCzzzABCABC", "ABC", 2]
p14705
sg8
(lp14706
(dp14707
g11
(lp14708
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>4</mn> <mo>,</mo> <mn>6</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>9</mn> <mo>,</mo> <mn>11</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p14709
sg15
I2
sass(g1709
g13955
g14695
I2
tp14710
(dp14711
g6
Vdata = Import["ExampleData/EinsteinSzilLetter.txt"];
p14712
sg8
(lp14713
(dp14714
g11
(lp14715
sg13
Nsg15
I3
sass(g1709
g13955
g14695
I3
tp14716
(dp14717
g6
VStringPosition[data, "uranium"]
p14718
sg8
(lp14719
(dp14720
g11
(lp14721
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>299</mn> <mo>,</mo> <mn>305</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>870</mn> <mo>,</mo> <mn>876</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>1538</mn> <mo>,</mo> <mn>1544</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>1671</mn> <mo>,</mo> <mn>1677</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>2300</mn> <mo>,</mo> <mn>2306</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>2784</mn> <mo>,</mo> <mn>2790</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>3093</mn> <mo>,</mo> <mn>3099</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p14722
sg15
I4
sass(g1709
g13955
VStringQ
p14723
I0
tp14724
(dp14725
g6
VStringQ["abc"]
p14726
sg8
(lp14727
(dp14728
g11
(lp14729
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p14730
sg15
I1
sass(g1709
g13955
g14723
I1
tp14731
(dp14732
g6
VStringQ[1.5]
p14733
sg8
(lp14734
(dp14735
g11
(lp14736
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p14737
sg15
I2
sass(g1709
g13955
g14723
I2
tp14738
(dp14739
g6
VSelect[{"12", 1, 3, 5, "yz", x, y}, StringQ]
p14740
sg8
(lp14741
(dp14742
g11
(lp14743
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mtext>12</mtext> <mo>,</mo> <mtext>yz</mtext></mrow> <mo>}</mo></mrow></mstyle></math>
p14744
sg15
I3
sass(g1709
g13955
VStringRepeat
p14745
I0
tp14746
(dp14747
g6
VStringRepeat["abc", 3]
p14748
sg8
(lp14749
(dp14750
g11
(lp14751
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>abcabcabc</mtext></mstyle></math>
p14752
sg15
I1
sass(g1709
g13955
g14745
I1
tp14753
(dp14754
g6
VStringRepeat["abc", 10, 7]
p14755
sg8
(lp14756
(dp14757
g11
(lp14758
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>abcabca</mtext></mstyle></math>
p14759
sg15
I2
sass(g1709
g13955
VStringReplace
p14760
I0
tp14761
(dp14762
g6
VStringReplace["xyxyxyyyxxxyyxy", "xy" -> "A"]
p14763
sg8
(lp14764
(dp14765
g11
(lp14766
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>AAAyyxxAyA</mtext></mstyle></math>
p14767
sg15
I1
sass(g1709
g13955
g14760
I1
tp14768
(dp14769
g6
VStringReplace["xyzwxyzwxxyzxyzw", {"xyz" -> "A", "w" -> "BCD"}]
p14770
sg8
(lp14771
(dp14772
g11
(lp14773
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>ABCDABCDxAABCD</mtext></mstyle></math>
p14774
sg15
I2
sass(g1709
g13955
g14760
I2
tp14775
(dp14776
g6
VStringReplace["xyxyxyyyxxxyyxy", "xy" -> "A", 2]
p14777
sg8
(lp14778
(dp14779
g11
(lp14780
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>AAxyyyxxxyyxy</mtext></mstyle></math>
p14781
sg15
I3
sass(g1709
g13955
g14760
I3
tp14782
(dp14783
g6
VStringReplace["abba", {"a" -> "A", "b" -> "B"}, 2]
p14784
sg8
(lp14785
(dp14786
g11
(lp14787
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>ABba</mtext></mstyle></math>
p14788
sg15
I4
sass(g1709
g13955
g14760
I4
tp14789
(dp14790
g6
VStringReplace[{"xyxyxxy", "yxyxyxxxyyxy"}, "xy" -> "A"]
p14791
sg8
(lp14792
(dp14793
g11
(lp14794
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mtext>AAxA</mtext> <mo>,</mo> <mtext>yAAxxAyA</mtext></mrow> <mo>}</mo></mrow></mstyle></math>
p14795
sg15
I5
sass(g1709
g13955
g14760
I20
tp14796
(dp14797
g6
VStringReplace["y" -> "ies"]["city"]
p14798
sg8
(lp14799
(dp14800
g11
(lp14801
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>cities</mtext></mstyle></math>
p14802
sg15
I6
sass(g1709
g13955
VStringRiffle
p14803
I0
tp14804
(dp14805
g6
VStringRiffle[{"a", "b", "c", "d", "e"}]
p14806
sg8
(lp14807
(dp14808
g11
(lp14809
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>a&nbsp;b&nbsp;c&nbsp;d&nbsp;e</mtext></mstyle></math>
p14810
sg15
I1
sass(g1709
g13955
g14803
I5
tp14811
(dp14812
g6
VStringRiffle[{"a", "b", "c", "d", "e"}, ", "]
p14813
sg8
(lp14814
(dp14815
g11
(lp14816
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>a,&nbsp;b,&nbsp;c,&nbsp;d,&nbsp;e</mtext></mstyle></math>
p14817
sg15
I2
sass(g1709
g13955
g14803
I7
tp14818
(dp14819
g6
VStringRiffle[{"a", "b", "c", "d", "e"}, {"(", " ", ")"}]
p14820
sg8
(lp14821
(dp14822
g11
(lp14823
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>(a&nbsp;b&nbsp;c&nbsp;d&nbsp;e)</mtext></mstyle></math>
p14824
sg15
I3
sass(g1709
g13955
VStringSplit
p14825
I0
tp14826
(dp14827
g6
VStringSplit["abc,123", ","]
p14828
sg8
(lp14829
(dp14830
g11
(lp14831
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mtext>abc</mtext> <mo>,</mo> <mtext>123</mtext></mrow> <mo>}</mo></mrow></mstyle></math>
p14832
sg15
I1
sass(g1709
g13955
g14825
I1
tp14833
(dp14834
g6
VStringSplit["abc 123"]
p14835
sg8
(lp14836
(dp14837
g11
(lp14838
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mtext>abc</mtext> <mo>,</mo> <mtext>123</mtext></mrow> <mo>}</mo></mrow></mstyle></math>
p14839
sg15
I2
sass(g1709
g13955
g14825
I3
tp14840
(dp14841
g6
VStringSplit["abc,123.456", {",", "."}]
p14842
sg8
(lp14843
(dp14844
g11
(lp14845
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mtext>abc</mtext> <mo>,</mo> <mtext>123</mtext> <mo>,</mo> <mtext>456</mtext></mrow> <mo>}</mo></mrow></mstyle></math>
p14846
sg15
I3
sass(g1709
g13955
g14825
I4
tp14847
(dp14848
g6
VStringSplit["a  b    c", RegularExpression[" +"]]
p14849
sg8
(lp14850
(dp14851
g11
(lp14852
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mtext>a</mtext> <mo>,</mo> <mtext>b</mtext> <mo>,</mo> <mtext>c</mtext></mrow> <mo>}</mo></mrow></mstyle></math>
p14853
sg15
I4
sass(g1709
g13955
VStringTake
p14854
I0
tp14855
(dp14856
g6
VStringTake["abcde", 2]
p14857
sg8
(lp14858
(dp14859
g11
(lp14860
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>ab</mtext></mstyle></math>
p14861
sg15
I1
sass(g1709
g13955
g14854
I1
tp14862
(dp14863
g6
VStringTake["abcde", 0]
p14864
sg8
(lp14865
(dp14866
g11
(lp14867
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext></mtext></mstyle></math>
p14868
sg15
I2
sass(g1709
g13955
g14854
I2
tp14869
(dp14870
g6
VStringTake["abcde", -2]
p14871
sg8
(lp14872
(dp14873
g11
(lp14874
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>de</mtext></mstyle></math>
p14875
sg15
I3
sass(g1709
g13955
g14854
I3
tp14876
(dp14877
g6
VStringTake["abcde", {2}]
p14878
sg8
(lp14879
(dp14880
g11
(lp14881
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>b</mtext></mstyle></math>
p14882
sg15
I4
sass(g1709
g13955
g14854
I4
tp14883
(dp14884
g6
VStringTake["abcd", {2,3}]
p14885
sg8
(lp14886
(dp14887
g11
(lp14888
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>bc</mtext></mstyle></math>
p14889
sg15
I5
sass(g1709
g13955
g14854
I5
tp14890
(dp14891
g6
VStringTake["abcdefgh", {1, 5, 2}]
p14892
sg8
(lp14893
(dp14894
g11
(lp14895
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>ace</mtext></mstyle></math>
p14896
sg15
I6
sass(g1709
g13955
g14854
I6
tp14897
(dp14898
g6
VStringTake["abcdef", All]
p14899
sg8
(lp14900
(dp14901
g11
(lp14902
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>abcdef</mtext></mstyle></math>
p14903
sg15
I7
sass(g1709
g13955
VStringTrim
p14904
I0
tp14905
(dp14906
g6
VStringJoin["a", StringTrim["  \u005ctb\u005cn "], "c"]
p14907
sg8
(lp14908
(dp14909
g11
(lp14910
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>abc</mtext></mstyle></math>
p14911
sg15
I1
sass(g1709
g13955
g14904
I1
tp14912
(dp14913
g6
VStringTrim["ababaxababyaabab", RegularExpression["(ab)+"]]
p14914
sg8
(lp14915
(dp14916
g11
(lp14917
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>axababya</mtext></mstyle></math>
p14918
sg15
I2
sass(g1709
g13955
VString
p14919
I0
tp14920
(dp14921
g6
VHead["abc"]
p14922
sg8
(lp14923
(dp14924
g11
(lp14925
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>String</mi></mstyle></math>
p14926
sg15
I1
sass(g1709
g13955
g14919
I1
tp14927
(dp14928
g6
V"abc"
p14929
sg8
(lp14930
(dp14931
g11
(lp14932
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>abc</mtext></mstyle></math>
p14933
sg15
I2
sass(g1709
g13955
g14919
I2
tp14934
(dp14935
g6
VInputForm["abc"]
p14936
sg8
(lp14937
(dp14938
g11
(lp14939
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><ms>abc</ms></mstyle></math>
p14940
sg15
I3
sass(g1709
g13955
g14919
I3
tp14941
(dp14942
g6
VFullForm["abc" + 2]
p14943
sg8
(lp14944
(dp14945
g11
(lp14946
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Plus</mi> <mo>[</mo> <mrow><mn>2</mn> <mtext>,&nbsp;</mtext> <ms>abc</ms></mrow> <mo>]</mo></mrow></mstyle></math>
p14947
sg15
I4
sass(g1709
g13955
VToCharacterCode
p14948
I0
tp14949
(dp14950
g6
VToCharacterCode["abc"]
p14951
sg8
(lp14952
(dp14953
g11
(lp14954
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>97</mn> <mo>,</mo> <mn>98</mn> <mo>,</mo> <mn>99</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p14955
sg15
I1
sass(g1709
g13955
g14948
I1
tp14956
(dp14957
g6
VFromCharacterCode[%]
p14958
sg8
(lp14959
(dp14960
g11
(lp14961
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>abc</mtext></mstyle></math>
p14962
sg15
I2
sass(g1709
g13955
g14948
I2
tp14963
(dp14964
g6
VToCharacterCode["\u005c[Alpha]\u005c[Beta]\u005c[Gamma]"]
p14965
sg8
(lp14966
(dp14967
g11
(lp14968
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>945</mn> <mo>,</mo> <mn>946</mn> <mo>,</mo> <mn>947</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p14969
sg15
I3
sass(g1709
g13955
g14948
I3
tp14970
(dp14971
g6
VToCharacterCode["", "UTF8"]
p14972
sg8
(lp14973
(dp14974
g11
(lp14975
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>195</mn> <mo>,</mo> <mn>164</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p14976
sg15
I4
sass(g1709
g13955
g14948
I4
tp14977
(dp14978
g6
VToCharacterCode["", "ISO8859-1"]
p14979
sg8
(lp14980
(dp14981
g11
(lp14982
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mn>228</mn> <mo>}</mo></mrow></mstyle></math>
p14983
sg15
I5
sass(g1709
g13955
g14948
I5
tp14984
(dp14985
g6
VToCharacterCode[{"ab", "c"}]
p14986
sg8
(lp14987
(dp14988
g11
(lp14989
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>97</mn> <mo>,</mo> <mn>98</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mn>99</mn> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p14990
sg15
I6
sass(g1709
g13955
g14948
I8
tp14991
(dp14992
g6
VToCharacterCode[{"ab", x}]
p14993
sg8
(lp14994
(dp14995
g11
(lp14996
(dp14997
g149
I01
sg150
VToCharacterCode
p14998
sg152
Vstrse
p14999
sg154
VToCharacterCode::strse
p15000
sg156
VString or list of strings expected at position 1 in ToCharacterCode[{ab, x}].
p15001
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>ToCharacterCode</mi> <mo>[</mo> <mrow><mo>{</mo> <mrow><mtext>ab</mtext> <mo>,</mo> <mi>x</mi></mrow> <mo>}</mo></mrow> <mo>]</mo></mrow></mstyle></math>
p15002
sg15
I7
sass(g1709
g13955
g14948
I9
tp15003
(dp15004
g6
VListPlot[ToCharacterCode["plot this string"], Filling -> Axis]
p15005
sg8
(lp15006
(dp15007
g11
(lp15008
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="247px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-30.727273 -14.610939 448.393939 276.435473">
                <circle cx="18.181818" cy="80.387638" r="2.231970" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="42.424242" cy="149.538294" r="2.231970" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="66.666667" cy="97.675302" r="2.231970" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="90.909091" cy="11.236982" r="2.231970" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="115.151515" cy="1463.400759" r="2.231970" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="139.393939" cy="11.236982" r="2.231970" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="163.636364" cy="218.688950" r="2.231970" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="187.878788" cy="201.401286" r="2.231970" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="212.121212" cy="28.524646" r="2.231970" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="236.363636" cy="1463.400759" r="2.231970" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="260.606061" cy="28.524646" r="2.231970" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="284.848485" cy="11.236982" r="2.231970" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="309.090909" cy="45.812310" r="2.231970" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="333.333333" cy="201.401286" r="2.231970" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="357.575758" cy="114.962966" r="2.231970" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="381.818182" cy="235.976614" r="2.231970" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" />
<polyline points="18.181818,2016.606008 18.181818,80.387638" style="stroke: rgb(24.720000%, 24.000000%, 60.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="42.424242,2016.606008 42.424242,149.538294" style="stroke: rgb(24.720000%, 24.000000%, 60.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="66.666667,2016.606008 66.666667,97.675302" style="stroke: rgb(24.720000%, 24.000000%, 60.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="90.909091,2016.606008 90.909091,11.236982" style="stroke: rgb(24.720000%, 24.000000%, 60.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="115.151515,2016.606008 115.151515,1463.400759" style="stroke: rgb(24.720000%, 24.000000%, 60.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="139.393939,2016.606008 139.393939,11.236982" style="stroke: rgb(24.720000%, 24.000000%, 60.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="163.636364,2016.606008 163.636364,218.688950" style="stroke: rgb(24.720000%, 24.000000%, 60.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="187.878788,2016.606008 187.878788,201.401286" style="stroke: rgb(24.720000%, 24.000000%, 60.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="212.121212,2016.606008 212.121212,28.524646" style="stroke: rgb(24.720000%, 24.000000%, 60.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="236.363636,2016.606008 236.363636,1463.400759" style="stroke: rgb(24.720000%, 24.000000%, 60.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="260.606061,2016.606008 260.606061,28.524646" style="stroke: rgb(24.720000%, 24.000000%, 60.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="284.848485,2016.606008 284.848485,11.236982" style="stroke: rgb(24.720000%, 24.000000%, 60.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="309.090909,2016.606008 309.090909,45.812310" style="stroke: rgb(24.720000%, 24.000000%, 60.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="333.333333,2016.606008 333.333333,201.401286" style="stroke: rgb(24.720000%, 24.000000%, 60.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="357.575758,2016.606008 357.575758,114.962966" style="stroke: rgb(24.720000%, 24.000000%, 60.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="381.818182,2016.606008 381.818182,235.976614" style="stroke: rgb(24.720000%, 24.000000%, 60.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="-16.000000,218.688950 416.000000,218.688950" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="115.151515" y="221.355617" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>5</mn></math></foreignObject>
<foreignObject x="236.363636" y="221.355617" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>10</mn></math></foreignObject>
<foreignObject x="357.575758" y="221.355617" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>15</mn></math></foreignObject>
<polyline points="115.151515,218.688950 115.151515,212.022283" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="236.363636,218.688950 236.363636,212.022283" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="357.575758,218.688950 357.575758,212.022283" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="18.181818,218.688950 18.181818,214.688950" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="42.424242,218.688950 42.424242,214.688950" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="66.666667,218.688950 66.666667,214.688950" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="90.909091,218.688950 90.909091,214.688950" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="139.393939,218.688950 139.393939,214.688950" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="163.636364,218.688950 163.636364,214.688950" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="187.878788,218.688950 187.878788,214.688950" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="212.121212,218.688950 212.121212,214.688950" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="260.606061,218.688950 260.606061,214.688950" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="284.848485,218.688950 284.848485,214.688950" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="309.090909,218.688950 309.090909,214.688950" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="333.333333,218.688950 333.333333,214.688950" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="381.818182,218.688950 381.818182,214.688950" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="406.060606,218.688950 406.060606,214.688950" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="-6.060606,260.157867 -6.060606,-12.944272" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="-8.727273" y="184.113622" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>106</mn></math></foreignObject>
<foreignObject x="-8.727273" y="149.538294" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>108</mn></math></foreignObject>
<foreignObject x="-8.727273" y="114.962966" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>110</mn></math></foreignObject>
<foreignObject x="-8.727273" y="80.387638" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>112</mn></math></foreignObject>
<foreignObject x="-8.727273" y="45.812310" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>114</mn></math></foreignObject>
<foreignObject x="-8.727273" y="11.236982" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>116</mn></math></foreignObject>
<polyline points="-6.060606,184.113622 0.606061,184.113622" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="-6.060606,149.538294 0.606061,149.538294" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="-6.060606,114.962966 0.606061,114.962966" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="-6.060606,80.387638 0.606061,80.387638" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="-6.060606,45.812310 0.606061,45.812310" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="-6.060606,11.236982 0.606061,11.236982" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="-6.060606,244.620446 -2.060606,244.620446" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="-6.060606,235.976614 -2.060606,235.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="-6.060606,227.332782 -2.060606,227.332782" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="-6.060606,210.045118 -2.060606,210.045118" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="-6.060606,201.401286 -2.060606,201.401286" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="-6.060606,192.757454 -2.060606,192.757454" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="-6.060606,175.469790 -2.060606,175.469790" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="-6.060606,166.825958 -2.060606,166.825958" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="-6.060606,158.182126 -2.060606,158.182126" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="-6.060606,140.894462 -2.060606,140.894462" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="-6.060606,132.250630 -2.060606,132.250630" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="-6.060606,123.606798 -2.060606,123.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="-6.060606,106.319134 -2.060606,106.319134" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="-6.060606,97.675302 -2.060606,97.675302" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="-6.060606,89.031470 -2.060606,89.031470" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="-6.060606,71.743806 -2.060606,71.743806" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="-6.060606,63.099974 -2.060606,63.099974" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="-6.060606,54.456142 -2.060606,54.456142" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="-6.060606,37.168478 -2.060606,37.168478" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="-6.060606,28.524646 -2.060606,28.524646" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="-6.060606,19.880814 -2.060606,19.880814" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="-6.060606,2.593150 -2.060606,2.593150" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
            </svg>
        "/></mstyle></math>
p15009
sg15
I8
sass(g1709
g13955
VToExpression
p15010
I0
tp15011
(dp15012
g6
VToExpression["1 + 2"]
p15013
sg8
(lp15014
(dp15015
g11
(lp15016
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>3</mn></mstyle></math>
p15017
sg15
I1
sass(g1709
g13955
g15010
I1
tp15018
(dp15019
g6
VToExpression["{2, 3, 1}", InputForm, Max]
p15020
sg8
(lp15021
(dp15022
g11
(lp15023
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>3</mn></mstyle></math>
p15024
sg15
I2
sass(g1709
g13955
VToLowerCase
p15025
I0
tp15026
(dp15027
g6
VToLowerCase["New York"]
p15028
sg8
(lp15029
(dp15030
g11
(lp15031
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>new&nbsp;york</mtext></mstyle></math>
p15032
sg15
I1
sass(g1709
g13955
VToString
p15033
I0
tp15034
(dp15035
g6
VToString[2]
p15036
sg8
(lp15037
(dp15038
g11
(lp15039
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>2</mtext></mstyle></math>
p15040
sg15
I1
sass(g1709
g13955
g15033
I1
tp15041
(dp15042
g6
VToString[2] // InputForm
p15043
sg8
(lp15044
(dp15045
g11
(lp15046
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><ms>2</ms></mstyle></math>
p15047
sg15
I2
sass(g1709
g13955
g15033
I2
tp15048
(dp15049
g6
VToString[a+b]
p15050
sg8
(lp15051
(dp15052
g11
(lp15053
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>a&nbsp;+&nbsp;b</mtext></mstyle></math>
p15054
sg15
I3
sass(g1709
g13955
g15033
I3
tp15055
(dp15056
g6
V"U" <> 2
p15057
sg8
(lp15058
(dp15059
g11
(lp15060
(dp15061
g149
I01
sg150
VStringJoin
p15062
sg152
g385
sg154
VStringJoin::string
p15063
sg156
g387
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mtext>U</mtext> <mo>&lt;&gt;</mo> <mn>2</mn></mrow></mstyle></math>
p15064
sg15
I4
sass(g1709
g13955
g15033
I4
tp15065
(dp15066
g6
V"U" <> ToString[2]
p15067
sg8
(lp15068
(dp15069
g11
(lp15070
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>U2</mtext></mstyle></math>
p15071
sg15
I5
sass(g1709
g13955
VToUpperCase
p15072
I0
tp15073
(dp15074
g6
VToUpperCase["New York"]
p15075
sg8
(lp15076
(dp15077
g11
(lp15078
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>NEW&nbsp;YORK</mtext></mstyle></math>
p15079
sg15
I1
sass(g1709
g13955
VUpperCaseQ
p15080
I0
tp15081
(dp15082
g6
VUpperCaseQ["ABC"]
p15083
sg8
(lp15084
(dp15085
g11
(lp15086
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p15087
sg15
I1
sass(g1709
g13955
g15080
I1
tp15088
(dp15089
g6
VUpperCaseQ[""]
p15090
sg8
(lp15091
(dp15092
g11
(lp15093
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p15094
sg15
I2
sass(g1709
g13955
VWhitespace
p15095
I0
tp15096
(dp15097
g6
VStringMatchQ["\u005cr \u005cn", Whitespace]
p15098
sg8
(lp15099
(dp15100
g11
(lp15101
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p15102
sg15
I1
sass(g1709
g13955
g15095
I1
tp15103
(dp15104
g6
VStringSplit["a  \u005cn b \u005cr\u005cn c d", Whitespace]
p15105
sg8
(lp15106
(dp15107
g11
(lp15108
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mtext>a</mtext> <mo>,</mo> <mtext>b</mtext> <mo>,</mo> <mtext>c</mtext> <mo>,</mo> <mtext>d</mtext></mrow> <mo>}</mo></mrow></mstyle></math>
p15109
sg15
I2
sass(g1709
g13955
g15095
I2
tp15110
(dp15111
g6
VStringReplace[" this has leading and trailing whitespace \u005cn ", (StartOfString ~~ Whitespace) | (Whitespace ~~ EndOfString) -> ""] <> " removed" // FullForm
p15112
sg8
(lp15113
(dp15114
g11
(lp15115
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><ms>this&nbsp;has&nbsp;leading&nbsp;and&nbsp;trailing&nbsp;whitespace&nbsp;removed</ms></mstyle></math>
p15116
sg15
I3
sass(g1709
g13955
VWhitespaceCharacter
p15117
I0
tp15118
(dp15119
g6
VStringMatchQ["\u005cn", WhitespaceCharacter]
p15120
sg8
(lp15121
(dp15122
g11
(lp15123
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p15124
sg15
I1
sass(g1709
g13955
g15117
I1
tp15125
(dp15126
g6
VStringSplit["a\u005cnb\u005cr\u005cnc\u005crd", WhitespaceCharacter]
p15127
sg8
(lp15128
(dp15129
g11
(lp15130
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mtext>a</mtext> <mo>,</mo> <mtext>b</mtext> <mo>,</mo> <mtext>c</mtext> <mo>,</mo> <mtext>d</mtext></mrow> <mo>}</mo></mrow></mstyle></math>
p15131
sg15
I2
sass(g1709
g13955
g15117
I2
tp15132
(dp15133
g6
VStringMatchQ[" \u005cn", WhitespaceCharacter]
p15134
sg8
(lp15135
(dp15136
g11
(lp15137
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p15138
sg15
I3
sass(g1709
g13955
g15117
I3
tp15139
(dp15140
g6
VStringMatchQ[" \u005cn", Whitespace]
p15141
sg8
(lp15142
(dp15143
g11
(lp15144
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p15145
sg15
I4
sass(g1709
g13955
VWordBoundary
p15146
I0
tp15147
(dp15148
g6
VStringReplace["apple banana orange artichoke", "e" ~~ WordBoundary -> "E"]
p15149
sg8
(lp15150
(dp15151
g11
(lp15152
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>applE&nbsp;banana&nbsp;orangE&nbsp;artichokE</mtext></mstyle></math>
p15153
sg15
I1
sass(g1709
g13955
VWordCharacter
p15154
I0
tp15155
(dp15156
g6
VStringMatchQ[#, WordCharacter] &/@ {"1", "a", "A", ",", " "}
p15157
sg8
(lp15158
(dp15159
g11
(lp15160
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>True</mi> <mo>,</mo> <mi>True</mi> <mo>,</mo> <mi>True</mi> <mo>,</mo> <mi>False</mi> <mo>,</mo> <mi>False</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p15161
sg15
I1
sass(g1709
g13955
g15154
I1
tp15162
(dp15163
g6
VStringMatchQ["abc123DEF", WordCharacter..]
p15164
sg8
(lp15165
(dp15166
g11
(lp15167
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p15168
sg15
I2
sass(g1709
g13955
g15154
I2
tp15169
(dp15170
g6
VStringMatchQ["$b;123", WordCharacter..]
p15171
sg8
(lp15172
(dp15173
g11
(lp15174
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p15175
sg15
I3
sass(g1709
VOptimization
p15176
VMaximize
p15177
I0
tp15178
(dp15179
g6
VMaximize[-2 x^2 - 3 x + 5, x]
p15180
sg8
(lp15181
(dp15182
g11
(lp15183
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mo>{</mo> <mrow><mfrac><mn>49</mn> <mn>8</mn></mfrac> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>x</mi> <mo>-&gt;</mo> <mrow><mo>-</mo> <mfrac><mn>3</mn> <mn>4</mn></mfrac></mrow></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow> <mo>}</mo></mrow></mstyle></math>
p15184
sg15
I1
sass(g1709
g15176
VMinimize
p15185
I0
tp15186
(dp15187
g6
VMinimize[2 x^2 - 3 x + 5, x]
p15188
sg8
(lp15189
(dp15190
g11
(lp15191
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mo>{</mo> <mrow><mfrac><mn>31</mn> <mn>8</mn></mfrac> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>x</mi> <mo>-&gt;</mo> <mfrac><mn>3</mn> <mn>4</mn></mfrac></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow> <mo>}</mo></mrow></mstyle></math>
p15192
sg15
I1
sass(g1709
VImage[] and image related functions.
p15193
VBinarize
p15194
I0
tp15195
(dp15196
g6
Vimg = Import["ExampleData/lena.tif"];
p15197
sg8
(lp15198
(dp15199
g11
(lp15200
sg13
Nsg15
I1
sass(g1709
g15193
g15194
I1
tp15201
(dp15202
g6
VBinarize[img]
p15203
sg8
(lp15204
(dp15205
g11
(lp15206
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph src="b'data:image/png;base64,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'" width="512px" height="512px" /></mstyle></math>
p15207
sg15
I2
sass(g1709
g15193
g15194
I2
tp15208
(dp15209
g6
VBinarize[img, 0.7]
p15210
sg8
(lp15211
(dp15212
g11
(lp15213
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph src="b'data:image/png;base64,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'" width="512px" height="512px" /></mstyle></math>
p15214
sg15
I3
sass(g1709
g15193
g15194
I3
tp15215
(dp15216
g6
VBinarize[img, {0.2, 0.6}]
p15217
sg8
(lp15218
(dp15219
g11
(lp15220
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph src="b'data:image/png;base64,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'" width="512px" height="512px" /></mstyle></math>
p15221
sg15
I4
sass(g1709
g15193
VBinaryImageQ
p15222
I0
tp15223
(dp15224
g6
Vimg = Import["ExampleData/lena.tif"];
p15225
sg8
(lp15226
(dp15227
g11
(lp15228
sg13
Nsg15
I1
sass(g1709
g15193
g15222
I1
tp15229
(dp15230
g6
VBinaryImageQ[img]
p15231
sg8
(lp15232
(dp15233
g11
(lp15234
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p15235
sg15
I2
sass(g1709
g15193
g15222
I2
tp15236
(dp15237
g6
VBinaryImageQ[Binarize[img]]
p15238
sg8
(lp15239
(dp15240
g11
(lp15241
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p15242
sg15
I3
sass(g1709
g15193
VBlur
p15243
I0
tp15244
(dp15245
g6
Vlena = Import["ExampleData/lena.tif"];
p15246
sg8
(lp15247
(dp15248
g11
(lp15249
sg13
Nsg15
I1
sass(g1709
g15193
g15243
I1
tp15250
(dp15251
g6
VBlur[lena]
p15252
sg8
(lp15253
(dp15254
g11
(lp15255
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph src="b'data:image/png;base64,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'" width="512px" height="512px" /></mstyle></math>
p15256
sg15
I2
sass(g1709
g15193
g15243
I2
tp15257
(dp15258
g6
VBlur[lena, 5]
p15259
sg8
(lp15260
(dp15261
g11
(lp15262
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph src="b'data:image/png;base64,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'" width="512px" height="512px" /></mstyle></math>
p15263
sg15
I3
sass(g1709
g15193
VBoxMatrix
p15264
I0
tp15265
(dp15266
g6
VBoxMatrix[3]
p15267
sg8
(lp15268
(dp15269
g11
(lp15270
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p15271
sg15
I1
sass(g1709
g15193
VClosing
p15272
I0
tp15273
(dp15274
g6
Vein = Import["ExampleData/Einstein.jpg"];
p15275
sg8
(lp15276
(dp15277
g11
(lp15278
sg13
Nsg15
I1
sass(g1709
g15193
g15272
I1
tp15279
(dp15280
g6
VClosing[ein, 2.5]
p15281
sg8
(lp15282
(dp15283
g11
(lp15284
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph src="b'data:image/png;base64,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'" width="615px" height="768px" /></mstyle></math>
p15285
sg15
I2
sass(g1709
g15193
VColorCombine
p15286
I0
tp15287
(dp15288
g6
VColorCombine[{{{1, 0}, {0, 0.75}}, {{0, 1}, {0, 0.25}}, {{0, 0}, {1, 0.5}}}, "RGB"]
p15289
sg8
(lp15290
(dp15291
g11
(lp15292
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph src="b'data:image/png;base64,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'" width="128px" height="128px" /></mstyle></math>
p15293
sg15
I1
sass(g1709
g15193
VColorQuantize
p15294
I0
tp15295
(dp15296
g6
Vimg = Import["ExampleData/lena.tif"];
p15297
sg8
(lp15298
(dp15299
g11
(lp15300
sg13
Nsg15
I1
sass(g1709
g15193
g15294
I1
tp15301
(dp15302
g6
VColorQuantize[img, 6]
p15303
sg8
(lp15304
(dp15305
g11
(lp15306
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph src="b'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAgAAAAIACAIAAAB7GkOtAADYZklEQVR4nO39O48cSZM2iPokXolJlZSKJEoguordBIUBVpg/0MCQwrSwVFb8xFUODkY+WHxyYzD7A1b8lAYG/QpkA/0HWhjgFQhesghiUahiSaTKLLFwBKs0PmlmbuHu4e4RUeQDojsqMi4eEe52v/zTh//7/wqA1cfPV/fuhH3wztXHz7RH/Clwde+O/ol28n/NE03wWXyR86v19uQ0/QozwfGjuyGEzbtPvG3i/Gp9f7Wl/5oHbN59On50l/6rT6w65LHAIZ1frXk/PSBt8K/bk1P9Wvht8MEdHjN2C/FpeFS8f3tyuj46xAFv3n2iPfpxQgh0vPhvCIE3cmHOK1w+ARaUv4rxdH2YuFTBUM1B4tWQSuBOfpbbjx/m3uXL6w8hhPd/vs090f8i66PDEEL6t8MPTXvw6+sj+TBxZPqEOX50V1Bdeo0rf6Df8R3f8R3fcVPxnQF8x3d8x3d8o/jOAL7jO77jO75RfGcA3/Ed3/Ed3yiuGcDq42fhJrp2Eex8L7zH/DPpTiP8RTiMsHO2LAjs/mXPLW2TQzjs3InnV2tyEm7efUI3I4L3rI8Oxa9z8wAHNaT7qy394z/xEejNmA+1PTnFS23efeI3hgfr1+Uj8Xi+nX4cvsjm3SealuwNpp+OH90V05U+Me1kn624cvEMN59ILB/hAR6MyDAXuyYRIyGuRoPkf+IwGjN5dAuAPtVEsCcWz8U9/Mn8b6fdxdqda9497CaJ6e/1HdR0TXyf7/98u3n36df/Or1mAFf37vA8SIwKcIBfUR+cFQIUQ8En7A9e3kzocfv40V1z/XOQT9gnkedXa2IMdBZSUvqp7cNkIkZbicmJPcjwzKnMn5vOZVZBzJIP0yzQJ/F4vAhSCrsvhdenwW9PTpn9ECmn+CUaJO08fnRXU3nzie6vtuujQ7qLeHZeullwZgIvPRTFUig4nVhl5SbCH1Ux16HAIXrnKcfrw/gbMSE2CTfyBv4JaTfOCmYDzjC2J6ckZOhJYg6VJg8uHFpo9O/lZvtysw0h/BOFgQrxP8DHrsXhGbnTSA9gbsTOAZNy3tDbeLwOQOT4yMHw0A4Yf3cd/RmGdBfnwQdjavkwZMaDx/ORtH5Q0sdYVb6UDgMVgzcHw8eHeBRgGcQYgorM1hGBxdp5rTBQ87KD4eZhR9PTQXrDxdllqGdLELG8IfmD6mOcs4gI0LbgOiwpIn8yh0F0n7FyjDn0k0mvtWifSNbHU/9lAW0+YfdVmGyx6Mf8wPz2LPKHWdp5coHPKGilKXQHFT7PQC3KAR6TSP3pSB4q6SisGdBQ+fORIiIWm6l8aPbjyHTtoE27xQvN4StjwKNyBkY/5RqCiGEcPLiVeLwQsU2Jm1UBtOr4uiye6O8R6q8g8fwTaZws9dN0xQnJUj/iqxOYjW7yCOsD6CNTDEeNhIWZAwkBfl2UXpkxCOrAthG8Tq6luyIG2Q+by82ftMAuDDg6wU24DcTV+HS8b933I+xsghlr7s5/ks4elMJq6q+4UMeLpWykYojsKkynQqodk/b0T+aR41f34GBMlDkDEmUp8V1in4kor8nLHY4uPAqm4QiFfbw+cRr+d361RkcCrQ6k/uYAolFAKYw9N6E3fX74R6YLcROCv6KYEzx4pB0hQhcEKRQbeOJMzGJk+6ZtMaT10SH+Ko5n8Z/tYzSDhXuD6Rq9GXyZLfKE8fpk/BH8iX0S+GhibDhsegm0zZZoFAIYY/SAlHNN51xM2tOn5ObzJ45H+3t9lLEcUgKu7t2pqGyZdnytCohjBHF3VAeOg8CZxuOnnSyRCMSof3AYgJmHLX7NffvpMwa9VfrXmRA7H8ImGDsGJUqiLxxVwofRdkyw1eRmJhBD8ukyzV308TJVNblg2HelpNwF/c8+38WfkOUg9ccoLAxJ4qegECAxKh1HRMKaXtJj9ACOQdI/OQYfX+YrUPqzELt7YshJsRJQzAN0OFDs18FTYhSfj0TTMSu+RF7IkixCGByjv8BXBmDy+VpgTTPxc2aFKMwWgp8juw6W5M4G5bDv8EEm4UBzjgnRwk6lg3ZMHuCcLoT04DJO/ZMw8gjbFMloGMiLbEYYrPhPEhE4/AnNuGMwyD9wodHy1KGAjtkHD65IMQb1gFr3YiWg+AqOXO+cUsbgxdrX1n/eFif61D8IDWBQri+O6Uyn4+2ijyYHffKYKVwL8rmmDOYcuFOkGrQG36XMDpN+FpPXFqqPZiroY8AwHnQC006yxhJnEsHdwhfNO5mRsB3ZjDqvDh3840QAclgOk37MKjCvX0BeB1e9o7sUe4PLQkJ9yz7Sd4ejJ6oOzqUwNoTmIc/eQeofBANAu57zonODiEO+tyC4EyssJA9AwCRVZnioEBgZBdJ9LNVoEvjjT3k6PCZL/PdTJQR3FPQ97BtemdDjkDTnplPI6L+1Cp1qZwnakUUIRwG0K9gH03f6k1V2J0nIV+vbyXB1rRS53mDzT//IlO+IgZvidB0laBp+cYanUP+gfQDjHS9abSz4WoOn1ArgbQ00+6CYL3LEMF2Ajxde4pAm7U5rAvLXkj/+3IDO9Ij+ABE7sV/NnRxQTxqA8ECwBRZtO8L3a2YJiS9L5j7O3OGEssHkoIFnHoKOCKL9Oh0Xj1/tVw0INaw046PDxygBtbzBpqTvX9n0EeKcwahTkQFqBoMQEql/COGf/t9//z/5j5jQbe4fjOnUE8tELJzAv/hMLN2DQCGOnTYptot29g1E67SyLBpd/fREJL4EMZjNrtC/SPXwB4y9BMybsuFIz5ycZ/oKnRTG8KtBmPYf8atZYh6P72zIvSptErD6+Lk1SUF7YCyyMwDFZ95wf78FRWza8HY69Q/aBGQf1PIr6lkyGDC6FOofrBheFPnNCHGMLGw9vNZ2oeJHSPnEtQpgJL4ErZDhfoYTXySSHsxCRmbk2Eh91zEE+Q4/oSIIliBchjqKJDdUtIphpywc6OrenW5xdOL7ot4g4kFF8BhGiyGKqX9gBjDo0M+y5ORmc2jVskUk0oQQlruwEye1KSBYpmHGDGv+NEJsNYpwtxhRzsKgody08MRG6AyJvAL8k3DZMUuomBDA0M+ITt3glltw9Hik/nipLFcBXm3kwh9jCAqjXzVmcmkfvpklwP+Q9CNLEFZHfVN0+eZS/4DVQAeOc6OATU3Q1AEd73H6t1/v1zmaFWKjMumCcACYpyB8Q/YYTJhdrMEB+/phnVIZxfBLyMV8MGb4HX9KjN3WCXH6ygyRDTTSDxx2wan6GUU1CGf1aelQC/uOH9hUIGJwRlI94BBx+/HDKkInfzu/GoQ2+/DnxhADXTlRICvgx8ReKYiQ5uDVbl6TGWi7YXAnk/mniTkEtMQQW66mOB+AQOSKsSkkO52sOw6lFkgp0mkegyqUSBgeMwD8BKhom4pabMAYxMULWJvyzKJGBJQEeWeHeNCQSTdjKr5JvlGBEFFGWc4/36Eo9pcZgtJDQk0kOu3NCFHh/KfgAp/QVVmke05gB5rKO25hk/QTfFlDnB6LB12oGcSM+AzKLuRcAQ8w3UEzd+r6EJ4u815lD+i4ztJfuPhzA1W7CRTMg8s75hw23cV6VgtvYSh1Bogb6QXlL0lcj37Ep/b9JvqBq7uLr0oLhY70BseovGDtJpvZ7peS9Qvl8kwrlv0JqR3B8IvGvpY27/ixQz6rdw4bQ4PmYDjSnCBxzuHgzfS/GepGg4+mxeEY9TdVpZRMt9hrMRkM/slCmT7eL0RBujzasrQpSXx3LDJBG1h3LDGW3IRZGG5Q+hb2fX0AHinsB4OuBee+02JkSOgWGrwEcOriT2I77HMFNPvE5i2rmCOpf/AZgGnwGQzRCZadxz/MPNE5F6us5GLCBALhS8QFb6Z1aMTC1UNHI74T5WLCpOMiHkZsxO7LqVU6Kdc/nYvz4Fsijzr61bWigAHX4nnxUiJx7HhXR5qqsnAKyAby+0QiCF+HzxWRIYwC8mRmhGHAhbbpB2vh805BBGJXmBDFnoAwrkAQwfcBiCOD9U0dTXe83R9hMwDk3oPeWvOTp/iUrkew74wSO03c3+8DtTiQbLjZry0clD9gYxWG4yNzbzr+jQmLth+T4EBY1bUXRBtexO2YIuN1NI0zdQvcPlbF5swn0gM437X9on8bKOIULE1FpAHSNU0qg2eZceIFEozQYzT81Yrme/YYmwJ+usHHv3UtLlLgCSBvcK4mXcYwMOsbGcagKBMqUf8QYwAiHDNGsoMVJZZrzjOVR9/guGjqH0CD4z9pQ5Cz4135AU2hYuExziIfb7vXpEffLma3Cfvk3rR+CK7AZ4n9lBkv9oddxrypW5h/auABpodGe4nNB8fH0fwSB+yPJ+zrAQVUBqMJxZizTDTiRN9IO2gkMA1NsQOKURYSSsg1BOmCjylAxy9eJNbZopbdH+GZgFZutyAxgZBepzBwvrJmJylWJhMV30sfoB7AYLnPtDloCwzLp1kO0nTHA8MMS8UL+rfD65ihNby9hqL5misIuZvPreudjsXmxh4TP6XwFYsNHj++BwYTBW33N8sG+GC50jEBpa817eDFDXEp7Q8QZ80WWa5jkdKVfhZ6etgQxKm/utiDkBprYS8RzDTKmwYf/UV9md2+9/4UFNcsmChPj2cUzG4Cp4hp9+dyEaaNGK+gaU0W9dekxzxMD4BhFlAzr8AHaFM4H8YPQoEQGCNLP+nweVEmhcrp8AFs4vefMeXZ+UuJT4a30AX9Te6Oj6/fwMbq+s3vpOxBfGStWRHxKfhBzFa82q8m1NPfW6wE3H78MKtKqMjgDZHgXeHeFx7jEFcK0e5fV8xNDQPV0GGaBdQ/dikfyzUB6WiQzX40IRqLCY5sG4sExdqTrQNDHegnHTwlZkGK5UOhfsDBdkJuMt/eebzRfAymprXZr/m83W8ZH3s6YV/C4FH9oswaMlnCIMuV+qd0uQ1DfbTZNqTZbbIiRKtwi7J40LALCR0syTcSWPfJzP7FAbSwcMhEMIGYZjAeg34n59Z1lf120BKEcPEJs4A40vT9Chu3NhPd33XW5WNyh60lU4y6Sb9OYmiTuDV6dLW53HxLGDwjnjfmJU55LSTC4zcSH5T9NMf7LSFDxBmDWoWI6DXtWmGf1uuNXIhRIfUvC+2LBRHFrMG+9R+9zebpBRijBOTePRa45UAHg8aC+hrZt6UPQJBd9AGIr2LuzLixZfbJHv68IRaqsGvTrxgSTtIlKwGa2AUlRYpjYvVksqD9mSlhCbFLxQKZNHSWg2kr13xFXJz/FCUlBIE2R86jFcoBMQNRl1E/Plt4OLjINLWhfibqO/HDmiFAZcBoE9yPfjhzyZt7tAjvuIWFoq/HJsxKYd9kFGrIoGPUiKzcYLPYpz5d7GfxH5VXjnOr7vUV+OoDwE8otEJN8TFWJ2R+Hu3jNafLyiolRFiKCUh8e+0PDMoagEUF8DAmZCiW6usMppAUwBfhs0Jr/Eux/QRflGku1yPUYjXfXagvm13IJrvakJTrx0H7yWYXg4RX0N74sGMhwkNIOp/gRtv9XjE8mCqkX1fN8hm2E+6BB2j2kBLNmRjwgz5FPw4lC2VKQMGNBBswa8CZ1jxR/wft/gXDSES0GJxjqhP0esy3id3F5EOMpZiAdMkn3tYCrKB6ZnzIRgUgCj8nRvs5bLI1BxXXR63F/3b6JYif+M2YkTZMnVmER0F+vd+XEa1k56rZCxJoMUg23OPYNvthqWSSovEwa+EVbhr3AjCYgoAfE5iR5JcWWO23edF2oZiy7sRuCNNQopgYW/sFSgC/Z3q6L68/0L/LP/5KvMLtxw+Pnj354ecf1/vtega/jsO/TadOAFGjZ57TVyew74kV/h9CbtgPn4WX1ZL+oGlyKRoAY61afDA0cRSkDbf5CqazdDxfrHKRoJ5lzPdip6t5KefiaGbZqo6MbHALQwYudCxrs5t5BXyNzCf4w/GDCKfxObQPK3P2OvDjiEw7PkMvc80YVvslg0JkaTv3FftDRDkoFjen8gbjRxRfFsMWeCK19voKrIQxJyhTz9dDlaFQ/JkLbTpM0RmXCFMZ5JhF7ffjbWGOd9awJoVZEZBM2qowV7xO8QUxpjPs+8wZKdSfM/vR7m96BYJ6afehMS+RbKGUbE9OUeUShSVoMetsic2urIV+EAzzrRh/4l+KlzMuSUcLR0k/ZqUxdw4yEnFNc5xlGOkNLrapxmr+CPbPuntP6h+ECQg9uvj50SoXxmlngouYjuVBweEGQCxvYZ4OcUPB8X6KgPAH4ClOLRHTjC42HP6BNM57yP2cL0SufUPbvkzoXAH0ATAtxkxLIXyJ0zmqKgAD5k8jWJT4pkj6eYMvpVUZZlTMb5JeTRrWUEAphhWE9oswPG31NYU2R6LXLsNcaS8Wb5JFfBKPFCAeUMUoJxSCsB/208fuj5AtIa+sDCyfjWfcLOJBih0Zw1J8AA4Gl7cuQCbMQeYVtIFbMwYzvoiJGl45RjKOofqNOQx90wC0LyjPpx6/tsKnEERTzmXZCqWt4GZICDFfPI7w3wrTP14HT8RH0z5t8YH0MEZisFJIbNWvrIQv0zDgk4WUVe9fxAwV8a9moqw4xEjoSh7kE0LppD/1DyGshLbFnvcrCMZnpAvm+pqxI03vgo/F+QA0tDSBYeD6ATk8VHtHNbXS1CRG0ZA2ibBFopsOD9B3Nw8QxiXHNMRGHtoo+8pmxAuyt2DRQW3KZ+ctu3yFae4cStKyRwF3ag82B3HhdfB00140ng2IEEMTTiSePoZh6gfmxQfFSv8KtWLExygBBe1i8Hhh9A8RbbtzPZvVlZt2oQ18iV/CYRU6VMBUO9LvtUSgNZCpgBYMhaytBXw8Ea/mUA0Raonj0WCqIYJe9JGCrsUMU+bYKOxdxMMNPogJjp/Z7Idshn0rfyx0StePY3u9UHdEtBXpE/wIG6veJxqL9FcQWpF5TIj0mx18J4lHMjAKAwV80x/Ap+id2lUQQ2yxO8EgZaBwoLJzDx7cyjrezN0jwR9nYGe7P+JrHoA2ySHR1w5beSGlSeBOoULGlLiY5XG58FfpoHEDif6xqhLBEC5N8xjfyDBoI04P5+djTAdAzM+siVRMGRpErGiEzoc6Vx0C9BhYbDd/5YujTMePLHL9xNg2VrBvGHrwbXKteYZZY8CBlutzvbV4QOIdTVPSVTzTaKR0WJwWUKyQYcJXUAJEmKiWpZcJfLVf9du39InAAN5zZdUCjN3Fjz1YIlJWqSkRC3M/0SCRWCTOEiQjJnezboF7WHotNq85XIeJPlpOTNZY3bvDlhnhFtYFFzn8Thdxw4+o2YAIeaKPJfjf8S6z93i/3oMwwW32K09UNHVmKQFi9fnyn17dId9gEPMQOMalSaTDMd5g8xNMKPsTvkYBxQTzmH0mesV9kd+UEVK8wbEPfAMcAGGf/DmEW5cJ5F9jKQUp9hmxU/gAxPGDF3QO0zfdqjLXYT9vwLlIGbCOEL9PNPo7saH4TjgcSLy3oF6aSA/e7IpDBIsj8r02+0VPs6J4HbBtLeuCvmsXzbaJ3t10dJD8ikNCCWPS7LngT7GXqy6+OoGv9rMBrn+OE3E8JsY8TAYuJpbJZpxJsPQQIF3jxTSSmCRbGMeRPKGAGSySKtb/xsqzNYfkGJ3MPehhRjFWnHJ/vxVXo8VAY2DzOtr62RkgVAEcj3AbmNlAJmEVL5/92zG5ntS7DdR8r5UEUJxThms/MdRnJHwj83wwJiQU074I1Ss8Z0HWAmI2oHXA4WslNHKJuf6Fy+EGh4EOrkOTYmpRUTAJXQUTg1jISO3biBLhKARm1Ir5p8MYqgMZEpl3xCfA8H+dCIaDREO/yVBNm/4xNJ7UT416Q7tXEYu7HYTO2sGNlBPNP9NPbIRiJYD7BhfclKn/5JYfxsoU/ENLK/x4Dj8H1WkMMCjYka+ZVG324zXDTmA0T0eCoq/M1FCQqnTqoClXALLuH2b+5ES5mP/CiFqnvPCw5hpapVheJqqNliIdIIQbpukMLf7n+x2Vxcthjl4l2ygG05Xtw5HYQlrYvv4zPWOgKcbcqFgJmBX1D7E8AN4e5AHpXn7c0CxHOIRDL0FgEmyhc1AsXtD0lKL/1s+lckJW0LhhHhDbI65gYgNJBsKPLbYFz9A1cg8e3Dp69oQC73D7h59/pIhszRWyIiO3+723cIRor3eMY+IdikjZ2IcI8B0xl5g/q345VXAOXabToWN+smxBpjd4VkaePkqAdubNgfqHEP7pw//9fwWl1jnRV4xVUcEGbV8SqmWKIcgkQC832/m3hBwM7RD0haj8BgqHbSKRoLH9ZYelHC9+4pJtQcn4TAqF01Xj4MGti7PLEMLRsydhtzhpvfnbDDo9ZNrQRYK+Npcd79ekE6fryqNh//PxLbQhaKPSO8wBjMdgLtggkCzo8O6F4urenbKyz1QkbvAzmYUgZ0L9g2YAIaKsaapddj9N632WELvO0q1AjBhFQFpAP6FfF0mGSW0d4PVzZUzTdcx7dHEFYl3o9SIpnsk0grNsbj9+yGTd2Q77nCDsMwO6xUhXKjJspssOJUVOIExk2mIm+Lq4VMVSoHzBMLpRRLHMN+amTXE1okpoCOH9n2/pz9j30gxgPtQ/IAPAvUiUY4agso+q6b7pXBqcNEtnAI4qoMV8wR5CGpUPCUIfM4Nia4PWAwLE2NDUZ7k+gIyPiCVYMsWPkXtB+k1OEDKZgeDBvIeJtcgi1goNO/qwjrTprRn0DFfH8X5P4wI4a9M07c6Z+hPG8IAUJQAxK+ofMAooKAM9mvzq3xiovHmjG+wDEOBljxsimBL9hylk4ni/S61pzuafCvSAjapKhFm1vIHU35T9Dx7cQsE/7AsWgvrffvyQtwX155/wLP5Hd6G2HoNPJ+oy8vZ2v0kLmrPYSywK2AmWI5wowv/BL5Z/qu4QLlMCxEr0I8IH99wwXN27k7585kb9A2sAYT/dd5DujxH/tSlJaAM3QwNIVOGPd1XAYr/G7MWEAmkuZkFKPFePCs07F2eXSOhxT7CoP22gbSfsC/5I6ENE0o/9qUEHlPkJCGzRQtk/FnC13u8kQ9DKHxqXtJ9AD6Bs2KiRTIsZqgUjDUEXZ5e628ecLT+Mv9H/mOYO+n5HQud/iaAj5BAznCjpSF+laAUe9BKHfaodIz0+Wcewk8FbCHCAyi6S8utPRFiRyhP1Rw2AIAxBwmLDf+r9wvEb+zO2kmn/0ePrq10EGZuRgusPFHEF46vbnpwGlfcQwAewO3JPb/AnQJljoK47QcNcqrH1O8NFXWzqIBnl/mq72d8vVMB5Uv+AYaAiYMvJ6ir+fnijK1U7SNy97BZLhLb8OMekyOwOWacN7GylLR4hwcqkDd9szEGrToj4e2knkmmTZKPNJyhPgPmTMA05QX7U7pVGOxhCKsL48EtRcUcOHnW+Dr52NPFpH8DgMAoQiwHNJXzpptrFreLi4hB+WsBsqX/QJiBC7KOWhX7iZbWGYeocZfafRUSChohhx9QA8NfB6M+CSFDtbY75KoW537m+6ebVx/C2sP/wzpBm8Ek5MbhqAR8w6Cs22zlxuKcOAw07zwEGBTkxP9Ujf/D6g21w6mKJ6nsLb/CcqX8wm8KHllx9MAooxQ0wfwcAIibX65jOEH80bfr30wLMK5sxJ6b4idyISVtiEmkiA0DfgAPTqmPmAegg0ZDgFRAgNjBIhdf7Tb0D1FpAfnkOfd7DvvbQKNjfH3BxrJfGQgN+BlElLYAZ+cypf2AG0NT3SzApvtgflHIQswiJlUMvev7iP88MsRRNC4wT8emkAsSO15dN0RhiRD9G5Z0wf/Grpv6aJZiB/yZxj5F+sSdxbeeygbBfpw9T3kQtNpTEB8u0CYUjVzkQp1Sk/uFm5YIhipWAYE2b+TOAr/0AMCKz7Fq+OMPXRx+vUDs0uU8czNPj9dPj9fxfN8qD2isYLKlcxA768LWNsF+iAA8WfVH4X+xGMep/cXbpi/9+SKg4mM0yekGKqFDaKTwBsbDRQXD/v0GbOxFZ/KxcZYiFwbDfRjhAlafgWpxEG6nEwfcBxm5MO5K6GPk4aF6bPzkK2gRUrAH40Yp8i2DpGbm5Zkv3ASB0zJ9JxIXbICiTDr5286fY3QWV16K9iH8npFuEghL88fpmnKiTF0YbGCSKP403AQk4qoCu7iLekkjxjYV4trP7C9TVAG42xhiCKDd4EdQ/iHLQZRE4G6uZbfR+IDjEXA4FTHjamtpZ0PXdxBtDwqqjcUzbEYdm6mP0sseCa3QvJrgm9TefQrMN8zAGfVMMCWWuINiDfykM7ImFAznUPzfMw28FLsrJacQy78RFsob0HTPH8aO7S6FFQUQBFfh+fYMDQnMX7ewdUwqCX/rilACCIwma7mKBmDMZ44tiVBuj9RE4nrIARGHq0eI/DyDs54WFNGKdkhZQBScvXoXMNryO3iBM891cwVWUgBtm9I+hTAkglfG339+0GFIL/C3loJHRn+I6vB32i08IDlFwx0WQ/tiCd6IAzfxbfUBQfBGpfwjh4MEtMptoq4tpuNdWDtMcFMPBg1urj5/Pr9Z+XJAYzMGDW4lyuqgUFCKkf6QViHD07Akljo0U2PULXBb1D5YsmJi9/41gWSrd157ABdb/rLmbHjTGOclZKSrkBJ7cFjRIHx1zvO5Gy9vavMOZRHjA4CKnYDXaXn387Ej9umK+D33kxdkl6Ryx6m/kMUYtgapAC6BVh/eEeFqASAQTRqHiZB9KHEssKJTo2u2JWk2GNUQm6c3A6uPn4qmyIAxoACle33TE4v1DJD8g6+IzMQEVL2/xPmNulViuFm0ItiFCfUgeD4GJ8t6LIuFU2ygSDUEpZFGYejBqiHaaSy4W5CMOMNO+fOUAj0zE7ccPD8J1DYllyXpzqAK0OOROj9XHzwtyAARRDVTjKq0bcBaw8uj1IDL7wsewCBOQJpSm89Y/V8T+8wFo8Dm/Wh89e0KvcfPukx/WKSh+rRaMGugHHnT8ihhQlt/Nwp94IlJ/HRUqzs19BFIFQoNqnTcSyy3ru8rsG/zl9Ydl5agGzAOwf46kBeQ+ZyzOB8V/kShQoHwQ7505B9Zi42CkP1t4sFjYZr8ac4BYINpPVFW/Rl2pWFP/LONPFtjhPJgtzAdwNkDY0Xqi6YMrU5uAEFoVSH2GEEIIVEfoOw8YxKJNQ+mDpwDQmRMfjQEGUO02Q+8Rk8IGc0y0pIzvfT56QC3qgBaeY+gNYLqCkStc/vEX1iwTyUeCyuNoxbZZ3V4gnWEI0s9eaN7PvgE0FtEG0v3B2j4hIQZUaxXpIFUgsRfxd1axXKSIGosz/hA8BlCXdZvmHZH0m2gC8vWP+XyGRJooSIP4Uwd3bvZ7rJsH3/rXf9G/BohCwQgftvuLwgaC7ifWyyxGrFCEKcLHSsIhQfeLwfn6QTqqqAKt2cP3LLBiDJJBpxLc/FGiAZh1eFLvF6f4hJRkND2b5yP150I/CxbtWh8dYrRPiDuHY3sQ2sErfuIB8M5BHjbGWCRM/45LAKV+tAKZET6mbce0/tdKFPDzxQi19Kcy6HzDzliuJyAMRQQR9Z+P3JmFr4lgGinJX2YVNk3URK03kRAgtgejgPyyq8tlBiOBUf/0Ap01r4m7zwPGiKiJdSNENoD4VWeHDYb/xyoIpewsQ2IVuUnwXQkYAzMvjGX/hVL/ENMAnJJwxXJEzAQkaP34GNDlfgwEW/kxRoiosFnpQSzvMp0U6X7MJVCA9Ah0zAwI4C3QxR7QFazrvgXFDBxDf8WEYfYK1Lrgd8wWN4D6B5MBpIve6U/u5HzpPcQDsiJQWepf9MdAiDwv2nl/tTVr7dFOqjLP2/71nRJmuJFiAkp8Iv/c+6utcPyGiO+X99AG0v1c0t8I36ODbiRwBt4M6h9iJqB040+wTC4xZVMTdN0hQBuLBkcS5hoF1AJ+ac9By4+G6EXFfgJhERpD0Xwjkmga7BQEva16h8X6f8V29sTJi1dzswXlWoG+V3dAoN2CltjSqX/I0gCqOJF0QYhgJYU5w9AjuQGfIRE+9Q+llp+gBP+wL56LzIBBuqaTTpH6i19FE/lgUf+YAyAWyVMlvGck5mYLKvABZFH/dqUmZgIyjLPgfwPIztPjdWoUUK0QgqyCo8XSxw34NiZ0jzDcLgu0iAUFYZxorEpEDNwOl6+mf9Uw8wMIJunHP/HIik7dkaDaQVOPojkoybxnh8v+4MV1A8w+hKfH6/XRoWQAiTTXfwUjHcWD1v/BMNBlWYFy5USz9gOXfKg7GLTeoOTOxD1WYabMakQ+gJgrmBALBGpRBXo8bj9+OCs9wEexDLE9OSW+TkVHZs4JEh9TWyZm/lxZoGm5xwBiBThNk4tDZM0w0MRhpRwpxrP0yB9HpkbagRFBCNpZi+ppUw8L/iy5ozZAO5EN0LZD9WI8Q/sABCcI+8zAVAVELNAccPTsyT//+7/987//G1USnYofpBCvWI8mB1qfm5vnQyNRzBWH3Ri7fwjh6fH6/mp78OBWSSIYNeDNOkVX+DGrivP+LOPPzfgkJnAtcWyPyQawzvNI6D635kaweAMT9/urLW7j9fXBweoSrP0BxAzMTr+6GNyYRmBZSL84BYlOZRdK9wFk+X5Fu2PGTRKWGTeD1JDxh7a/9gMQGwwn6yqLDTi5BWYJoIIY0G8BpgOgIPiHYEqjTPrR8sMsQct36C1gczAWH40Z/XnAujycCAllZsDh/7R/UO/pEAtUVkRozr6BLEnCmXU3iQfcmGch6n9/tb0WuIuvIjYSwWRdZwKLTLEyeXbp5qBBmKUgxgf/CGB1ILT8+FdjhmFSfO024Atiz0j6NdYtUtSEEDsRpjc4Zhrqby/q7xsYH6VT4CG4GXTzxhh/UPYnfGUAxWWf09+LOYHMnblKAA5mPgpBhxVelt+f2NNKtIQULgE8Ev+MERq+mkOJdi1rQrAcAAKD+b1mCbniZODqfoXOcaLjTfOJ5oGCY+aMG0P9EV/l76zmi+ZbyDUEZY1PY3A+zedT5S659AIMohx07hpzMrMolzhAghgfqYuGBugeMxgXRD/pd0KmHjqLqL9IDQv7xaKd5K8QyRkeQ7hNnaMW+AE7TNoUWSFX5PpG6gvNh6SMAYv/uEI9E5AmKym03pkTg9RfsCLz+ME5Nx8NYBCCBAv6mMg/yiQss9InjWfz7pNfEML0A5sCvuAK51dSAyVw92ACffcUKxCf4leBLibcrVMK5hYk2ijvd7lKwHJHjqCwHXOmrbATC6L4yf0T/UQwbBC26PqxiSgLnKgS7G9Sf5PliDbxwgSkFQI8UXMFig7Cw0SYv84TNgtEpzR3TPcBBOArsbJCjUDdJUN7MXPaTN0lUtKbZPxh2Z/dv4RRHcEKXo0o/Ik/JTp+lziTKgLbgZUVeUfbDu8JCQoHm3oGFQKRCiA8BDE9gA+4undHp4MJMI3WMr7f/z3GEjC+qHMZiR9+/pHU1qa0plFTeKGRc1tW/SwmB5q5nHcDqH9M9if80//77/+n3pub+aVhGmoSP7ZfEdpvBkBYkBUoBaIEULHpPx2iQpz+NcRzfTkKCM36hMT0YO0DEBohV4UzybQp+Jv6gdhzsyvHUfCf+dOYom9+Ya7BTiGzxc0o+YDUn5YVz4FoGKhp+p85ScWw1JkPFZFo/6UvIg7Opf76XtrBKzaQXjsb2tAfFPUns48egyng66JAQnTQtNtPDtDeAl1VdCaV49pVGWukASD0yBdKQ2+AmUHb/ZHHf23A3uLeMT6f4gQOQz4A8+KsoyxrwiUKffTIdHCuDGXaYfR+tOmjnUcb/Z1LiRRfwQli7l/8k4kU2/2dOePkAbB1yNwvLjKT2kH0vO1sQQ5RG+P7zZqQiyCsNG+XRUlM4Io7eHCLKCrZYL9m3YpzGn0hbvCC+cDCH4BE/3sh8hA39WSZ/p3E3dhOXQhaXNDJHw47E1AsDViXf0BwGCj9SbK/0xtAx2g6qsDcpH6BmacHp8BUvgUlpWpxvUZUgu3J6aKpv5b9tSxFn2D18fPf8Mx2/Fk0fiEIGX988A87oBZkBXKA66S63V+T9RAh9/gnagPCE6DTgLUVKAi14CzwT3wY2v0PHsh0cYaT0DvYGWZWdB9x+/HD9dnl03AaihxvjeBLYwXUfHtyGubqDFiEjuKAJkx6bLFnAqrIBn3iblaDKMYc1kwVVPcK+tE+SP39CeSUtERywLIek37+8+reHbMkHG2vPn4WmQE+lRHaAAN3zrNYtAamB8/EpOnr4imzdA5PkY5ljRZhkr6DB7foC4pFdG0L4r/L0r5M6Es50Z8hp0REDAsl+mM6AVRHbg4aZgCYDkb9dFwilE3/LPtTMvDVvTtI+i/OLkVSWIhXhHYMPnTK3Gw+MVBmAFP/PvSoWPY6fnQ3ZRprQ1DZ7Zpi0ZE/LPvHPodepIXloMfA1wN4wykdamKhn80JsmQ0Cvo0yzvHjhTHiFQAUf1NSPQiKjREykFTFSAm91wcQtsfiBkQNY9lbNFOLiBx9OzJIkg/QzgDuk3vQTZQMWx/DjwAH+cGUH8TMfvKtbZNf3T7GFgENPbTzHNDWkOnBzutgIuvnNjgN5YvRlyB9sSM/mHf7MN/ElcgOk5/8lnsm+KqcETBxWzxk7aY+oddBenkNzQXUIkIXNWtaZPfh8NZtudX6/l3gImBH2cO3KgYPE+EoCaKqaDq/LUcdFk2qY/BckC65g/vH5T9F/2pCjBh7ox2+eJ+oVEK96+27AsTJJH4WHA624UOHtzCmCICGvQ54pN3LlfwR+haoZQiUMwJfFXPl7qcTmH3V9vickaTr2V8nOWK/wT9FbDKuvjpK0dvPSyESf0DNAHmaFHnIg5B7JBP3wgxgww97Picr7IhiTo/wS3v4+gBeBgL/udXa9rWcYGsNJA3OFgzmE1AwTL3m+WDFoeDB7fMxEae4VlT3U8E61B9q12OWzGW3umXp4dfW4XXEQGXRm8fwCB958NiPzlfa27TKx3CIIPVngtm50iV3Kn4L35iSZ9leZEEoJkBCf5k4r84u9y8+8Rz10wRGCTlLJwKwX+5sj+Da4U6PKAiUhoCm9r5ck1AYckV32KWn6AEJlyA4qcJnMBiI3ZAViYwY1mlIEysjw5pUk6VL2MmgmEzADyYyT13gqT9wgqEINGejkTqj+eKjkBChCGQ4H9+tWbSfzMEfwQ1ECZ/gJjYuTFC6ZJErjYwxko5h6SwJVJ/QizmRy8Wgl4dTRhAbKo5WWDXo6mhhy73cxK4xcr91ba1cqot+3o7WO5f+pOHR7Re/8nCPu1nVoFpXzELEu9hpQGHhJ5evtTNEPwFqJU8vfaYRaj6nO+Whz+t9rBo40/sp5gMZO7/m941Hn4tIIfKc8xfcSmIpVN/RrvSXZjwZWZ+iXxgXfuTOBOm/qI4z9Sc/sQkFDQT0aVEigpTfy4IalL/YJH+se9l3qDkgJNeFDNrASIZHUxe0xnOdPpUwQ7LpRiO3Z+XD+4xj+yqAQyCeIM/+eq2KZ4DxNQ/fnRXCNR1gSYd/i/adpAr0EhEyxc03DNIkNehQWFnHRJ6AAv+qDdw8M/q42dyEpjUH/EtUH8GqQIx6a9i4pizAG9MlPZyA/99K7e2/zgr6JoBzCTTRKQCmAenSAoLcgOwxb/nHcN+EVAR6Mkx/myDMi1CTMEFcUf6HiJpAfwnXtxUCwyrJfgDvinqT2AeIMxBXAKrYPL3p+mTU96lG3988T/9aiu8aC34NPo6ASEuYvhWIPPLLYjiC/S3gcbSj3W8P9ZwFoFAaPnRhT9Zlmdm4DMG1BvEiZgXQs5eZgyLDvMfA/IM6/3sDIiR1xjVS7T2DK7cLExYHGLpkT8O9RelVsIQP2jiA6DkVb1/0AmMcOZZrczYGaJDty8NQf1FaYdglYA2I/cDkHK6CBlzYg3CguINfDVZN0IZNL9N0s+guqEmL4/RtUHV2RS5ehZmdxIDq2Oh1H8wxef8ah2SqX+YW0MYRFYqAH7O5WoD/HW7UX+d6yusOqKTFxr6eRuJPl+ZLkKR/rxH3F1wGuIEqE/ge2Bi9536E3SqsA9nUjmivV/GUSOLsIqD+1D/myo7aqTYgibIA0gx/jhXWFBb0Vy08/3GKIVO72L6u3n3aXtyylYgtvjr2j7CziMM/eJ0vLsTAy7cA7RNYf6cAPwdR8+eVBF3Jmy+hDygRVmawZsuBSnifwGmzwTWnSr9ulSDWOLXDSGsjw5v/eu/NLq442nQTWBEHGewerk4MK38+k88XnQVNsEWf+rw/p0HEH74+cfJVV4kTAWDwQXbOiZioeJ/AfVPdAX3ZgAaTk5A+kVw2k2+HsowVQorBn2Spxcjf4iai9YuIR7toym4kxJMwKBSUVqSto+ePaEoeEZF6r90RsLlIgR6ikEVAxnoUo3I9EJ9v7E2L84p6cSkEwPAnH4U8J3KEMX9ABb3gcPOrjUVMaKgT50UxlYd0wPMvEEvV04AFrwBhX1iNk6xubAz+4iLU7pvuhvAeatLp/6EWoagFDQKGNVrthEPWCJxCLAkudhJrNhDKAsDbY1Y9X/dAwBtRGWzbaEaQE/HpiCySJfpT12egan51b07vM26gjiFc7gwVNTkJWZlaRoMz3Uk0wXGH/OUWC+BRUNnBogDxlPVnt6CujxgoWlf2vjjkP4CdMoENun73jiU3f/GJBwOYn102PlhhbBPdJmL/JDBRwT18x4K62RqjpFLppUfo4ligyGHM+9hwd+kzrgTKbvDGDQPuEl0P4Tww88/Pv/lp1BPwp0kNaydHnAzTP+Don1BMcROYaCY22UKERxuPGFAwlS4v9pOQo9EBQiC6RBGDcBcS1gaSJxOGzHZX1j8aSdb/Mnfmyj1D77Dm2HwMXH78cO6PqSU0tAt4PMA7heSWFXev/LMoam/WRMXDyi4S9dEMJ+4Ew/g/+LOFoOcD+hhv7z+sPr4uVEMqCDrDunXkT8iul94COi/In84ROJ5zKYCOKrYJI4Rd+IN/F/zGGwfZh5wM3D78cMfQgjhrfCHYdX4gkD7/qsPx0wgl5Lx+R4/pFXDO8zWlUs0/og3sCvuVt+43YQB+BDNIHV6sM/bF6rNxXD86O6txoRJxPkEZQLiAtR4lg774Z/QtYtJAHiYOJ7De8yQFdrJZh+m5sLCI4w/9KemC3jkN0L9CZQeHDZvzF+3J6dhRA7N+Eq96WAeQDKB8+1uP374BbZpA6fNcslFVtxnUs6XVYa5ayZwUFYgp9l0wcUJy+L23VTsmAXm/n5PVxQSNfXXhiBMDMY9eB32FWsOFID6s7WHVzKyAd8QhDSCW8bfSE+vj3YRQU7AXosEpRDCDz//mFLuSUeF3X78kJYVzdtlEYQQMf442lui8cckNb01AM2FcI82ASUCq5C3jgLSFpVidBD/GYLm3l9tNyEEMPKQ4c6ow7ODsPngYWy+FztTRsLTly3+sUdgHhA77GZ7escjZpudG54er//53/9tzBVuP34YHj/c/vr3RVN/WhqiZ4bASN9PJwaA9n1B8fGAAPyAj0+5fjfqH6qmvQhrWAd19WszL6vxy/lVCFZzR97D/6Wf+BjTA6xvqncmTl+m+8kP+u1ifXQYswI1Qt2Kts9/+Unk/RWj/6sYCU2+fNP/eM9/pzBQJPTC6B/rAVBmG1kWwzetlu2Avl+iv9x8BnO1BPUPirJTxKewAuF1OKxzDf0jxUiCNX3N95D4ltDcnx47dPNQi3omwuwOVIyK1D90fxVVkP4yq8R9TdYU3tkTrLQAB8si+gxUxlt71QQV5j91NbcADbyw4ltQbAClfj4GGwUTRLgRsQQMWI75cgkpRJzM/aYt+NvkAZQTQKhbdl+LZceP7tbSAOpSf8KC0kLNqP+sBr8F6MoAzNKyQiFIKQgqIL7xUvgBP2NrIiXyfgMQZV3J+RxaMIqCzGHf3B+U41ebKRMFf5MHMFn3Qzz9t/dt8oCp6kqF0tX39Hj9//t//o8WArvZOWf+oLhP+tf0Rl2dwEYQ0r7FXx8/pibozJk/ErWmoXVm9D07AFiEJ8p+f7UNH78ac0SLAm4Vqe8imkdmhfkjdLhnbCcj5hBmvuKwkBuJ248fPj1+a9LikU7gFrPUEfzH+35uP34Ywn8Xn94N2verG7szKjL43hpALMPQqQ8h4HeDwT1zVgXMddg0QgNNMYKsE61HfwDt5/JtomOMvjhSf51iFuJl3XgbZXlz2Y8pAfRNUX9CrEx060CDXKmrKfXnW4y8QmvEIn9M1FXvJkgEQ8RMPU4kqO4HiTGgYv/4Ed4YiJgfCgOlyB+m6fxiuSgQnh78ro0hhIjgH/ZnbXr6rj7GLAwnEsdEGsG3CUwKQ21YCBnjVc9ijvL0eP3Dzz864by1Pt+EBrEUmGTq6t4dU/yv/ixdNYCUCh4cC5Q+L2PUf84agPkeytZSYtiAluKJFnASABp5gpU3YFJ8neSlx2bK/ki1Y9K9T/0DJAR8gzlfgzCTwsQcY5dbcUKimH6Ji44i/TtQ/7qXagQU/zvX3pjMCewfk5ULZrLQWVF/nYUrJuWYr+6kCJrZvzrvVwj+Om5HkH7kGRxaGjP7COofM/v4wCMF0cdjnNNT7lLxxJlgfXQ4qAePzEUvCAF6/stPZp7Xl9cfTl68Cg1I9myNAbraM8n+fcT/0I4BxITZREqX2xHe/MDz+eq6xCb+WV0H155YFvxFkQY297N3F08RLl/MGebyQbH1H3P5ppNUrR+YZX9wf+zi32YsUEhrHE+euZToO/NXtCmlSF0xo/+X1x8uzi79yj83DEigBis5NzJktfIBxPyZiSagECeL2gcQIjNvtoFA+BK+vP4QaocA6Uo791fb8OguF3vAw5BbbOAUDab+TqgP39QU/LOov9nFxaz5k37BrD5iN8OgdPTsydOT08S1YDZu8mvA4WL07a5OgQf6iO3ytmabEizW2u4Nyy/Vzo0xfU9ghKjsOkY5nRXpj5HUFmKpjvrn2J710SEneTH1jxlwMAeYFAX2E2hNIjYABorqPtUWSbwiRcAJAB3M/vV/5VFx/kHsyMVBGIJSXE1aDhspozhmH5L9b9ILT4EQ/2kDGzH1wQRRQI59X9TGKb4Fvdz58ABBXjFMhQqaV8wD0E3VNzuFjP8MbllmTO8ihiEaRtJ2zPQUk1YGqSpqCfRORCA/xvzE7EJC0tdKQ2wwrE/cPEp08ODW+5O8U/yuTTHExH/H7BNCuDi7XGLNhvHQ68WM/W8axTR9NVAHZWSR9ND5UH8BbRzr337PjPMJlj+Z2r4HpUzErulP1sF6znyAsJJpHuA9XkIWmOlOuHmkn0AhoeMLNujFOKhMkJPTof5hmRV7RoJ9v7heqNmqOLJ1DGtvBpBL/VN4gLY8zpb6C/AaqB77RZ6S67LP7z4FtxsXE3dRARR/DcAesBoE4/5qW8zJhHHmttUVQBtwxB5B9FMygXVc6U3F0bMnXx7cuqjBBtLRIclriYhRp/7UP0zlA/DpnVkyKB2zCgDVMOthhNopmudXa1I16LIiU5cP40geXcQNgYXhkJ3gdcIINqYlei3sDwrywi4k/hSsImUMNwy3Hz+koKBGCee47p7/8tP/9//zv8UE/2+Z+hNM8V8c0yd/bRoGkBhtlu4HZqb69Hi9FPE/1FsDWh43G2+JahBmiVDR4UvUBBXtw+is40d3nWB/rP8hjqHD9AFOcKfO8nWkeM0DMMFYcIsJ6VF6LNN4HD17UsvkaEoMT4/XJPj7Ktc3S/0TjT8F3ZsHYa7EeUUBaeQKlTMX/4Oa+iz+j5HLTL1el2UWf1I/SN6jA3v4FJb6udA/gcI9sZEDPY4gZ+dXa/Ed0eJ/frXWJMks+cB/moUfzNO1uziL1Daly192fSs7s5/bu46JdUGkn/o46l+/HWtbItjZe3F2qY0/jfyCE/cERhqRiNy60DMX/8Wb4VVhJjcUwBTPxU0xHxizwLgwHDd1CbveL869dOSu+L58Os94FsAp49GJGgqK+otfv0DvXzQWBSVsmiagQUrUjlRNKwuP5wF6usZa+OJ3nErT6un5cIB5v+NlfIeQxoK49M4mTmBfnnVmntkxOOWO8xf8fdRyAOiJLgq6XUv9j+5u3l37hO+vtiFsmfqbxSF0xi+deHXvzlUwyDemlVJ5E+QiHPxHpF9E+CAcGT/mE44VitB79H270aY5+BtuP354WSP0gGaIE8mjrXbfJkTJT3PhhBzTv0NIB7n71zr8iTerglx7zrfgAQ5tKvSa0T7bk1NizKLWP59CIUM4HjNNjC0/fuM2YXPkOrerj59R8I9RfxOxw7S6oNkAqSBo8ef/9iT9wvfQ574mxigBXCnk6NmT+cdxzpksCIrfrgMMrtaviX6NbmYivQ5E+ikIDv+f8/dmoP2n+sVjOi/Rd+IE2MYLA0Z90JE4jWLfiK5MsgbNcjJ3YtMxghODr3kD+nLNuCDzeMfWFDKZ0Bhwna85iMNjxnDw4FaM9A8GXHXGHMZg5v0GRe4HKwJlQUhmYrVe84NaN0scUFaz3/REMGH6n7kngNG59CsCbT7EEtDsE6tdwZYf3OmE7aLlxxdttJMQQzl17KC223xRLWUQqHDouzu5AhXx5fUHWuFzoP6EAiXg6t6dW//6L84jOOnWk6B1V8VExEI/eXjV4z59czr9Ok1DmEbJwPOn+7H1gDH77cD2H2wDudk/xi/wyducphfi34gm9FXgEufrMDTLmeKbFFmL9mjJ0RGfsSIQgykFMd/DGIo2zwjIXE/ArX/9l5TDJvT3zhC65jPh6t6dMB1zuk6zbXHppq0NTcy/B2RQr0UQzdbUP/EuZoZX2O8J4xQIY5GfefzF2SWHEgnqr09nCjtY8uG2Kv3GJwo9gI9Esh4LvR88piBmH2M9l0sTSfA3f9LvZFaPOW0IkG73yOipmmD3ddozgRO4FhwGM3Me4KAD18QkXhHRHyLl4bjuv45aixXuxrh++imlTFBIKOdpnuIfL0JQNBvAg02l4YvVkCB9kHMwQPtI8cxxYT4TTuTVHDA3mnBxdhnLjmwHzK7lYYSFMgAtxqLxZ27fmyFWGuY50xN105zECzRDhvAnpv5I2YU7hxMImNBzhkvMtYUvJFHwZ/hx/TyqmFfA2e+nLPk8gPMSzFyExMfpDGdsTPr9bLuwrzl9ByNm/BFln+v6fgViegaFcvRmAFUy3GKEcm5VoB182RU9pj8pEaypFej40d1YCWgW8/VP91dbLFbuF3OlecyBnshRBuWddAooSDDK6ZxcxoPU/gDc0GoB79HuBxG+qX0GJo8xqScyCTGqSWB+U4f0E0wXy9wwIWcVhOia4HaP+xC6O/OD67TNbuMobvCiz4oRyjlXgQ4Ji6SpBkAuX7GTSLzTGyCA9dCp98mO5bDfZpJFm8FGb6uPn1PWKnp9QyTax29Ghhu+OQhPF9DCr6DmMYv/PP0BYiSDNp8FYaoQICJEwvrP64j/21T2J/i9fZowAJNAZwWA+ujvZB4PMebbjx8SYeXP0/qhTIv/9uRU9AjDX5niO4I/arIpAk7KdRwIMo1sA0tN4PEYkSJSwBioCmiLth8yJLYdujlPEzkBbcQO6+o+rpsDDpyjqU7/jfV/bzSAQEnI2Herz71DTn1/81z8M9YTmBoDzNYHgOC1hG9jZEm4GMxaQOIn/UpFwE/YfUHcw1SbZxX3i6f92HDcgZ+lFawYzbAraMPB1HgFM34UzUGO/dpUCxw7uKNG6KeYrVhNLzMW4B9Lwpg/JgkBMsV/QtPML4KjZGt+0y8MlDWAXENQuuGM2UDW9ftANoK3wudrlYQTMMuCsuVHdwLAlu5M4s1PgObF1cfP1IKGtYf0mW0eKdLBYjZ39DwLQR6vJkJCzeigmFoQG7Ygi8IbETtrzjxA7zQ9GbN9BI3+4qCg/rxGulX8NwksE14Zit1iBA76tz+cCWa1fqg7vNkERkR8Xld8gwhiYauh+fT+z7f6Umzj0uWgRQ6kCU2m9XtbffzMpN90D2hzUNgPHsW7DIYMmZcK+zyA/9USk8fbXszxJ547+VwdgzloKijndW74HlTUv3FAx8EUUv+UsxYRBqrRhx1y3S7+U5f+55/02ATtFiGhJPjjlQ8e3OISQ3SuNs4QSxisiOvTPoz2iR0fo32mTUlfyvfWmoZy8et4GpTCTgbvMqiX3Ej09wA7xp8OLV80xALROkc/J3DoVfpmniagdKABrYpLgEpAO2H+uM2mfzTW6Q/Hcs351RoZDAv7QvO9uneH8l+IBh08uIUcQsOU3NFxwrI/H6NP9C+oA0M1hKtAB4yKI1GZGBkabzIzM940qIS42DYe79z0xvCJSRwAIqaOHZ+C4s/EFtJKA9A8oOIDa7IopP6ZKwGCNOCbGUn9Y0Xc8HNgxX/sB4kTFKkzJa2g/CLy1/iyKPtjTQjWA86v1sQGwhAPcKwWInpKHBAjXqZXIEVIT7effNnPFRi8sg8W/DVrcch3wR7909zMPsWvsTMdEKIn5cTQdn/jTyJaMQBNvArcv4zBKCCBRSgBX15/iIXGcm24XJ+wI/Jwaxd9Wc02ULgmxkABo1zmgV2+YddLkr8RbaPzgP6L+jjyAPrViZ3nU7AGdRUi5RDTmPMgdms98mIeYNqRTF+Fc7vYMU5859yyE8LQ4/g4efGq9nCGoX2/pPuKw/o0fE/BrBvCxKC5CzaFr3KLusAB80pO4YhOZeZE8Om6TTwfIBrBM1BswaxgtvuLq2HBKRHjxGsg5h7wLQ/C/3wbioamvARETA8QiA0GpXJxvBlHlO4Njgngpuyfck1xTNZjzgFCpcsdamf7j6A8LPrwzMeY6Z4D87EAJ3AK21hQKximCClvI+atTYevE2juIkoG0qylMXAegPD60rYm+viniCwiZSLFAcDDwDYyaL0p8NCa5vsUoGeYyVOK0TydB/iS+xcrT828F0qdThKD8+vS0Z8UCN+vjl/vkPebi2kawmQhsRTEnJMANFAJiBXJYL2h2BVMTeGdSg+awaBegr/SxEXzEVF/kQnMjyN8v2HHA5ijmCtB01NOXcFI/5BgwTc9peaRGv6RTDeFrSamHKR7Gsb4JNJtPkHlPM8QsdCsxNMnsf8I6EU9k9Y0iE5OYFaICpSAFLbx9Hi9FNJvLldtDqqVEqzLPjNiusVqv4c77+TpiwWiNf8I+49DhJvdyOgbQJ8wQf8Z9uWmwfgWDSEymzRarMwUiT7FEK/Piu3UAn7s4ua5gmWGEMy+Y8xf50z6Q7KByzmsv/1Hh352y/wag05OYKeFyPiLE+Zv/GHEfAAx7licHuz09opRf7T5BODZgpGYp4tuMMQzUPwXdUj4LJ4V5BbmeqJBCf4FSKEmxStTG+VNHuBI4jqC0xmwafgSxxPpj5m5Zk76EzGoJPWkBrF+v4vABLWACk5sMZ6pIHwAqN/EuGPMjFOGGPVnNiPiOIPiQDHmQRYhfCKS9xPbgRE4PDTsu4gHnspFC1enJvSDzgC0EX3ZD+r3abre6bhG050f88Qg/7v84y82DJoHv//zbbvhmWCDKq7lbhX/y7Dq3BR+TBhoIqgYXNNbjAeq/BjX6OtGVfIG/Zgi0fuFpPWLs0tcTuRU0Oei24AdvBztg4I/S/exyGgO+JnVgkELGCEWhjQYtXJ7V4xIBJWK480/hYNXDMlJT1sE6Q/w1NpcztQfZ475XJ3Ff90rm//MDf/PMpCMtKZcdW4J2S4EKOz3BJ4zD9BUA1+L7yOp4hUgv25sXgr7j3j5DvNg7s5XRjVCiEWoELA3GPvkcWOZEQ/qIZcaUs2JmNc6MZGYb40agB8kKpzM+BO/HCKUJumfc4inCRyw2dQBqX9MPujp/tWhn7QQSL4RARQpyCKSVeTprtVA+5SCmCHMkjWr/TbNrdUjtPyYPABjfmgSi9rOwVJERKk49gwTZec+GCKQn/aTZiCYx3wsfiyE+gvYJNNZcv3gxQU1ZysZvWHHORwLTFoWmPqnOMO6uX9jLV+46gPP9hkG/zDm3hPY7B/gzIOZhwOhpBar2srb4jHHVIp2vL4aZMAR/WGcK6C5Uwv+7EMO4ArWV3CazvvIEudpSD5BLBBT/PwsR5Af3K/hBPibQT5Lsf/o9AUCyv460ka/8EkMACIbRuyclTFTYAGJYPosU8PgRLA5m4ACVIAgcOy81pDEY47JBtDkFYUU1AZ0mWjkBMLOE/aLOnBzMZHqRauanjS2GJzGA2wdGq9BOjNQOCduP36YtW795DInAjV2BZ+pCMEfr1xcgmIOGLT8iGPES+tm/xHiPyrBPIXM2Ie54W9TD6Aa5pwIJhYzekQHPcAj24Qh9Ue7ZGBaH8Lxo7u8wIjcYwEJUSUUT0fB5/7KuMXm3af1FS+VrQ4EuDi7DOHrOjk/uy6hhYcdPLh1FW5dnF2aKkgVSsdKTFncUcwTcHu/8YB/BWcP9jvTpF/cUWwsAk5SxcmLVzRDgkVMxZvvGf5v1nxeHJpoAHVL391Uz0FKHgBK4rkmIB3zg5wADyOqrefx9uSUeI+gvFzuTd+UzdP0Kw5Adw9myw9StxAJi2KHQcqzZ0FT/wKMzFx1oEN99PWXYudJh/ZeOG3jGH20f1PKZC+XmSA5WzRhAObD1yoFamKegr+AMM7qavu8YRaIPn50N10VOH50l60x+ld2AqN+cHF2iQIUyf5CosfhOXb/zbtP/Cs7hOk6SM7YaqRH6AQNO7agLG/batciVcsrZcS0LglGFzTTPlQltc1noTyArf/8yKw5JfrhCT3jf7T4z9OVl8MMY/81OvkATBt3IjokEPSEKRXGHjBG8Qc5AdFWVBp8tUwk+nLfYDN3FwN+xE3pjrrQEH1EwSSc8WCWnCgwJ/QD8hDobtc+mO7TKhVrNVdyb2R2j/l7TQdDFvWfj4fgy+sPgsoT9cdUcEFGY9+6f/sX0e19tkX/HdRnAE5H+A6YoQeYX0hsiWLRfEIsMDTRCkTif1CR+xyDL2YqtoXhDRp2jG1jWCfpE77Oe7XfkJoiOmIMBgeMt9MPEnZGJ76ywwm4ThGZ1CsKaI3oqWh3HEDwx7lUIPjPUFdA6o/sGY8R6XjCGtbN/qMTYijbEZfATGT/QcJbnwE4RKo4CmjwMfjbzzwZWNfh4m1N9E1JmSZf7CWj3R87fwXlAOA/sbrnoAwlUtUwnwCTBkRKgaj8jFXh8OIiOCrs7P6iH1mISIXiT/zHhMNJ6eoPUfaO/9EeUdJH23zC8k3/ROvRwKUVAsLq4+f3f77luaq/YP9Ye675HKxouplgkOTOPQqIyeLNcAXHQv2EmQufVzWJ3IZHd2MMQHtrNxSKsx8JyoTblP3DPrfAE3lUtJ8uQtc3Wwtomh5CVFfAZjK4ffDgFlHGgmVPD7gJgf5bsaTSeJxfrQ922/SM/JNTym1ZhX2ywNQfC2pSrBofw0KGePzffn/TYYTsa7y/2oaPW7BGrilKbRGhn4gFJIKZ+2Mref7VIIKqAIzUP53PJdIyIs3U0FGQdUH9+U+TVWjphi+iR4JlQSnUR/skwtDDkh0AyaKQ6xMfnzaaJoikfzVxpNksMBbgH5bs6dUQ4n+AQtYBRH6dkGheqv1492L/ddUWp8LKfKDn29wZAEEvMGGsEFFAcw4K8qk/dlMJqlIQb7OVH0Hh/LHKncQDeCdv44pyUsZEAgFdMMUnEYsKDRZ3J4mPKtBtT07pH23rK8dM+aLKEFGN3CmRZVIwNVSTKwiWxjfiZ/Frgt4Y6h/2kxsCvAH6+s7U0tUvupX/pAmMw9ZEf87ivx7b3E1AiUDhjtwA8+QBgvqHEK7u3eGwB3GwYyIPETfA/dX2/Ojw/Oproq9JefW5JMg7TQJMtQCvrCUgLPLD1zelJDakbk++DowUF/ZMmN2MkYigLnJ9I0XEtyen4cGP5jNqIKUeXNVXqvf39uTTOrmmqe53Jg64SaQ/hPDl9QdN/QOQcr2ENfFl9Nf4V18boO4FVhADmycP0AO7OLvsygDKAjoLHABzoP5mZrLpA3CsQOgZHnSHoE2GaS4Z6OkAQX/R8mOacbB4HO4PQG0pWUz7aa8F/4+fKY2TqP/VvTsHIYSP11FD/ES+QyLmnaadF0GOnLKLBX1ZHx0+DachhPd/vsWHTVyrgrg7Z9GorknS5s3zX37C42P+jJTk3hsD8YD0NjgNhUi/uYTNynd9wv85+Of+ansVvn47LdNMS/0dGiuc6uRda8IAYtUL2oXzY/DPTMR/ZwzaCsQ/IZW3PKhfN5gsoox8viPKuoQn02hTlI5ZfhDm6VTjAc9CWZjZD8b8XN27c39XNff+aisS0AY7FuDBLzdbIusIvQKJvvDpeIX3J0G8KxGxGoBC0Z+sRgiPJQ7y+dG1W5L++/yXn4RsKKJfaOPGC/5BlbigDRL8nWou66NDk/qH7uH/5LrHys+0X0e1tYZJ6xPHQIe10gBq9bMVSFQF5kD9HTgtAXQkqOAE+AYowieADI6kjWxB+u6J1J8h9ADtYNCyP94LaSsX80EHmtZICCIqRnAF1AlQ/X9+FJW/+IImg+GrbULQdhsuXo0Ei69D23QMPvLzX37i0JTtyelFONTX8Su+3Tzqr7GnMMWpf+z0kxevOth/RMtf8lTdn9p/WsZvhPY594YwCIf6zzzsR0Ase80MzCd1+J+26WN0v1PoLQwVLcF0AWH3R+VXJP0Kh4GwIImnMG1QMR+s8AfUYvbkKGYV4f2fb0W40cXZJdcH5cAq+vdys/3t9zfkqaZtviwPD+cn6w3fIPWnJ+XMbWHzcb6mKf5/ef2hT/QnwtTLw9RJAMVR8v/04l//97pDCa4GUMYG9OMJkicSweamBPzzv/+b2KMLufiVQXP7IjAEuQ/7tqPgMgDBOfhczQAIvEf8ZOagpSyYRO2ev74wuCMSo3oEQSHRLzYMX+zQOYk4vG/K7BNUr0ehwMUWLDt+zXfyj1//3lP81xGriDk4fk03rz+w+iagRtQ/0f5D1H+GPCCoIO5YjWgBcqiIejjmq9CkigNvLMP9gOyP0v0Gr7a7JueC6VwBNP2Lim8HD26dnzm3HUDKgjdN84PQVP75Lz9tT06LZUxzqN+g4O+Qflqk/lKNUf9uxh/eZmKqqb/wDE8F0/sVO5gkzsWEgabrOLM1B+HK11SAg0FZDyDSjwwVXQJmKCc7A8KOymvqHwv7CZDfy01dqGEAXi12PKoLe47fXYbktS3o45bigsQwhNF/pGfPF9bo+ih76jlD0nr1uYTfXRdBq3uvySEqepq5Ow7191Mduxl/WPxfffx8FahVtRzzrKpVJsahEjGpzwBGNjDRWGgYaAya+ou0gBAJ+ce3GjP+xKq8EdD4g+YaPgBzvgQjCUDZhdTPrEIYiAI0itFjwyujAOWTfvFlRf4Hb4u4HQGkHZrEs8pfN7zk+S8/HT17Qtu70K+v3uYbRv2vy3lGos5SwH71mPg/coS5uO5ctOtfNGfoCnq6AxVjARoA5FwsFUz0fepPEFWAoMDydrCQsggMjf1Kfwr7jMj2Mg7e7+4iokvxpiZ3iV2ZLsJJW8JFgacEJRVSDKh4XmJCmvqLgBMTJPgHUBGubzSiyCBxFKL+16R/l/oQbijpfz+if3UYov7s+21d+VEE/8TkiW7Wf7ZtZuWaxaoJ0J/9fABjGsIsmvoHoumPHwY3/sepKX9dAy4HMR4QqwpHQLKOZ5neXbMENF9fMBVdfi6GdOpPe377/U3YXEv0T8O1/vHb729E2V4k6BigyYiRfkIBoaG7COofgNvFrNtLBFu0xqtNHPIfq/CD2cIj75UO0/LTGcyEclkORWCbFLifCahbX5c5238IgvqjfoDqDkv6KPIfP7rrxKUQdMavafdHW38AhUBcXBN9/BOPRAMRn4sHOO6H2AH+k2o6bpJvsdOh/nUty5T/hawdF/DNoP6OyJ8Vi4GyNm2YcZ/v/3zb38nnhEt0Dv7JDfLhs87PwsGOE5xDpks/E1Ax9U9M/pqt7zeEsHn36Z//9eufIu/fTArTQOH6fJ8HiKxgYSMyy3zin34hQ2QP2uUbVOP4sK9JCI+ChlAOUmR/bcyhCYB7RPwrhfSYk4Sov47fFwcXzDE0+1xAB5twI6g/kWPngFzq79Cyyz/+2rz71HONY/TntYNKlQPp34RAIJ39cBKiiMHrZAIaI/s70fExzDMMVMMMB2Ic79f9P3hwK3zcI3CapMaIrE731XQcvb5Y6kf4DATbMO8ofACxdF9xX3PY4tFiJMCU+ulBXm62HNJj1hcLivqPJDTa6H8O1N8MBlscTl68quUkF9TfrPbz2++92z0ySMo2TUDzjP2P/cr1VvHPThpArMdhLWhhrdGNimGu9pgVSJ9+/Oju1a7kJNltru7deX9y/avWCTRMk31M9sdybIKIiw3kQ/oWsSRkfTvngJjk7gATuIj6xyKagnIYmFag6wM2wwYiuh1T/4uzSypxqqvZLJT6Dwr+iUix+YRe2V4CSEB2scsSM6n6GYv5EeReH0l/LsAEFDq2FG4H9gMThOxv+gBMIIVF4msW+RHGGW2dd6pE8LbJOfCOx4/u6gLU9/cbUvowqb9Z7ScFSP1Zj2E9gANIeP8g9U+HMPpztQOnltmygOkLZRAVnwZvN5Vp96te8nGrl8AcSD9B8CGk/imn92MAdZ3Ax/G2iH5y+VRAN4BJ/QlI/cmdzk511qKIrByHcH8VznfdvvQdtelf2HB0pYewb5GPlXxAUHyq9voK/cBP6tHDHrPsUX2hDaLyqEkg79TVMpxrOohR/3AjAn5Gkn4UR0zaZL6fbp1eECKh5P5qbPp6U5gvM0b9hUUo9IwCagq0286N9GvEUoJF6Bu9Rn6ZXEP/4MFX40+IR3wiBN0XoZl8nbBvr3eKfWJCmXPfLOpvkv5cizwafAgk1IuLiHuJP2Ppwf59MXiRKZcj+y+luy+Z+/Ejpkw5xHrX1yHkyM6TGH8IYsbOIQa0CrQVaAF5ACZixeDC/DzAPB4h7Of2ekX5nUo+YBCnCU4g0LGefIxJo3fMIARLAzDTiWOWopeb7fOj6EP58n7ud+RozgDGH5OF0B4d/xMiWQIOyIKE1P8Cktp4v9nn3Yl2nwNYj/E/YgyJ1h79EqYK9xSgOJ9rwpXTHm7mQE1uGSagwVwwschnxQO4OB26Acz4H10TlItAEHkli+R1N58QwsctNvwSWKtWLSKZKyVbOOzrBOIUnTimg4sQ5q3Nde6X4TTBXxxDmGLXDxb196u/xfabAT80AK79YFJ/86eZQHh69Wryv06uoV8IRv/xn/+dN9x6QIcQadu7PhZzoSdjwCYg7ky3ABNQYhFQ/HM+1J9A40E3QCwlmFsE05/kA9BUnniAQ8dFThaqC7RHWMCRauvIH/P6Zkaxpv74LcSAHdIfMv2xuG7xXWVR//Tb4U1pRe1M5F8f1pd5c+/VDSj107dzsspxFqGZqFhGnpz68/Z9aCst7KJzKPxZBqT+9N+u5aDLcANKQTC0sKM5AUeCkiqwvlpvT065ttrVvTvv/3xLBaKFM4CBFPxrGc4dTLJOPAYL/kANomvsxxQZEaW8gbcQ1gOf+rMFP1f9H8wUM+/Ce8hF7JzCJzLPwOL+l3/8dXElSX87Kt8ugYDM/aa/xAS+drI3Fmj5uAQm8foiMPgtWALNrAp/hsxoVE5E5yy23h3Bykh57kuf3HoYAz5+rDAcgV/XwYNb66NDUQ2C/oy9TKTFJukXghsfjJYctqJoyz4eZnqJ+ZT10SHT1gB02azByVJ5QdwnXp9I2CD1FzbDwVPEHgyyPod+nGT0TyHQxdb/6tT/y+sPJy9e/ePXv2OMLMEJkaI3wP9CEXEU1H/ClYtPjV92ouGkIoX6O1S3twmoVkcwJww0zM8ExBi0AtH2rX/9lwAE4uDBrYtwuHl3mlIRWpj+BaKJu0eHm3d7cZ+sDWzenYrT19BmkqEDjczF45h9xtfh4R7xsdghJuW6jrRPenSHd9TVQvhaNiCR9CcyCX1W1ikpMKV+wVM1NN3JXdriWebg9UXr//3VAqh/IvDT8IdrZQIKbj24UEmHEuRv5rWAEGYsEFJ/0R7g2uX74NZqdf1Kr+7dOVZvwA+19Go27BjGGlp9hYjsE5MHNzuugFlgeJhjYCFaU0z9Rfl+ZxpgvU+cMOm8Rxj9qWlPgADHWLhnLPorHS2oP5tcxEsTX5nVRBEMysiN79APMmHEpwYV/zGTHpYS/4PNy5xk4NDCBCSaWH2908fPV/fulFH/udndagElQW0FIrALxLGh4bKMVevUS5csS1Q8jhN3ean7d1nvWqgTXm62ZAMx+Qet7Rj1d2wvKcBsL+cwpP68h+xOBdSf+rJhwI9TwVh7fZzS37wfY8NCbbPPl9cf/vHr3//jP/+bXr6vMZt0H+njDaD+4g2Yq8xPeZkVUMwP8LHwq03gAyhzAHATRAcLygLDZxGLgelCrCIQX0EvufurLdvrTX+sCPvhsA2qL40hQDFBL+ycCvyP2QDTcbqLNk+lF3HLAgVuBtdRGWBWsIOBX4JTGlrs5HBPIv2m7O+QafqsTgcIwQ+YneCscJ4xHcLa7rRmxASu9FzuGEyr1xyoP4EfMJbwvFwxNKa4HDy4VZ8BOKb5iuJ/zM0wk8nkYPPuk17JWA6I9og+PsJ6ptkDuW3p5aNv1kz3FWH+SEMF9Ue2EZOAiA08PV5jgR12irb7IljdwbkLpxSwh9NxbMb8vSGEo2dP0OzDpyfa/WOCP5+LG4JbVEwWO3nxigR/3MlfMETqqurtXGPIfAq9aWjmp+2fSzH+mBDdp3m7lQ/ARLeGMPPH+z/f/mC1A4vh9uOHX3Yv0OSvSOWxgbAw/WshTlT+0UudFYIY9Y+J3oMLe9BtM+ibJfl9UOdb74pC858hEmlqJgYTmPqLQkm5RX7MlGDRLhR1AmFWGuMJEOWJEGJnTAXEGcKB5Nfd0oeWthh5//r+Y7Do2H9dERq3e4eBNoLTK3xBwEWChi8kAT/8/COeQjacsDP7oGk+FsOAq91kJyS8M6E8fnTXDOkRVv50Uz5Z3gepf7rNwTfib1U7MJMIxiw/WNgZWyaESiXehAYQ8yIUawPsUXj/51uT7ZkBUbpSHiMrPZsgxv+PX//+639lp3o0xXgD12yBjWs4AZi3+zGAYtyATGANM+EF7ciaX5ocVKfsEu02qb8Ozlmrap3EQvhPqkIRrO7BppEnkQ0M+l1pAO1ohFjwTOhNXJxd4vciV/DRsycF1N8/JWYbHFk2zuQZuEZQPSJTnuit5vCDweUpfOBzCPfMxdJNF8wDRJOArhpATyxihl3+8Zd/gJh2tJBi643JNJtrmEAT2ENAXt8Qce5h4Cbk/V7voboUHCxESGS3fFiKdSjlaomiqL6d6fs9efEqWMUhaH8AxWi84J8uxQ/6ltPB7nrew26bsHtL/EqfHq/FK9LmQaImPnEUZp8ZUv/5C4vjoUsAMT9YKgPwO40s4qOa3uCQTB3Y+GNeOXaKacwR4r9ZD848i4+hkMoqr13E9VdHIneJRcWUUX9hx889fczt2PxCKeVBOVfM5Liwz2JF1G8KRMzPyYtXczP7JGLR7l+CkwqwAAZQnD0wf6w+fo6RAx0zJ46kD0nyOO/UbRoDkHKnaHOIBHsEsC+xdYjJgcjzCnHSOZ9MPYeQcaIvPyA5DJgjFsv+GMopvmwsDDREooT9SFN/GPzpmQeQuZ/4dwAeIDolxECypF6e4gEv//hrfJp3C5C0cYMdAMGK/cftJgzAlEDHFHQzS0E4x8+E1gxi8+6T+Vpii5xjEKkYHO/Xq1SYd4Q4b17clLsdTzLZQ/TiMev8hHy1zP+ImlQVg0VgpoMa9JhjInBoQ1/BTwrLgo4oFT9d3bvDCweNP/QpkXlzHVB9F/HRhUQp2BuZfX79r8laug+ikaI5E+hMYHYD0L8FaAChyAmzIB4QCwwPSuhzDF9Cfheh/bQ/pbaJcAI7y+PlZvvb72+wdlusytvgTcUAEo8s/sSONMq5vmVD8pFC6x0iXh1M8ZkHjBSHheD/j1//PudYT4fJMZZu/9Hjn8YEVN2MM+gDWIQbgBDTjTD58/bjh3wYT1l8Cab8TuvZ1JZiBh//SNzjvGEW+c1QkzHIdTinH0lcAWPmCBzzM6bGvZPzUTHFNxFiPjj5FilZ1gwM9GR/72ypP+FmG3800P3btRTEyIL+uSagsBwNILi5waYYaFIibY5ncIAQHswMgxd5rP7PGmqB4WGx6E+T+GZ9Dl/tGDydW7DxP/zJueD25FSE54pOv7lg4q4N/fSTc9nqXAHDi03Ch4oR51djhQ8TzC/pcS7/+IsMlQtagAI32CiEnQBCzyigm+rFrYVEBonivNaBYqI6QRQF0kGiIuiTwPlleLAj2RW0Uxcgm1J6rpaGIF6CUQ2eyKAxxKi/oOyxA/BPDup3qkE01Qb4RuIroxrE/oDE98biCKcu+tr5TODoiDdbLeAssNAzD4AmR7EeUMA/FmQCMmHagrkvWOIa0zH+TplPqu+GhW6ouqe41CANFQdUlASrRJI4tRBE+jEZf0zljKl/rP5zLKHXp+8ifNMJEBoDvZo0rU9PAGZxkgrkLYL6EwYJ/dIdAA64kscynMC5YDK0XD1U4MvrD+xH4RbBvtdOewX0kfr0wVWRy1mLA0AbsXA9GPZj658wa4aRm83rnxXz+jKPadQHxjGicjhsSE7fo1e0FNnZmVo32P6D+Kq39bzrGENQ1rkimu0GAEkAGmSwbo8JjOfRVR8CVHgOykwU6xOSiPE8uCx+NP3iiTYlIQk6MZ0O9XcsP0LwTxlSMczr6zdMtiCx3ySOCxWTfbHppqJfKYiKqQB01o3pC29iUHEmGkEvQdBxEuWE7SLmucUDQrzHBaaM8hV6Ckes3FTPIGPPML0ih8dgt9ugqjSnU/+wzzPE6cLOo5lEh3jQEHePY7sY80OgTVmcO098a+J/rL1B6F8KonM7sDnPwgIIDxtG92vpPgYt9fNFuNCxT+uz3uqYT8BP1EIDYAaJBI5KwrF/zKG8ZWXgdI8X/5otSP+XXavRsG8FMr+UbhYmJoaoLbygnlkmnAS35ULXgkaW0DUKqFiKLzhxWakAiUjxsAkDkfjJOVGvXozGERE1I9/t4Onb/Qr+FT8lqkdM4GK3EAL7GHlclAMyfcvi1mU38hG7bOIbFnxC1BleShd1cyHcSPEfgdS/eR6AcDF1NuDcMNlfNKIisB8YZf9BQ40Q/HG/uXpNO36WWaaMdo90P8RGggXOYreghZFboSHxyESy3sHsk6hY+w3CGKuPnxchMn+z0Z8ETYf7dQTrmQm8OAzmtWnEwnsc75aw+YQd3ddFH1EAb8FNSfTOuvJIZ4BZZJR3Hj17wmWfp0UH0h+LRo29Yf+178rL3Ek8fnKkEPpFMLMCXN27cwB/dvUB3Gwv7kgM8jP/APQBmOn7uhgcqwLYSqy4wr5/cLEBBwP/xxiCRIC/iPoXrWDQ8UsYJMop4n96B9CZg77+EklkwfzRQcDLhaDAXUtBmCNIhy4l5IjMCzX9O0Qk/b3FqD8medEGe31TMooRtV5vYtk4wQO48UBWtR8u8YbhrUj9+eWfvHh1cXaZlZpbkKXVufiPg0TVU79tJIsLYgaJ4j8bymnPzeABTEIncAKLERTAJ4LVi47NB19ef0i3d+n5zR19idxTuib/KmKKRBHpWkj8IrH7ok+bk7bSFQJd4JNZArV6HwzfHF+xB4M+50P906GLZGg9yTxyPsgSXLhsMu+5GTxAx+zekExg0dh6iUpAjMMVq02Y5ct2Hv41VhFhUPxvt8Jjt9beCKpEnTISquYWQlh9/IyuDl3iDVeFDtsvRrdA/izE+k6nY4kEMdf6L7Scm2QOYvRjAFWcwLGLCIo/WzHEQaxDZBaQxgWw9oQdDxA1Qc1zY7R1craaOwCm/hdnl6zrpDT2wnVuKgHFxUFjP82ET+S+YXq9NPKLs8ulR1KK3il7kvIuzGnRbEArbQtzAscuIqpZTUuqKppQyggNGXbZ6L89OWXyF4v1NGtndkb1jF9H9g8J7zZWhyerRhse7CyB/nYhfq6CCDT6UoIOcs/hGUJEAZjQxBGtQKbouVBOQPPwenV0u2vTitDz0QDMllKJMAlEbsCrqPGA3WPIwjNI7nO9rC0Q68mefjodjPkT6dQfi4Bi7i4jPZyfC0ikCEBzUAISgc75JXo1UhBbyEs3BxEpniAKqCcm4QHro8OjZ0+KdZ3xViAR7knxP+wMoHeiaavJPnXy1/rosN1bFVxH0PqsQtBPj9c//PzjwYNbJvVPdMOiTcak/oniPxZxcmQgs018B4wUyzQRnNxOWAaT1os8ZzMoiOvF4j99hXliMT2BC9B/IhKJufzjrzFJaiMNZRTuyaE+wibLcjGS2oLcnxbA2J4x3w5lf2xmMGj316hFiHO/aX89AK1AuS9/5jQupNl/TGDzLF+tF78yG9AdRueD3v0AeiaCNQ1WMUEkJr1Vi4MyukNTnEk/ZXVh6TczD5b+zc1nXlyqheM7BfUP+2K79riWlfgfxMXZ5ZwtPyPv6wSDLgvOI4jiyXgw/6mpvN45QzawMBNQuq7atIh8DPdX2yrUf/PuE5KM248fpvjo2NRDf25PTunPitUZOzAJ0QnSNEw5FfyR+of9Tgki20vDKc1WHJ+z+vj5/mpLOYw6k5GxILs/Y3zjz25oRAdEZ13cH3YagOYBWIhtKpaA972/2i7GCawlqbmFHNQqT1RwHSb0Qkzm/C8Tk4f9aNBgqBtJ2F+9VKs5xHkAUn96apohtCaRoAs9gDZuP35oSoJOQ2AHPF3nXwGlejbA3NwAdQkFE3FdWjko94CzM/SNKBVch6ST0E4D0FRs5ErQ01S0KaeNqSZf3eJ0l3/8lXjk8aO7pCJQkM/xo7vk8t28+4R9vuhXPHFWdD+EQDUe+E/mTPqDmrYgCvrElglM/XU5B1GWh3+tkvrPva99wR+xuCganDwz12DqUn+0CKUXw/B/Nb3HI6HZEo2caMLq42eallf37izGBOSDzT5zo2tVMGgFQpKnzT6aYsbe0hxkN1yxqKD89vsbKtipB//8l5+EC4Qe2aT+4zFYtSlXpp4DDc31A3O3uIZjGo2UBynwYYhWccFqtYjHp1P2WmxADICNUSyRsB6zGAaQokBM2wje6c+ei827T6wEONREMwb0fG7efTL1Eif23391v/3+JrGJ7hgMRnyKMdAiJ/FfJEKb1F/v8cM6c6nz1b07LGGlTNqstLLqGMl7Xm62ethzs806GOnBZqLP5iDkAeLXdDhxpXiMOF7vFEPl7at7dw4e3Dq/Wt/AMNAJZdjq/fB8ioDUf310yNm/yAPEUoxZ/ImkJq7bRm84pbaP5g3o+GU1iB2/Y0hqbuNflP2ZZ6erAmbK8YQY/Mr8sZjQsBNlPmpBH1Zkhgmhq2C8UC/aeIlCdcHSOUyuw/ZJ8gEsSQPw1xKWCZvQDVBx6lM4kNkLLCjZn+m+dvnGGmAhiLCmDD4rIasdMF9MRN/SU4yk/jH41D+UOrpm4gMYbBEsIBbaTJ6Cgd3f+gOZQZVgWeGgwv8Kd7TWBkLEONkwCkhbJ0g1Lr4gq9WDWJYbQAspLM6H0Z7zFOrPN018b2NYLJ7oXyT2K3Egzhdjxy+DWEKBPUdEAQ3ajq7DqHd3R8tPFljVmJCA6mGnf+L5yPsIUg3nZoyqmzYhDD4i+UDcCLVSXDJdo4CKA87oXIcaplOWuUGsHyrfT9sxI75j+jevXJ0j6ioR4y8i4CxdDvDnY0TGr3NZn8giDxDh//pEYVQNpfGUXG10bulgy1pHBeicwmaGjY5Hrt/44uzy/GrN3uCuGkDx1UZqD0sBvzSzZ4s4huFE+ofkxlsFx9BhLdzCfiofPxEbf7ibTUG9BwHs3MI7HbYxMrslVm5oWUACxLVGphvO12HME40YD3ICUciaDwjAhy7OLhuGgdbNA8jSHpZlAtJISSngno4+9Q9qKSZGyib2Wgn77eNrAUvXOQeYVf5HGlK+vP5AqrTJCRi1xBEMAZrWht60WG9nNIr+rIL+1YHOr9ZCS0BLVD8NYAyyNIDJpY9icBg70z4ydAhr5ubdJ6d7ItWBiN2ilmRE1D8rkfj5Lz9p25Fv63duHfatZ7VC/oUkri9YFumfiLn5UX1MG3X9HQ4whJQd0UQWpHO40Qi0GNtTxFjipDx+dJdbahBZJH8AsWuqghBc/QAJYoEDIJ1xEgmuEhGkGdLzX37Kpf7ro8NaJhRd/Z+3OYSuHSY3BI2R2yYf/FKg88iagoOCzq/WOIHbNoTRM6mbEX/yjmBjwDxABwLxHl+Kzw3mQ6QY9OndtosHdaJKOOdLUP/BWm8In06x7xeNMxdnl+//fMvHtOAE2DpmJnpAgRRFr65p34hBFBd/7o/+Zii2GJNysPr4+W+dR/AdAseP7p5fral943EIV/fuEHVjSf/40d3Vx8+XHz+HodgY3qbPbJZM8AczSNbHUH99FtWsxj2O+M85X8LlmEX900Hk+AL63J5frSn66LqKFgSAjr8d1qobf7Vi8KzLouDbk9Pw4Mc2I2qC+ZSwbhQa5INvd3617mcCGonEulphUT6AH37+8erenaNnT67u3Tl+dPfq3p33f74VLRspGDQWEhpCuL/6WkX5+NFdMx+N34lDu1PkprrVQ7lccwo450s0+A0R6i8oaa7M/uX1h/d/vsX8ZLovNVhG3ztmVw5edpC+mz3oO6PYbEgudL2/J5Yi/iOERagnf1qGEzh0scB2xvGju6z4057Vx8967flFm7nzO8GU4LT3VaBDhR/zpnpUMf7EIxRc0HT8mhX8B8OlGF9efzh58Yo4cYjQMmYD/I95QJVZ2i0vTDStLAN/x8ndAAsS/kykKwS1mEQ/E1A3J/AifAAk79N2YicZFm044uX9n2831pGCsJLo+vyXn2KFlPOGXgmmmhIrVBeo3MXZ151s/ElE4oKht4r3dYCPsIFqrLGo5UT62C0pDCWPsGOuVTS89dFh2MyiashsEavng3XlHE5Qy2q0jJaQN0z2R3x5/YEXnrP22P959OxJrE4ZQYdaYqGkWsPOhSampq5jnsumnkHjz2D3rsHWj+jsTQGOmWJwSTOIqQKJcn1rHoCCP1L/Ymh6NE8hbD49LFNaCIh6oi1GvgwncHpxXcLMlQBhH9O+UAEObLg4uzwIH9g+QBb/sCNDTpLXJEYeATE8+jPR7RyAQtXK+RK4/OOv93CLAOVdyUtPTmB9opFrHU6vNbN3n1DVyxpwOx6ADXDur0aRfnz2yQuaznnJM1i01xWk/Z2NMsg6MYDOtRzmNhWwIfv66DCE6zCSLyGsPn4+eHDn/UnSdcgLevnxMyluWUvXIbUdCv2/3Gyf//LT02CkDTt8S0f+xKh/rG5zrC6uwMmLV9uTT9BFeRtg0tLO+6tteHSXfQnctDKmytAk3Lz7tL5aU3PgwWG0BhWXXe0imkIIwoS4xAQaxFI8wOac1HWkxZG6BU0YbQtqxQA27z6hnDumEhxfwflViJZjbtQCaLvANF1+qPXRoUkcCS832+dHX/8UdF+L1fLcSGxl59be12xm8ybEHRICEPlz/ciJ1X5S4oL4SI71FBnUOOVYB/16zE794vmm3zxtkEIwFRtAH+97mDmkJQtHt1g7WXNDvN7vbgATfh1/Z6dGonDjo58JaDwPcEBTeYakn7Ej/dFgnl8TFtvq4+f00m9M32PUn3jD4CrVTKW49eZvv7/R5NIR/8X85ozfRFsKCkcx6p9i9OcUDfTbh10ORwBtgH7VnIBq029COA4hdAmIMB28YkiDS+aG9Vi9v9pehVk4AEyIvpI+avkDujaEaWcFmnlZEizyrDFI1hl6GVNlfP4Tf/XrMtKJgjeYB/veWqeejwknzkfsofGjkhSL+jeJ++ByQuqPPRhMUH8evZ+6bOvBa1GaHpy+YOJCKM4KRgevmUEi6q3qelO52J6ciqFuT057CmQp92rHd4spW3pnefNELPBZhsXkASy3Gwy/ilguG7XoRDX8+S8/mUZ5qheEewYNKeaq5lJuvIcbrfhXq4KXm+325BQfUH81bPVFxe9ixp+YRShW2Z9w+cdfKPsTEXey7QLwANZlRUaYALEB/MfXiZ0iMBjUJICVJEiqSL8XphMyZriaHPizt2nwTzpr0SZ734gf+1W3nyxD10zgMRzY57FzNv4gYk9x+/HD9dHh819+4nDPYFlmiQYJ5uqXTY5xiLqNnHLfPxmmYmfptC+m/ikS8eAx//j172J+IunH1Gtdn5V5AO3fnpwKHpDIRDF/uIpmjE9N1N/8xKakT9Gr48fwHYPQPgCTM8UaeyVeM308XTWAMRM9vRTErMQW8R6cp6CpwOuTtkkVwCAiRqLVK70hTHF9t2K9wTEHHTy4hfYZk/qnCMi6vPM/fv17+gjpnfOrZiqJ1ZawI0LBq3BCnIvjXGl4Zi1xSlbgJ9LuCt5ZZR2Zxr3xl9XXXEr8jwm/na9/ohkems4DOkUBEeYQCdcHMB1lYIn5Enipi6gvLcpt3n0aXJm8HnJpOgXq6LN8Z+B1SZ9KIR9s/ME/Qw41jKUIDLp8dTyVfnChEOika/70nKXhQHcXqBQvt0dkmY2ZWYHmly2m/rcfPwxnrxz9chL5bCbJXwQRvYN/ZiV8xbhFlkWoFQNoUQtILAxcYGbcRd0BpADFEOLMlEOEx/CaZxqnpT+WCguy85n6+0ae2DVzTUN0nedHdSJGtKE8lvOVYhwXTX1N6h8r+GNKwc4D0pQTNrcUHhBgbteNltY9IToQX6oH9/7k2vyYlfYxOZpGKtLFBXU2QzkTXbtVUsMWEwWkU8lisQ1hokkmqD/FjJtR/yHyKtj0TL+eX60LSqvzMMSJbFiPKcsj0wIwHqkYWvwvSy7VLd25zGoA4o6UcfyEIccGXQf1ABKGaCMmGFVxA3DEJ9t5qjxXCugunAzsOJ+qjyfF/pNIKIupf8rn44sLLV/YfxixMePx4zWbxZSDTnECT5gOxpYKLNejEYsCCvvlKjfvPtFnHpTH2W8c3IjMMW8j5VwOIhqTUfz8l5/Y6hXy4z4RoqU7l/YMvSKGhdqHdD+LB6TXDgr7LUVnImXPJDqjjFDGJLaYyj5yJMQMWPznCB/BCUTCcOJ9Y7iB1UAnBAarvLe8IIOSwtd1u4kGyRA0qb1O7Nq5JVENWh8dEo0uWJCJ+WI4sIJO8cL448d9DpadwZbuSP374OVmG8L1UwhOYPrGGHqNpKc9k4FrQrpfRSBtgeJRkdXh/Gp98OAW+ur1Z+LDQpodiam8EOdFCSDTFlS3IlA1DWBw5jWtBZRuq62O9dHhDz//SKWJsX9s+hXIVaD3p8hxSGqJhvIeUy92lOWRLw1dxwWqgO725cR9ptdVrk79KUtjMP2NA4TEft83VrxG0MDlIDdr7wYgkfrH3ryO0TLLmlEqD55iQqd9iTBQPEBQf1QOUp4oEXUYwNwScXvOcsfgMwjqJULb6d5XThMTgjaJ+byHKbLO+G0EcZd0HsDfi+vljZ/ljag/jY1iK1N4QK4ttKxzWcpj0uBp2DeGDTQNAGWCSzT94uxSe3GzgNYb8aGx5KdgA7hHW4RGYjFO4JlDGJ1Tlj32bkyn/kgrcdmnlFcTdLYFfvv9DXkgf/v9DfED9FLEkC7+J6aDIVmsReyY+t9+/PDo2ZOjZ08wd28SJFJ/GuTLzZaojF8jpCImlwjTxQjTqmMmWDE/YOSm8pLUb14kqxxQFdRkAO2m1KBZbapFqDV6qrhr/hTD/dWW1mTKguEQT0H9Y6dTHpkQ+gpWZvobFrYIVEpiVz7Y7/cy2Oc9pa8LeUGaToyjZ09IG4jdBZWAwd7OBUih/jQ2bCcXihLWCtB6VeL1nVpbKTCtOrjz4uwyJr8Kem2K9ngd80ht6nEuUhE1GcDgXCz2Aw+2E5hK1sDFTFSJxjm4wNDon96ulsR8QVJpGTgFnxlj3lI7ksG9bujPH37+UR+TZWRj6p94/OCRTl1V0gYEDxDFfxrh5MWrlMPwo1+cXd5+/JB5QIsRCratP0Tdm/K0TF9EJsi248jyaAjSvyJ18keChP78as03XX387ND9Fq1gCBUYwOSKHqKnfZNjn3HnrX/9l6t7dxLlEYoSoX8pinxMmo6Z+GtlALUzGZH4v/r4ma3/jvEnhQ3849e/C6IzqH8EoErm/BlkfpoHCDNLltTP1MR53i+vP6R/FDLK4Z5aEqWz1mKGpm7kIre4phbkUe7E4jxYxymAfcKJ3KcjBY/BWE+TbbSj+4wKDCCd4HbwAXSbXuz35o90+cdfVIvx9uOHg5WLRAcSn0CQDbc4s2Y8+W70VtmDh3m/Yy5IQvF4kVOI8/gCneKjyAP8d57IDxwjGM26xO/iBAg1lZaapiMMjjyLegofLFN/+i/5A5iIn1+tkTfQNrEQOjIWpH9/tWWKjw7hCcNn65iAEotxj0kFmJUPQE/ri7PLzbtP7/98+/7Pt8QDbj9+SNqAPp1SfAPYhZ11wrE0BWtJlFwe+ZYatY2MFX1DpTglH+rkRbQETYoXmu08uiIQ73HeADIGOn6wwUCMDfCciTEbFv+FrWnwzz6Ehq1MjPkHHaGAT/2fA3yI86s1U386IOxTJA4D5SPDjqyzM5lLQTB7EDnAWYWAquDgwa0KiWCJhKlpnY3QcZLp+l/h2ROqf7L76e0Pu9V7+/HDLyGEfY0Sa0ymoCCvCsH9JnWwTTqwzFktcLkYDOajHo0HD26hUjxo/HGoP8EsdKF1BQxoFgVFnv/yE3mnYzh4cOsiHD4NqfqWySFy18i1pSVcF34QFi1xZKxMXhVsT07DA8N/I1CxTEutBgAsvIcQru7dESldV/fuhLPL6+9ydnlxdnl/Jzbrj3Xw4Nb52d6tkYsEIPS6DVSt5N4U8AjHagDpGVjjqb9/hQ7p7+YtXm62Jy9eUUF/yhIS85K0AR48yfuJQ6UQ/orPVTy9qr9bLU0fPLhF1J//pJjLMup//OiuJhAxrzizt5jzgMpUOGMgwoq+HzPpd5CJpphJ9TGxAlA80wbHXwXiS/HLxFFVmUgtpD2049N/0bbDh+moHp6xImoIN0hFIO2BTUxiAH1kfxFmWjkPwPkwIx0AKZXgWkwLDtD0Jy6tfxKxzdQwImQpxZwZc1OcK2aTcdJy2HkC+KXhBE0shBBLuL2/2nIhNnFrDeIBOjaGmHqsLgUiJfxXVPb2LxiD6TDk+c9KDFquePzFSYspMNULjMftNqV9YqppEZJpttRrIZ3tPMKXiyUi0JKD9h/iJaxeaLSW/c0Mg4aJYHp+j6wGin/qZdZI/B80v5AkK+ye5kq4/OOvLOpfoNMImy/vn1uklhCEueibCIAZtFeIzo4Imn7nV+t0HkDgtAnW5wapP448gDxOSoDJEpzKoIRBB4AeNo8cq4MI7sWvtEpkV/q8qj4DywySZjEfUYQHib6mmLo02wUbiBQ4c5hMSaQg8i26mfud5LKxPoAsi167lpChgXChnwslLKRi9HKpFUaAorgICk/k66QwledHqdZ/YbyeOYikat8vgt6hzwBOXrzannzii5gUDW0yx4/ucnedQR7A2ynUX99045wwGviwHD7LP4UQnh99PdgcfxVh03Sr+MdPPj9NEsSl3LiXzk72Xx9YDRcvzi7vr7ZX4WsYT9gPBqVjrCj+NV+hg7w/eMztxw8r+wDaQQcRVe85E4YMPuRH5TaNxFdZeg27FFZRif4fv/79f/6P/yWK9jhjQOO4c+RgTI55Lo2wUTxPCohq8OwXZX9EAIxDeYXdn7ax5r45PcgopN8MfR3OyaCd+HG52boA7zQpC49hUN4fiZg4L7RSGu3F2aXuFVOG2OlNDU2D9X8GaR9Z4XkS8rfDDb8kA4aB0mFI/Xmnmds1ialHg75Rw3LQLZqC1b2gBgXzxIBi41c3erzL4+rj5//4L2NlUj90sXgEUSbZv4xS08X9uB2z9WMHCPH/wOr2Pj7mJ2UYeAX6smy0vJ66H7eiURcNkgcs287sNi7OLs1C0LHBmO5ip+Q1hRvhHn6WA6uGML9bEl25YWQH6Y0tmT0dWoOFqQ8e3LoKtyikh6V1XYkzuLzEXPWC7mty35T6J9J9nFoVTEChlx4gCkJU7zlz/OjuVfxZuBZY2C/NyvNA1IO7OLv87fcokeLQTC3O5Fbx1LzEXG/OCuymm5M9GsX/AlFRU3+inunzgUjzZjcG3m94aHekGScex/UyxRe4Xocf5SvlDpG0gfqBvoj/ZnCpE7+5fq6P2+sgxY/bsE+k6LXH3lLBQtazbn20R3mdvmBlSKl4GHJs65j/Zf4keAmaJU02Y1Zzi2kDdTH41DR4Gj/zgDoaANqgu7H6xIar48HltPgVx5L9WJ5NqdK1PjokW22sdWpip/WXVu9y8SHEyqHm7+ZP7aCzZPl9pgenO7J/rsZJLoHA/ADmkqjUxJlB1wb3nSNhvR/REXNaCAHfsVARSOGIaQD6LjS8+6utKFa8PTk93n+ulMpxjUSBKpSBVGf/mETqv/r4+eDBgEuSjkEVH8OU+XZOGpcIBm2E2CPjVPmalrTvXavZD0BAUOcqWWDORWpNXB0FSPEV9Ce9R/Nzsr0Y/b0xoGivDyYfQ7qJxmzAIhQL+pMJKK0lp4xodcR8v4Kcpdv9w2jbOlr8sYsv34V26rBL8W5pPnxdVLtaMQxpXKqkv/KN6CmoDXWA4j/+XfoUreN71bpIlYREJxCIwMXagrXeNWV3/LrtqL9j7meK74sRoxjAS7frNK5MLqkx5nZhXxMXk3v8DDNzC74q1yFcnF1qEYBxcXZJpSAS6SnTd0G7C+z+VIU//Q2wHzu0LPSGoLENToAs6l8X9Ik1OzGZBG7zQ4kZTt1+mHmIKzfyCfPtaHiCVsaC8VvwACZMc0hnMQP/daE3zgAIu5oQAco8XOz35HLsPBfQxaVRrOegp9d0qmm1chQDSBcfYr00x0AsoSpi7OrjZw6mxpxeXleC+nPnEyLBxdnI3FekOD4H1RQcniaa4rA+nkAS/3WEtRD/Y7agrOKXjNwSwcIoj45cZAMCRCB4hjNZKa5QP7hMeA3TkfiYeFPmATg3OiRk4UeMpSgXIz3+R/Rx5O2Lne+XK/PEbPTY6BGp+c6XvgdUBYSHJvXZ0jBI+knqjwn+Yf8DNQwD7WOgZ9Sa0we7hn/8p/j1YNe9RNjuOT8gfSSsBHB7KfyV5PQslsC3ZtuOv/C6BQLxS6M/zbo0TupTLNsr5aZlOH50Vy9yat1DzECsQwpT5uoxmPjTFEikeJA0ePq3PTmlDVMb0JiDwF4F2gFOsBNiP34OO1Yq+IEg/bQTS/lrNLX56J0YM60z/kRwijh3rAlozOnVMX48m3efOHubhT6O9ydBj8OoY7fLGgapDonNPcSJ+KdICMID+hh5YmAzGktka6vlbyzw3+l66FtRmBybPyUPX0JXgoxdma3zuY6KFEupeFEpTzTtNJgcvh0fqzgw2KaHtN4kwaY5qDqcy+rlwwKW2ClOLI8CGiRzYtI3LQVKqCu86KodF2eXIawd6l8WRPFys8XUTUS6hM4XoageXO0vN9un4ZRj8ogc05U7RPESuV99/Cy6p6VE/mBzR/0rh1SK/Ry8H4CYan4w2GZOXLN1OVu8V8ph4h3GHic3Rna5cOhjLF5T2G24YnPY1fXUEJzg4muH97WZUlAFMYHJRyzBHn+tXwtobmpBLlgJwFQvcvD6MlSx+f7p8Vob603zvQ/mFqgHkEmKCy/T16mVCDoIJtxIgNJn82BzR1OyZsFNZHgK6h8SBHk25jgHzwdOyw3Mke6D6snAgwnAg7iAWvzBCuQXcbSo+ge3LhDZjhrVcxahxomt8QgY+B/2w0BpT8NMYBH+PN4P3CETmLB59+l4rzys7MZlBm7mVu0ndYFOvA76hKj/9DwABAf4c5KBGDPGfdItmroBWPzHPTo82cTJi1f++xw0AYWE+ZZizCnAmLmarmrk1ven0nhTaQNmwkpPkGyuo/v1McL3a8JJ962IkdYksb5w3ZWEgeLHK7C3jFxUg6dXnFvs5BGSeCxpK/f6FGLE1F8fkJhFqW9tEnSRBcYDyBt0Jjj0U4j/idQfjVQFwOjMsissFI4e0MEpzYiVhu42AAQSaxHRJyJ2YgUhHCrfjfonCv4o8gcl+4ur5WkAZoeH+WC8D4DILlNGTYKxoqeoIjCm0L+4UXp+Fkn62iFseoPx+lQV7n/+j/+VOOYCkPi/+fMU96QIrV9ef0jUS8wqOoyvHZ1uLsT7FK3MJ8Ttxw8PQjRpJhcjE4CFRE9qfdin3bqKZ4jn/ItfW6CY+utAIN6P/6X9JT4A3yzbtCdM68XMpJMFfw6j5nrrmEWVDo70D2CjN8X/dF+CCPpkvNxsKTXB/JWpf0HoUTr0NBDBP07Q53/8538n3qWnUTsddRMes5BC/QdrUdxgmOE62uAzWK75YNfbq0/ATwH1d4DHZDAADCp3hFPnp/EmoMHJXVc1Iep89OwJN4PVe0Jpz16m/tj0kYl1iv2HSn7Sti8iYUoBU/8O1n8Rv58i/uMpsYdKIV482TqLw7HbOZOfTGTaNJ8YKJV+I0ZrT4CZCzYSznViVDhWiidWsQcDe0TgPyYJB2jq0kID0F7fxBNFnhefy4xBL8AME1CiA2faRJLiu5uVc8LOZn378UOim1QKgmXn9IYtQTEnDMcUzoB0jvJysw2bN9cayeYNG6boCqgEMMeiwQsLe13GSVU/BSlMEf9FGSU/ADQRnU1AMTEliw8ljtnkEIk3Gh8e6hOEit3nixc11nUQO8VPmgcwG7jYtfRqXc5zJJDK434k+lpFyI4CmtD6X12UMxsTBtXRJUAVwDJhPwakwgXUH68jcoZFqdHtySm3OeDroxuDa1OHep8YiQta/2PUX4f9jBEmOA9gKT4AETJXPOxuPgA9T7Ynp+HBj7inqZWcbzF4jAjsEdtmFYeD/b5dsSKgdVFm+cGDhbAvWELNRLAYYlJbz1SaQcQqPQT60mevAsgC9LG1wSQ9ps0M6WHqX+xM1lcLyuLPnGDQ4FNLdXt6vHbEf8f0n26S6my/zo22zEX1x0nnAY1sQdXfWLEdyazI5gR6amZg+gM6aANliRQ67hM5QWExuOIaZ3t3Gh2f4DOPdFosqD/leWEBPwL/+f7PtyZtGvNOzFjMKuqFOdRB2loxJFSXUE4J/kl3/OZivDicRcvmIOVMGAV0AZWxeTWNkS3GyyWmimCW9nRSvUL7INoW/uSxGgCJ81mWAf+DtV4bfoQSkjlqn0TiT4z8+TV/EoGNvVjeN9Max9+IroDkPjf1ZvwYQgirj5+5XTvCMf3HLjUeY6bcGEm2QNzxo1rnhsSpdeC2WW0NTVXRenOgOkEeQIMXIeZTbZhGsv8Y44+G7lcaQ1QD4E6eueJ/NyeB2Q8ghWpQiOfm3acOKZHPf/nJTB1okYSF3DoRdQuEibLPXI4YI6Y0BjN+NfjDpXxBqgxRJhSXUX9Rhigdtah/HxUk/au1TjlMgbbtxDQDcZj5a1OMof6Y9pVy/B4D0F90ZOpvU+jVMsirUgrs0DFYuNikqoNvg/tt4fD0YdxOoEpQ5svkBtxONeCRkVRcLZVwsKv7b07rLNM/Iot/j08HS1+TdYlvAQfKrblSViPInCR6hk/rARaFfWK/Crm+UWi/Az9ALmsOONYeE18ZAMr7HCWCh06e/Rtrs0cwxzwGFJ5P5Aml+BSDGAv7PnUzE4DHo/hLmV1lEkGvBacyBbb6E7Gs0H9uabMsDcDspZeyCOta3sfkgmWd3rOxdtlZsTlZTKlFExihEzAzyP0EZeMRZ4kSDom5XcWQGgAKgLrbydibjVshQqgR679KCKPphhWdXgYbv8SoP9J3UjI6qMbpTQvGN2+i3Egt/oeIPFJg/AntQ4DMXnopKItxKKa/tcJsRCDQ5HJeOkz1QgRuckH/ABFBg7YdOiC3o9x4dQfFjliHjLqQPoAqAT8xNK2wOEYD0AX0xUugcB3sq8e+XHEpDuzxZX+znmij1NxEv0jYzfuCd4gJaLzTF//HGH94u12jFa6Xm3X9Ah5QzM9ak4YqGG9OyU0A5tA+2sBOL4NtW2JR/+2Q/n4aBSLbTuC5mfsJKfxjDPdC4kUWfK78wwc410ejfywWEys3YH3m2CntgJ9YWKLI7ZF7wYP9lr9haHL7xp92M9An0ELjzlLAZ1KFjZEobzU1AZlh+FXgXzPW4UsEfJvawODFG8GfaY2SUVZo9Gc0UgLGF4Nzfq3b7ZojWHgPV+zBW5gRPg4p5+OJyPYh+olfE5WAXNuUFv/DuFr/+leUlItpFsfnOHMpsU+9uCz9y9VxG4WiFYch1YL+9AXWzpS1nGujC0D0deoPo48GMJgdKdBC56vfEawdqiSC+RBSOQMptZ7KidS/Jwb9yfy6MNeBSEauIYhj/3Gnv+AL3lJFQlm9RjQ3Diu2/zhPN1LuGyxC1wK1ZNUxTjK/fH9M9u+GyY0/hK4MoEOXJbPgWiKoQwvVTePPsz05RWqFhFVU1BFHxqAbN1Y3d2S5E7jM9cvNlinCwYNb6Yag9dHh/dVWVP5x5reZ9pWOzq0NE1GcauAUZy67YPpZLV6jGQJANLeFWc8hjiLORwxpWui4T0e65yoO/K/iSBq2hNQozpIvO5HNOH7sv2YSWC8TgdRf0HHzYJMKa9m8oPWjjxTqrwPsiAesjy63J6fHj+4ePLhzEQ6pSNzgdTScmj8T1pTlEMnqlamKHQDVs39FGGjWqFrYfsvMKX4H4Cw6LnK7OtSny4KTIkMbZiOXWuhtAipbJFmrKytBkWTVA2j9TIK8T/3FzvR82lqR/u0gJLhBFQpTf3FP7PiywH9EgeGidWZsgfjPT8FRmPq5ioc9K190dWRR/4P9ru5zIP2D5f51z9R2IaGrMZmfBeijAQzyACL91NeFXit3ADbPJcLNMwldBdjORRw/CPYDd2YMLP7z8hBJAJt3n5iIDHZ/0+QmveCzuBTD+YIFBSyFOMz94ovtNgIFTgUuxx+j/inQ77kn6Y9NjNZEdsz1mRMgY5gbzJ6OAVLDKt7rbz3zPrqVOB+sB8f1CVImE1JnYhIpib4kSreL7ncgEtZ0PQ9dLgIrdtGvm3efjkOg1qkxmF1/Y4uqOPBfoIrrsm674PFkt1ZZZjZtJQ6pQwoY2+LTTZ2+SDqGaosGAPrKc+heEKwyzsFq7D4eXTWAdrWgTWA9H9xA39Sg9QZfDnUFeLnZ+tRftHRn/qHbPQoTfNpjDYCvQ182Rv21bQe9vnTW+dXaeT+5A65V8LnMCYzzZw4VmwkYBaR5QMF6yQ0A7eBOn9Dqot8DJavTttYA5mAgYghJv5EVaNU09VdgzKrLWrT4RCKwHUOARTEGTex0vf6wI3wpRX7YRuSPlg6oW5HfvJoIW7q/2qbMJ2d6sMSEtzOvOTLyR6PYCoR/lnlKq0BbfoojQXHwBYkIWccz0kuM1MWgBM1mPZNiYILYYOf36kip+UxxPuQbyK3sVoDF5AFordafuzQRtyenXOmJa1XGBH+fBLN7YH10iK0chfmebD7TFlThpzOHwUGr9AJ5qonZSY0knQdZHx2uPn4Wb9Jcn2U1fwZPKSNeJrkcqRB0I7v+3efv+03XGovloat7d86v1s6rwCk6oRsgRtOzusCPx2IYgAZqr5iRKza2J6diNhDN4v86Vg48kh2/SF51Ni95CILFGHibJjdVyU/RJ7JAKp2pzdC98Cfubo8Dw0vF7iJWMl3TLP5TbPofJBZl5gskl6gBjHEId6v/M3j3rJGM5EOx6WGmAqQDv7tuwpXygHQWioxcEk6kBdAepz1ARaRc33Tztk0EI0tx3ToKjKZlRvDiwngtbN+bd59EiX/xz79RrGuj2RFJmNT4pkQEMVms6XflEfIGhvowS9uenJ68eEVaZ4pHhHHt/k1I/ko3/SdOP4qcKaah2hZkWofSr1bgbg3g9U10acRmC3Jc7dYus5qOR62qaqK61P3VNuWJ+CzmAaIIhBD8BVeYBOzm1T+1LQdt1gKqhaYuJvPiWgNA5DbAoiQyZh5kPWcBH18ay9f8Z9hFiJq1g8JuwiF3GRkMirycbqSN/uIUanjw/s+3//Gf/51uuUqP/hQaxmwxxooSI0nEqPif/pUjQZ2LNy2f1QFCJkg07IjDCprxEum/OLs8v1o73Kib/Wcw9j8W+tkae1FA1dlARQ0gcSr7j8Dm7xgnEKeTvK8ZpOAuT4/XjrncGRL2ShxvBUKiH4D605+rj58rxvxx7QdOt8YpzjnriQ81efVZnl2JsaHCfDR4vBbzsQJE4jJxSAObsLIcwnPo1OiA6P791RYleud4rPEpPMCCB/Qv+8zwxXlHD2iErlFAY5AVtW12OxHTXbMB8acwi4nQSSZtpAroaEuBCXOAdbIuWrFEpJMPEhfWR4d8NX5pKMI4dRZnjkSyzqXfxpdcTo9qzaUL/iOQXZS2O1AAlg98Zm/+yhqAP6PQsMPGH50DbBp8mnqDs6p+dm7z0NUJXFchdeRZnEaC9GuiL5oAi2tiAWfzdlrITcwRC5ZMN5JPCMqOe+6vtj/8/CP3sWHNL6VPMo/NV6HYl8B7ikV7/8SUIppjkBgk6uRbaYu/f0enJFx1bN59yu11lQWxGHOzq3ih0SDPr9Y82hQaTZYfPt3J+cI/0Rs8Ifo3+WnrBBZoVw3UHLkm/brzCf5pchH9ZnxxyafgaKAPanbmuijM67OQfvDgFpP493++peoO5AqmB2frVooAyMUwTM85OZN5FVE5VT+K1Ic/qkZ0H+cnllQbOW8Tybp/WF3SIPrfVbwyo0D/E/E/9A/3pNyRPpZuRKOJu5D6/YPFif5ICg7ubPpnfK0GSjEtZmRLMaqXOUQegJmTgxYYk7amEFyO/Rf7/RdVZtB/udk+Pyo4b+8KT4/XP/z84+rj56twi3fufv8UrDc2iOe//MTzeC+zfx/0EyWsF9eA1BG9GhhCU3CXQVSvFZoI56FaNwdvjWJ7IPsAzq/WB+6ROEW55AP9V0v3ejy4xx9tC9tmcR+6kdgzAdWl/tXhJIKxnM5lzjDkMZb2NWj71v1hmLKXvSgRiImDZ4y3Ar3/8+2v/3X6H//532KQMWY2iJj0JP5ReANHlLaeS+OpvyDxuo5CrINYo5ZbokIc3msQ6ezKTKCpi5T0QBMiXA1NVc5F2OxDQCt/rr+3nRXI74+deGR1dO0JPHLBiCku1n866Uf4bAAN5SkjTK8OTQuPrCXVgzHqFtxP7MzHVataU38S/6vI/rEJiUFBMStQ6wjL3NAgfzxISZtm51RBrovi6t6dWH5vLkGvK93n3r2/IeiaASwlFmgQjlM3drx/gOgn44jn/JP5JtONQkfPngzS3GIOTY+T9bkFf9JRzNyumi0/I+eS/3RMv1oTMmQD4qf0GhImo4olB/gjMalDIh9imbpD+U8f6Z3mwn4MqANBtc0ItDJzfy2YLd151XSo+RPDNQPAT8LOgLIrOid2awlZTN30pbjIAe1M4Su5gW56CrYI0KZulyF/2ZNtR+zkCkIigSWxL+YgBqOAxpTRj8GZn2ZcEPcV0MfHviDRffa9//pfpyJfLEuz+fL6w0zKmtZFeuYXOntpW1AJ0wSELoHEMKEC4FOYZv1GTb6ysJcHwNSzkTOgrgkoRMJ4EkcuagHps+glJF6NOgmH/VoRzsG0QZPv9uOHvOe339+kZM/mfp2nx2tsdJwLzk/B6uQa7/98W2XaNCoDNwg9P0XzSOwo6ScPOyTMfzrRKaxds/im4j9dPMucgnk2WuqPTV0hy1Pqb0iI6x8c23hbkKBX5vea3LG/lwnMrlQdVFOgEGhZpqm0MmZCY+SJft5EeZw+sKgPYd4L1YisZZzbvGG8LwcfgRtSm7JMLeofkofdujs8U3kMCc2tIK0puNC2/RP5AR0rUFZ5nGnhE2VaFyL6MwU6t0tbgb7BGP8UGJnA+s8yhUBM/eKu2Q5iBplECsKnI9F3Ikr9hpFiwsW8BeJlZgkaua4azGLLLffGSBlhYqv3umjqA9ANI4XBB7WBxGvygDH5ZvAUPgsHIzjB4BgKyulotM4TWh8dJhr9GebkvL/aanKPfWCKR1iMeVL/kJIJnEX9cYoI6axKYLVzBb8MnInBSFB6cLNH/BiYbgBkGIl+YFGBzr8dtzMrGCcuM67zg3sqxk6kzLd24f9iI+xXimbTP+90xBqdrkwqCysu+GfKE13duxOjI4miFdPWDtw6S9TwS0A7MCs5UwG4WJHnPhm/kyscidhjAGYOTnHAewut05nowpMxCEH6BympL/4H5f908g/EnpMXr/TC9jkTGUwTl8pgaQrz+iL+9eLsUkjEzAne//m2f99jIpq54TQ+RHsAfYDgEIOxQEzZtctaU/wYD6D9eAsh/gsXRQx+g88+cAQFMeE5+SuksQT2Bgu6j15iXReoWwhQh7uU4W+a8NXyAIvP1jpcgYedIhRzTRvciU+t46AGqb9vSdM/iYaUiBQ/MNVGPw7h5cZb1U7cqv/GRPxrYPnx7BLjgv7x699riZN8x3QdrmJOgA+U9NH9y1Xh/EHydvpojx/dpRd+de86v9oZG4/HueD91XYTQigV6XLJgp/Wbl5NF34gi5BJOoRFgTN+6U8dGBqUq6CbkD55qI+DvyEJEIn4BaEm+Of51bqK5TERxZpKLApoEA71d6ClsO3J6ZcHt46ePXmerDivjw5D2FPXnAHQ8MwPqkmt5km6gBKGflan/ikQRpUqAxBAx28AcqP7zaZ7trKKAl3du3OQIDxWqUiaiHaVAmKSkGNFEGyYtlm6T6lA165araj+3+guVfA1ESwoETjkhAC1C/9PBA8gZY6yfWa8Uqypv/DvxWRwnvQvN1tzLjqvdHtyuhMP73CNTw1qYGlGx4qLc4k3rusQs1/h5E7v9jUI1IfmkJOoPcC4x5zS4+c58zO6VArt0M5qAZonZtWsXIz8LikhG0jxOaDTvyxXfxPZv4kCfgs9YPI+POlYPVXRCL4lJBEYy9X5dWQN2OkK6U93rvqgD0uJ1dHxRTrCLyX81F/8MdVEU/+ws59SsL/JkOgwNP4MDi8d+LCDX5CdqC3SwQhmmaAQsbcURATp2yWeqx0A/vFkRRmpJxXH/+RK2UiOs9LBBiv+1xphAfiTieiJOeBvMVLF6l4Z2+9s/wn7TuCC+Zql3vpVH/xT1keHaBsl9+nLzXZ9JDtEOni52T4NpxfhMATPs+dL/TyeAIU8QwhfXn+I1c3m9TlJ3CdD0/3qngBNWM1yQGaViFyJh+X9L5FbI0RRAf92LFDTRsVEjUQ9OzenffDVEa3Xbx7Lf4apG/yKsU1Y6WEQX/sBmNQhN/PIRFYzryyMWfMk+HPIcAEpTwx9EaFBWYNMrAyaHvjE6g5uCy34/Z9vzdPR91vR+ENIfzMikjK08QRgXI05gc0O7Ok94sWNGpEGFsKmjf8RT+ek2gyCqLx480z0cWPQttPHCTw3kV/ga1N4M/8rVJIaGlmBdEXoRLBgcnXvDqVHmdFQek8u9dcQJ4rw/6wrp9e8E0CJnmV/WqUnL16ZX1xE/hTcdBCJz9KnmCUG/mPHXacQdG73GGYhQkJsJC1N61mhVkK4R6wvNBhgDKh5Kd7WNZ/T7T+NtITB/u+zgpcIVqtEaJ/eGgVDJWkityFiKJKnfvv9DVvkY6ebwoJYJynBqSa0MqElIG38IdxfbVvEfQqkmAtQ2O/TQFFDRAQJI8zcHID3V9vq4n/iBODDxMSOyWpMJZgZDJqRnSrQU1mBnITtGaJJT+AWxSwrgu0ePvXHiFiknsXF7kWqmpD0f/v9jeN6RejyTYOgWnWkYQRVKouJOw1AX5NlsZh+MBI+XxTgzC+hCnQucx/rFROSRXiTVdTt/B52r2VC8d8hxDzTiNCn8E5H2E9v6dUUsa8/T2bQoyl85zDQFMsVCgjcIDd2WSbBVBOibskz7SGg2E19JKOgoy9BNx4S9ZxjJJi4xZfXH9pl/CYKDQ6V76kQ6BCg2K8xaPtP2TA6LK4WJYBw0mbJiyjji3BPTAIQZ3UOSGHgx52nLagHA+ijFKN87QQCUSQ7yf4pUQpjzD4OzFsLUs4CuzmeRLD6MiiAxIQmyvyikg9Zt26NqUxA6WiULoCXSmkENl5kSQknM5G4akxzP+W6x04Rgr8OA0VM1TVhnlI/ogkDoK/OmUot6oCWgfOYEuflyJpIzjoxk3IxVDRAQYgyk5qI4GKVGUM5+deY+M9vrGK1ZxN498Hn5QyAOcARw2O+Yp8eVREVz6/WtYpx6TTy4pkQCy8elNDpTWKxB6z9MGjxnzYqdM6oxgBiOh0XTRx/C5+LDEolNKqLs8sUSZbI8UhnRlnp5th46L8p8W1h/23EuB0af/zQz0am/zGYlfg/KN9kRUJj3lDBfUUBtbl9OAGnpiG+MZ0VjLGeF2eXogT0VDYfgXmafRANNYC929TQAPxVhD5bp8RNiqSJdv+R8Ms5iD2OhZ2D90MIq4+fHY+Fn7rBiwSnZoz6s/Gnf7HP4FKudgnAjTDYQtJEAfkQUn8tu2V/LiIexGnyfvDgFhmLUMw/v1rPoSDzN2QCMokO66G1bHDpbYE1siaECLFvQQFfbrbbk1MRnenciI90CF8B34pVHl0fHZITonrO1yD8mqBcCBorLc8Tup5EReofWwsk/NZN/a0LnKWmqO6TbzT70Lb5Vicx+4hhf0MaQMwE5HtycpF4KTHv0fE7eO7TXStgjk0cI0YNrsDffn8jKJ3PbC7OLh3xP1jVjXQhh/TIn0Y5XymIPWYsDHSGEPkBic6wweyh2K+i/srk1f9TEHNUmPWc6e2h2SeoXLBc1FUUZuLsTEePKKD+0B19Heov4vrN4m4jxxADXXl9dJjOA5ySiiK/V3ACLvQ2aPqns3zTf5UaIT7860+eDpYFp3WM7rAWO4COiR05f+ovSK2vrQrNgM7lt4eCP0Z/pvSOF/jG/cNNTEA8+Vj8r8UYE68jouNjxY19JNbhiWF9dEhXGKSVv/3+ZrAKP15W78Trc2kHyvwiMw4WcmA4gT25RSlSUJdhzF/8R5glJUR5CU3oeRuPCcADyMRK/5hi0p/ro8O6CSv4+dI/pa+tBtdb6yx2ovW6tUuMmvdpAxmmizctRsNMYMzu6/9e2B4yMimc6XgumII7XbcQ4i4vN1vKO8stDUQPi3Li0bMnmvqTbcf0ljcy/qTQI12QyjyM68Etiw040MxA7MFjaHvz7lOsbkeoqgHU0okJPLDBEcYs+xgMyjvDzGR5Lqw79UAG0MQHMDlE/HvxYhgjAgu6T3aeGBugG2lOYx4vDkPjD2/4RmSn5WRi3Oe0n5vdAIuw/zgwGdigmkvUn7Zpbgvxv7haiYmUOokFiAWA+mEj2s4zn7r/CGoDOX8n8N9aXLSgDnhFIM0NmbYUvAgR5eJnYRUkbN68hP6osVrqv/3+5vkvPz3/5SfkOnQ6joG2iQeQA/laywmpg3Qcv9zucZK4T3rY/veNIaZepHMd3QWegpdEJwN9TeYBKSrOTGLeY9ienF6Ea7Uyq/EnQVhvMN23QLmfsEjcPLEwJ3BMLtAk1afaZh382JXLqCEPgAR/JuLa5cuI6QFiDGwXolQ1tvKnjMrJ+eJLJRp/WisBg/2INHFsESCkqy3RXfBeuCF+TR9b7Hj/PZvcqF3BvlrXd/K/BMyJLQoB+ZPf5B8dMH/7T2jkBCZKVysTHRGLpNbl0pySD4MSfd3m15jDRbH/jl+BKbsoQRqUVE6PdvDg1pfXH9Aqalr8GTHHL7+xCVt90RNhQl/uFUSjmCpAw53JDMRGGZA3COaR+x6mKv5cC4IxmDU+TR9ADN2Ivhj5/O0/oZEPoFEmcMqlvppEIqZ/pnSOMlh9xpvGKF8PMLkU1iKlDeEQu7/a+gGFzn1pvk5V8a2KgInkuIV/uEPwqz/s9dHh8aO7PDcEn6tu/SekPHL6axkUv2I5wPgnL142ECWWSGmEGQbdJqKaD0BrAIhuFaETc776mwLFeLjyc7AaDKQ4HmINlVYfP4eI6EFJZGbkDxl/Zljzx4cwoONGRQbQJ9woprUQWd8dsA30ra2D76+2m9qjStSGnWPQAcY4eHArfIyecn+1vQq25ccM/Zzcsq9X6yLE/1CFAWiCQvQLSVKfYnCDxT45KQyH2pPk0btiW8fTcEpZV8+PYGdaJSKMtRWgCAS90+x8ydR/qpo/GrlStvCs1rIC4RV4e5ATDN43pX89r5fVx88xci/QSPxPRHr7WCHclJUKRsFf1AcNkCqce9laoApai+AB9aOApor/YerPH97pCoCoZfEXATwhhKNnTzjgUkSFcondp+E07JJvQwj0J65kDvjhW+iOMQJaCSA/gT6SX1qYouZPDIkfbhII2s0qSApZxyuYIhGSjFwXYk/qr5eM/8k4EGgwXI27AR9Yvwpab+Z/TWgI4m+6FOofavkAfAdALThqBFJ/4UvEYwLMj5FFfoISVFOuxl5ECuDhitM0GDbxD75PJ4qJzN+i1r9pE6OXxr3gBwffE2NoWdNKQeKy2KPYB9WypX+3/vVfAtT8ESU6CE7Bn8SdjTBeYHLif2hKDx7A1B+LQGA62CTiP6syS6H+oQoD0LOhKQ9gNsCTnnUOInNMZLVIgr3A/BuVSaCJZ+ladXqnOJgjgjA06OLsUjBFk+rFqD/HC83H+EMQ9oSstpcC1b3BDrlPuVd6cpCpAYiCP4wJjT+JiAnmwv7jE26n6SO3BzD9AZ3VgkUEgBLqaACDhK9uFBBTPSx2xtTfPCvLMJXYCkYc83KzTb+LILj+iX55ZH9gJy9e6TZMx4/uUvxocDMDFgSnQXzdbGGdw4V3id2LLd262o/YwLPEqjGpf8XOX90gBoxCDNayNhEL6uc3Y3KI1goBLbHFFQIKVRhAZ3MtvWU9RTT1F3/GooOKi32OVHREnR+n4hBlDwxekOgRGnaC1YTv4MEtNFa27vWYjrrDYLdwXYsQXdYU9h1Og8XgQpBloumfrgEnYFL/0Ev8H+w1FFxSECPBSDQTCahoDkP/pVchOkR2E/yFAPdtmYA0dCJYRd5IL1d8WnMNiJoQiUjkZ4PXFC3dncwvZgNUCsJczOlmEKT+IqxTp1/Oh/pXhzbW17oy2v1jeb8ONA/g/aLcW60BV0HKDEyfS6jHY7U72sgi3JQK4zeFR1TnCstNAgjdfAAV5zRXWeKIz9gHEBWhE8V/v4KQCV0pN1crEhYh4gT4JwpfYgbTQjIJEMZ9sp+c3h71Rp4b9Wfrv36BxUNtVDAu3f0bA1b61D8lXmQ+1v/E2C3q4Ih7dO9fH8LNy3Z/3TbS5ATVzUET1j0bj04moNxuqD5IRx5MCxAVobUxxDk9K/lFNxymPazIY9oXAvegHoAH0J/k7aDrEPMzg525mhvenY3+YfcJ6KeZEI50zMcVzMDiE43uEmuFzQli7ZAlx2QdbD4RN3iJncXCPu9Ba4/+SWx8h0bDYnDM58tyPWJANVnU3Edws62sz8+T2J/NukoPi644EsxI0DfS/GAwFIeuQyGbrAMhsBQE3Z1YEa83SlEZUyK7KUShC4GR3qbW2bzMDOpyAkdRCAvh4lrYEl4Q8Wus1I8I/cSdIU7oO4eELsgBEMYzgJQ1WdeaybTMX2N+S4CY+M8MI3ddJR7PRB9rheIByAPMOuyacF+cXbLiLDRoTBdYffxMU3P18fN87AYCPgMuGzPnarVrHmDmCRe4BwRiGnOLov8mal1/pLQh5PoDaAfP0EkA3ej+PGWpRLTSANrVg+Pr4Ho26YVfF2jk+vGldfQA092Fp9c5V9iR9J7ffn9zcXYZE+RZACFjK/mEVx8/U/LRl9cfNu8+zZP6hwSKM0MrECIWDKrLRA9WkCa9OcYDaPb2bMuMSezmwWWfxq8Tw4QeHbwc8s97gqoLzTkBobEJaNHUP/TsB1ClOXAtLjLms3GvGPOnYDV3zLq72YGA92DeAx6AKRECl3/8xWtsho5fE40G2a2FJDetNNWOWGQqH8xWUz3hu9X8iXGX3P0aIj6QnxEr/NAeXeNT7NHsQRzQ2gFQEDMyK/RjAGTKHOkHrhhOGltCKZpjbK6bQhnzA03EQ8QYJVgIFY2gSRabahQNxdMdneRX9+6QWnD5x1+LoP6E6uLtVP0jxX2xfydrDMgqfNm/G0RiYyPljGcpcgVt3onlf6Gk72DaYtFzxigG0L9iVy0NwPcxDvLzlLmO1XUSX5SpQCDMMNbYaM+v1kRKmPr/+l9LklOq86r0em3VgQrB/dWWN4LFlpxJTlSyGxdvJNhiGCjzOdyZ3uErpFWC0+FDtUCviDjl3FI3UrCwlpAxZC2JQSOmfzX/V66uLHbShrmiKGKVy8PRYb/9/sYk9+LuDrcQcZ/Lov4xpJcdni1ioj3vp7jPGDXBWbHQ94BPihoAB/kIDUCI/+KAmHKg0cItLEpbV79+a5QzgALxf/wLil0hNhjzk/sjb1Qnjig1rVjBIYQVyKwJqg8TIB8APy8XmKS4zxtQ7YcwpjDctMBUGKSA5oZD/Rf6+D6yyhmZleDMPZpbNMJ3H4CESa2qqEhV2GyMiI9fYNuTU1HIhSeHH/yTexfewFeNrIWHsRTHbxYKngibxnTzBgfI5HJkf1oaPvWfT9G3XBko5WOxCci31+ssX5EDHCsF2sgHkNK8b85oVQuoEUv0k2IEnDGIGZk1oQcNRGIKopmeOrqcvHgVUwJEPrAIB9LVjZzBLNHxm4Xc5+rvA4gl8YqfdDEcjc7W/+BGOtSNBCXw2xgU2GP1PnXMaEoy8DfuHG7CALYnp41WWrr4L4qgxX4K+eJMwfGaI8YasPDFmfTrVvLCWc3/1crHjTH9x1DAA2ij7vwco5Wa5TDNC/a3M+RWURxcGmaWrN8F3kTMD6xVgcH2kGMMREsX/0MxAxj80jF1tbOj3A+dRGQF6qTfOkBRisErmOPUNE4QL1F8gnnAl9cf5tPlsR1yvQLVjT9s3hFUO50r8Lm+KtBfk8tlOYMjjHVKibl/YzAPc/IDGkEnASyrDkQoZgCDX9pp6tYH6TGdeErdNWZG8jgiw3WD+F9+GhNfm1gU94Yh/cOhJ6AKBLHmvo8Fl3JqP8zHzZgi6edCi/Dmr3yMTgOOlYHTdqEWWK4e0MoJHNMAZhgplStCph/MncVE75dBlM0n0Sh4Vl0eO8AMndKo2x9G0Prq03ue66Xi1ZhQOAQ6Vutf1IcQtF6nEIcGGWFLtwK1MgE1QqIFCYfnOwAQ66PDWs/15fUHfSNiA4l0WYQM6dwCnMcoHn5Tgr9Alh5AGz3DgXKBYfKTePJjdstYzyLezlpHVLHKPwZN+bHgTr8NJJ6bPrYbj4UlgiUKRCjUJ+rOfmf2XPAkM+9exgPCbpCbd59ormMsEI2cMshET8GpuPVUSFHpuPLaGG9wa/GcqP8c7D8j4yY0xKsbdNLqzK/0bAA8qy7QxbjQaKJ+1UBbwFm9FesJF1/BeQnpPICqAGF3F0z4Mg2y//Gf/83u3+qOjaUg5anHi/9Ngxqu7t2ZT+w/QctJiS00HPAzmjRUk3vTpj8Y7N9I8EcDw+I8wKGdE7hFGKhebM4CFmGg3ex0uB78+6bb6JHiB1CHuQ4J3dQ0R36b1J+QqAoUX1+0eq8CLOEnuh71B96a55g4JrGACkGTSIwWcRy2vocg9Ar70ViiD4Ckyeu+isVX6Z+UP6azWEqKL3bQHY+UaTHeT4tZZoubiDNBlVYB1VWBpVQWy1oyOgx0UMVxotp0jH9/O8yCFh1RfKb+160Vx1wx9u2nqrkYQ88KKvpGsQoQxZUhOMiBZH/0dtTlYTcDiZJKn44xDszS/5OMxMTgO6w18RJ7e4lUr8GErxZoV/KgLtApSHT//Z9vacKPYgCxOdFu4ha43VJYNLVanMRawv3CCmYS8YCwHwHZoVHUQjH4fddHh+dX6827TzSBs6ZxI4fwTOjLYOx/ypTLNZEnlvacyvhDmLMGgCI/t1Inuk9S0cvNtmsUULuoidjaJhadQtnrUn8RtWkuD7L/0H2f//ITDyDdLkR94fnilHZAvofvPECAuaPzoUmFoo3Nu0/031i/ZQ1eY1kDi7VHn5X4L1A2u9D+M9LANZOQG2bPMxkPI0b3f/2vU7EE/tbi9tuT0zC1FYjoIG/TM5shMddHbr6S4+pIuSwuqt9+f4Pjj4G+8fro8PnRyAF+W/DbAQlsT043/Ed8VqdTNPNIsfP8ak3eUbp1f920bmUUPAzrnhbDl/c7mIPI9zu3ECDhYiG6T9uxKdQvE7hnTiNRT8z6444r5vGtFe2UDgQ8NuwcQNA6AbV6N7Na6DrflYAs+MGyOG1wYp9frU053dEDfOofu+DckBX5E8Pq42ecvaR+VVmJvC7aCeZkWpiJgY4grPwXZ5do6omdNZYBxC5tvprxgQ14hZjLjqj/0bMnRCJpJ/ED8/jq4Ux+/R9tTs16h4Tbjx/qeqJHz54cPXvCj9naOjkfBlNcnYZOpHMTi/Rh2GLdglfptqbJMfi2xZSmP1lG9mXBupxg/EVi6Blc7oAN/cLaw32lfDQxAZmoS/1jeP7LTyQdhxC+vP4gplEfjv1ys10r6sxd3XXkgFN4nWw7ZryQ7n3BbQboDXx5/YHaD5Q/iYv5ZBiQ3zsmxSfyBvouWN9RL+/NO1nn/P5qm6Xaxg42SdWEUUlmKAHvwfeca95kMJ+LhdLPOcSexkb/ndABgFJ/2E2YrIXZkAHo/htNrUBs9mHqj8WQnx954kDrdFki1uujw99+f0POBsTLzTZs3gxGhRIpJw538uIVTjv66enx+h+7NXP0ONx+/DCcvRrJA5abSDxI9+lF3V9tmRIxuYnRnfXR4flVk0q3mohchVvrKzv3qjNoDuD7xFkxcoZM/nQF0GPu7wAQHvUC0k/opwGMh5MIxmYf+vPkxSvTbv4fv8+Xlgnx0wFxstuPHx6ED7RNi/D682/ePD1en+wsQicvXpHysVA6ngh28qccvJNLrl/IIEFnl2wMq4+fUbgRf6ZD0JGjxyGE8OXBrfXRZZiuIbAIL9YUf7wxMDbnMckRFehpNYNpw/+Fp/fi7HJ7Ukj9QxUnMAbYOX24mgKp/5fXH3QnxaNnT3yDYEWLtpblsXRP7KyXmy1lA/A7pOvwc9G5/GhfXn9gemFWPKWJcvDg1tGzJ9RmYNRTzR7tfBKoJWhwQQj+kySVsqhQjduPHxIv/+HnH6k21MgLjoS2DqWQnpF2EmyCLf47FSbnQwHqwRRLBnWigMzbd/s8SP0v//iLLD/YVuXlZnvy4pU/nnayFd53kBDzAXwY0XEt/Ql+JtrI/Pb7G1YUwo6LTE472oF1ICcjZH10ePzo7vGjuwVe1pgGIAR/scEHMCfwywfFGmYRmBMQG5iJE96MqzaPxKdjylUMZAn4b8w1syDab/SBeIfjL9gwEUwXhKhb3oSW9A8//4jUn1vgaie4T+LbLacChREpNX1mU9bgQCBRFY4g6kLTTM3iAb55dyYEiIAGCv3r+ujw/mrLRPw6xD6h9kNK8hdvmx19kdYLXcGEzwMIqBD0/AqJQpIXdAjPjlO6WJTWK2sSZtAfRBZGiv+hKQOongqgVw67fEMI//j177EG6NUlX/+Cuq6DmN+x0/ViJt5GbWT8m5qBKxQQ/eX1B2IVdfWAGToVnGQuvZMEFCf4MldRIFo/pmRhFkgh6GAXqs5j+P1oKwpJdRVNKy3YgBh2Nw+wEA4KqL/+lPUZANYmExLWSJOo4B8Y8POPX/8+hh4VnOuvCizSSRB/mitWDEPUk9ienNJZxGCEZYnviAMTncK+vP5A15yV8N4B3Egn7Mg6if/Hj+7eX22p3oM28qDSkI6R1D+Xmgi70JhbMzCvopuZ26T7I5kBuwpwvdRiCXydFKVtPDDic7zpn9G2FpD+eMVKAGaQUyNWpv7v/3xrdqggPP/lp6NnT/rrg+LbUAwoDkMvVxw5xXpiOBNXDQo7l7u4GrmROSg+7N4/ls0iHlBlVS+Ii9CLonbwgqafX63JQCQKwBXUg8tFXUWhrnsAxTjawGvm0p310WGxmFxx5WKtJ2Epwrv4IUn8326sUTT4Y+R+BbaR7lXmKM6iTIGpBJRdCg2stx8/ROovjhTM4ODBLbNDbwfoYCSi0byHliv/03qluAKnAgTXQP9ys2VnskgXIA85UYrB8c/QyOPAHy1a/LkZJFV8o1lKjEH4CVqE/DNapMWge6D4IiRD0PvEtqMhZ0qkUBUuW2L+hGkZfGRdsouB1yY/EKp2Cp+oCxHvTyH/YwKCMYHj6fF6hX/U4gTO4CpO+ss//tLUn8C8TojADgqEmpTXhRQ8ce5SCSNR6YHvJXgAzkKzOR9VDMVLsT9gkEYMmrmGHqUr0mcvxQLR9uSRfC1AdqEWwULC045/ivBQZ3pk6VVMozuX3xFWo0lcyjrbi8v7ZF0HabtI61ux14VedC02UJ06sNQfQvjy+sPlH3/FjhTmy/EBZxpl5fvDjnCTU5f/6cO0+I/xo7TfdJfR5+OdZlXq335/QzxgZATb3ExAWVOOtYHtySnxA9qD9Z/7o647kbSBshQQlvdTgqcTa8Ox9l+gV2kNoArnXkqk0JhcXzQVEPPYMwHFzikapw20AhWYgJD0hwRPMs0MKpkQ8vMn00vHJB4sSLwWygQzuDi71JnMXOwhKMEfh4QrhI8hFogXJB5w+/HDG5YZkPihN+8+8Vti0k8b5A9oOMQduhXHLXYR1yICdB0SZumpR7JY0yLUWZOjmbY9Oe0Q8bX6+JneWLFUjSqa+Kx7DABfaFPfQDqQ9OMcioFrrpHwW2As49c0uGDMOWeeJai5Fspir5qGQeOhZ2EBP0V4YTuSNuD+9vubf/z6d+fWNxJM7tk7xcyAg4Jaj4FCGPT+ptGEzAZa6Pfp12xBLolqdfPKCgtMO32R7T/nVw37FRoagGYDE9IILnYq6t6Z0LFrxW+tbDI5L0qbeng1ap7BxJ0dcfSPqT/FffpV3uhICvthLoJDpYv/8POPsSv4b29uPoAU6MwvJvqYtzhV8E/rgMJGRUESrdKa7VVMo+3vy2k3/wW5K6b+vOS15YcRDQPVxuWCERBwaTXSfE3bd3GqdPrr1mkszsGaXvNqxBDPoER1PMUMy3NABiVa+Vpw256clhmCboDeECsL0TQAlMT/gjoQtcCqwOCRJsmILY30+dCUuVbPI+vPV0RflyolwR0h3ssDEK+yeM13K2t+8OBW/zgtBr0f/6Zs6xfj9C1OzAO00ZN+Es5evDL9I1uQCNKgK4jK0t8IyBZEEXW4n/e0swUV1wqtiIrmoBTQBNNsr3XDltxTCnobVJwnQvA/v1qnxPw41uOUmw4nglXhAU1hRhMXxP4LO4lDyplYi3RcR1kT8XNowBGeW9OwY+7kq3ErGBNctUoXC+JHuGHe4EGw41fvbCr0OdRfBDu0xvh0AYZfM4rfJz14Hx873zpLIRD0bZIQ4dxgf/OYDK9MykFIYdkrUMYMRnqB9Ok8Ni74vD46NBPEUkDThVZF7PPjmhG2Gof6E/H1v6jfxc20IA1+BYrk256cvv/zLfEA8ev66PDi7PLo2ZN5cvdG4FQAXbIwNCNSMfcvgaS/PoYgAqcLxA4YX/2NgX2PeSdpBi0UULPEUJVLYSJVqG3TTm/sFaPAKZQZr5zREKaKRaWR8ssRn/RnmWr52+9v0JEQlKSPP6V7Zviag9S/YMw8JN0i+PrXzVemQn1FdI+w7clpoPoQqlvZgjDIX2NAwb9bGKiJntSfcfTsyfPS6VcFTQ1BBBEjtE4o0EvHkHywgf04zeiaVfQ2+vQU8BNcX0vMnVuG1FpAJgtNHIcpZJVB8I/10SHlzeI3GMOoXu66soj94vHTqT8XeNDXRFtT4vKLHZYoQ7HDAIU+2klGpG9ECbhe1TvXFP1JNKKd7E8bfQqF5qKKHjAIjmdnEOnv4IKKxYk6agFTf+21Zim77mzhuZFuRsb9IY0gJyWCxVCmRtVyAusUMCL9XBeIHZsjw2aJDbC3Vtf1TKf+zinsxU3R9UQpCAFHhoo1lBdzxawmPTfUCkoWDgBOBehQ+SdFA0ZnYDedIMYDCvyiMcSevYMGENxc4ti0J9LfQSPkr+wIr/olY5Rn7h35lOyewCnaUyNwcyXeg4I/Gf05W6rWTV/uGu1mnYVryaT+6SP8mvy1G8Ngzgv1oA8hUE9g/Gl7cvrlwa3bjx+uzy75gtfZBqQE3NzuwaiJCqGExb0WKDN7UstPbV7AVqB1UWwLKpswPEv7A1dQitDD+YNiZ12Ddlm6L5ukEkmKUCNKykEXxwWNf18xDZpY6BwsGJxzzyGY5hctkLUxS8AvRoQEQgj7Lzdb5g18QQxgTRzYtEzC/NBYw9KEo4m2o/5hRBsMsw5w64Rhv0q5ifR1h9aeqah/SJvkeEzTQHb6xJTwFTvGf8Nj1OLCfgBlXvUqPbJNXJxdYrpsi1skgm1HL+MtammE6aZPvkgsAEmAQ/up4I/4UtuTU5pzbPRnH/WX1x8SRzUHXqvhsyW0+Zj7Z4jbjx+KTPjW0DxgkNk7Bzw9XvOMok4m5mFzyETRXmKqF+Jnro3kx1jvIYyO6SxAhYYwg+OrtcBEDHVMn/jnf/+3KrdD1P0G9JmzJKD05AACXZwLf2rOQTNP8IaLs8vbjx/OgbhXlDoRug9wH+pfxVYwuT+gHSbUBgimOLs+OqRKIXqSVLH/ZJW3aYRRDABLBjmH4ZIb89ZEDj1ubxu3gW5h8cjNwNruOj6ma3x4GGZ+cq9gWuqiW948XcG5K4GewrH7h46yf7HiK4i+/2dFtAgJi4nScxD/xcznFcEVA1tPlbq0K30J/03kssaO8z02fSzCuuM2OsSuy+kc9RtPGBF7fl3eOWSUMHy52T4/2uthRNdJZyHro8PnR/vZEmd7LuKXm+0P1Dd4uqhwHsnIK/grqnO8f0VvYTc94IeffwzhbYelNLn4H+IRQeujwxC266PDzTtjOlXxx7QQ/9PZySqlkh+yaIq7zxpNLebpryL2ZJopUS2Q/nliR2a578N+UaCU40XIFiUcMAvhtAC8Gq3GG1wZghxFnbO96rq++lSM0N6jAuAVJsywy8Ig9axr/wlpqb+NcG0C4v4GzqFI+nmD60M4J1b0oeuF9OX1h5MXr3ieDRZJro4U8u27prMc1/yNEmm0cG3xFfCLYx0h2jMHrXwQsVR42nCI1ySUiKduLWbQgQ3UdQZM2GotC5wUQv9C48qAsZ/6uOK++gCy+A9qbYNiAmoA1UWh248fTmK5FkUjfDiclUNFE783f6ZioyEOmyJ/gmInPauSpSArbQL/1C7fyeXQkcIjxQXxnx1aCNSiRJO/+TFo4QPAyj8C3QIxpBN4EU0ydUGIkRcsft3pUfOxI9kEl84DuCdw+rCpCnzYEXr8ypRAx+tc55cvC7FirhTRMcWI9jBeACKKTxy6D592Wgb5eHq8JqJPT70UDSDEeRXOoiovn9/JVIk1ewzAHIRpDdA7R6aDZ0GvoqYhQD7Sv5xvskg/JobYG3AqRYcQXm625DWZZ/BPLmKfYw7iZyyGrQBcOlQoBC0wpnc0rvc5fIJEmLyqoutI1H4obrE5HkYYaC1KqpdirBdSMeg9IjeqUiumBWL1G4RBRsv15uNwB3msEZTuzBdH/vb7G01EfH6wrHIRZip/f6RksaSDQ+D6OAPGLKumTda6gan/yG8nkr8EOpMvyQBSvMHlN6udBkwX5DTgUJSiXBbKmXsXqss/+HUFWQ+umx2H7Vz55MUrkvEdSkGGILzIfPzAzqMNvhZChzjuRNSKB+UCiN2ShM0JP09hqwxE9Jj0tWZXXPshcRW3GobepdePSTiQQKRTwzELwOymdPnHX9uT0zHUqpswawZ9DsYsYRNgZ35kPYW+zstd93ne01SubDrRZ0uVSF6pLgb18QSYSkBiKxjTcjIfCYMgssCEEMzFXGuxcLPKdJUrZyEpE1j4nXInHGrfY2a/tiBR28z10eHtxw+5J8yErS0GkRL4LwxB9Cf/42JzeMFE0Hd01LtuLQFqMd3E65itHydBFR6Adv+e8Vq53mAmqYJoUkD5HPK/BNBOi3NGlPIe37xTl36bSmqxGQDZK2ibvxP7nXJVznYNYVCyoHHO3zateYD2sAmDvibZoqML8zzfdndxdkkhpykdXGeCwTqIBdfsYA7y5cS6ZYS75QaPqROFAi9VIqk0qPrAJaBF/lrV3xAT6qw2A8Agd0dTK1Di6k59EuW4vOUckNiUJ6RlchU3fCBw/M/Bg1uJoT5zU8yrcHQt8rdWAnwZv0oIEGO2SsD91dY0284KwuCDIlSjkYuvP63FclgDILDWE1N/phW9SbYV5pF2GP/N6A1zgbbYBU16zVXhzMvyNnaDSRG46LJl1KTdJK5y5Z4e4ESqgbaguvygKbKUAN3BaYYQpn+K9by/2uJ3JKI33vLDX2oOMWmEYR8AmoA49oB/LRAYK04IXtidCxg4cnQ6I6SqFfxf8xjqUx/2BRP/FIauiZT1fnLJSgseUHDNxFPasYSU6c2UMb1PpIlJErYTjYT8IVKeblq9kxcXR/oL6j/NsLogtRw01t3UnDArbHSkYqVP5wBQLguxdOgwUNbJHPHf2R9COHr2hL5aopI0Zyvt0kFMYkxaDLbC7kyh0iMFnPJHc7M0BstlPV7kR3Dnr/mI/6G4HwCLhylkou4Di8nE1D+EcPLiVWdLlMlv6srClD3AyQrMDwouVctWYJqt5u9+nxvGJAZzLIZWyjtgfKSAoBuTSxtcAA6pf8Xrz8dJKZDNAPBJEj9bUwvs/dWWXZ19xP9BCXo8KRRXENltvtvAh9OFBm968uKVH00721h7geNHd2eSAtYCkwSDhkz5XfC2WGmZWekEjd7nDN0hGQyAJY7csgEVc+r0GySOPVUrq3ZiL+YBBHAGBLcMXOwNHDy4xT0gU9jk4DEilrTFe6jCY2albiPQ+j8mVGYS0TLFFYxT8fxqzRHbptQ4SWCoaCPI4n916s/GnzC/CRllALik0Q8c8wA7E6KiYG6uk8H8poro1imlrBN37CVQs1/appWpH4S/IFvSukVVmfgWbErsDBhzkUl4QG5S2PnVelYyflDSUiPqP3Nkm4DMF0TpRbFT8EU3KgdEt+icA9zN4axrhjjFpUOk/OfJi1cXZ5fcBezgwS3sEszXZGry/Jef/DKirWGKFDfDnsPuXyb9MzQO+ChICpvc0K/BHkRSUFpQ/zmL/8FnAJrAYSAQ7vdtL30IZQeB0ZGam6Luo/32+xtiBoG6BP/yE/0jci9W6VQ8wHmxDg9YimdCh8fMPFsqF7EPMSslgOw/c0t974mXm63HAPSrYfFQa50pK7ZiKaX+MDuNTBh05Jf/1DvNtcdlJESzT1/8n8Q4Q7No8+6TEKPwPXwLViONDi0BTAySTnb+zYruM0QKWAvMXPx/erwu0QByFaWl1wEnYNthsdENKVYgE7wCSYmJ2cq+vP4gNACTl7SGydto/Wjxf7Ca7gwXXlD1xcagfyoAwdcOdZ2uWYHdv6QELFcwHYMBDSCGXHEDGUkLW2eH6cXGn8lLjcakFRqhSQEPHty6/fghvyU0/VOGAeWIMa0nteB//o//9T//x/+a/HkJTPfLqPnkPEDTFzMJoHh1TBVm7tvcZlsFmoh+BwdAmLF3hySnEgZQnCDX4l1wPbjqVyY8PV6z1Dw5NXz+y08o+AsvbgwXZ5dCkOeLrI8OOZzj6NkT9hJ/R13EZr4g/QVy6LRRK8XtgnsCiQPHi3dwTCJXnlwEEaAO5E+P138rO79Y4hipasUW0vroMGyaUK5YfFEfz7boVvbb72+EI3p9dPj86HrbCdmk8eMBLIgxBfny+kPsocqaplUBm/7L2jrOP2qIkgDGy/5TGYJMrI8Oz68MDeDi7LK/BoAyE27fjLIxxSjXAHLvwajSE9hkIe2+pRb8R5ZorjKeMnUET9GpN9RZ0zyx58MKnYaJvkn9F+311S2Cx6yOSaj/mA4B0wJLyLQAun/nBlw1JVFAxeL/+OLgfDpv8IfsNhHnEzc2yPZY2jJDmEIIF2eXX15/4KbBR8+e6OSvaVc4i/Aoy89frk8BL4dFB4MWLIc51P5sKv4L6j83+w/CMwE5QbI68mx9dPg0yHSwFrQDS6hjfFFFK5Av4/fUHH0J9+Vm+zR4gcws45OliIpIPw17ZTP4GArqoP8+h4v0fN6UCZNlC5pPO3gTwhVs+opnzhU0NRcfcW5BgGK9mJ7qipgz9Q8+A0Cg8S4Wd6ypFbkacM/8JzRhkPKGSS3jOBL2ATggXk4Dvh7z5k3YtX6jQkMnIYQQRLPWgwe3LsIh3sLP+q5rHxO03iflMeYxZx5ARlHxX3FAynUmtP7ffvzw6fHb9C8+iRtAQ/R9nHAkPYH9aGl7gAGwEoDfzKT+VLV4cB4s4l0nzubW1L8uMb12IO8rSawQvNxsxU9kCHr/51shMZEywROD+EGVbKxEfTFLpJot6Sdouj+yMNxkLWKU8k2SNZWBE0oA8YCeyQExY8b25DTUniGztf6LbuRErj0G8HKzNQNLsAQ5f0gSJAcHMVIDMDtL0ABupE+/ll2Lr6OZNH1lM8wJdQUdfRSo62QIrB+MCSHV1D9GuxNNQDMn/QzRFbJsdWBvgFlBU/9JoKk/kQueJI1e3azsP6aANRAFVJ2q1m0HxnrJfOzyFZHoXsNnFyQY/3x6vM6qfCIeE6OP6N/25PTL6w/0CSivsrrLh7N/BTVfCnFPBIY2rD5+Lm4UPFU6WFnBqMkNQeujw0bMaYbiv4mBUhAOSNlEtplIguu+mhmmmNdFAWMTpzAPYNJfq8Lzy832/Z9v3//5lhsUF8di+bUfaGMOgmR16OhPEedW0Cms3ugyIL7goGd18pXLLcDqXnbOyV8mUhkAfjCi/qI3QDfEdIjJ/bETgok+OXV5P8V0ah5QS1THtjDctTgxPzkdJO/jWtVLS9xxKSoCWn50iHNYiM8sqGSr86v1/Mnf9uSUpYrZtmxsjZKWkKa9rFskfkwmWmhCigMz3saU37G0A5/rnKINQVXenmgTloj0ys9CCbhJLH98OaBpIew525NT+naO3jatEoDmUHrntXjAbGt/mshgAEIJaDCYbExuRmwKk8CJahAk8juWIr94HB9TMbuNLUIjwUUgeE/rkO1pweWAxvOA/ssz0Yk6nwVrTviR763da28n66QygMEw0G5YilJcEUKEJx5AO8nw8nKzZccsHYPFqwfrRkwoSvuahxajdD+AwYssC8UeYALZZicJB4plmzM6h34OAuUJfuEzEW0ZrFU3WqQlPoBpYa4NLu56MyAo/vbkVPMAPsxvzs7LEtmDvsvcgmjZ94ufNaZW3xhb0PiaEBPSr8EFOB8awojxAPFvotEN97oYjwEGYC6tkfLFGA23qYWU6qO2u346BDkmMd8cGzd0JGquzf2CPQhVYMKe7z7Idnz86O725JTpPsaDdlgb/YHpYBwPuhSQkYC+xVKc8AKxF57OA+p+stYTO6khTEw2LGYD1W04HIo+5iJ7ZRKaIZHgmsMQEhaS8usCPlbXmlhMDgYOYZsBXQyuHZz5TcMTpUBN+4/GEqmPrgCxOFPnsiqDxvxJJutNoXVzsx0lorwc9IQxoCgo6WNyZyEJ/n3MCMW5sjQ80xCEaTiaE8RK93Aqrwgb7dYFfvAz8cCWSNBzoU3/I2tC1BlWJhwr0NxsjOdXa45QMkOVJlfCUB5twVnL+wHEptfkkaAF6CP4J8K3QZlL6Lff3/zj17+fvHhFzEC38NWPhkzo5MUrpvhM/WfSFIxDCVn8559upP2HgER/jCs4TMEGYkE+XIF5VmyAlYDq0WV1Y0DbUf+QywBm6MYxkf7KZkL6Cb4rO+YJYMu+jvaJGXPEYbhuu3WBH3zzZYL/0tUFoQrgRjo/INdlrGpvO9x+/DAlFqNDRf5BmESf1AIk34lKWN0CcGOIUu65wwwAr+iH8fb5ouKTLMtRNghH+hYNgZ0r+Flg4kZEKY6ePTl69sTpCjkJciWppVN/AVEiNNciNAkP0BlhYkYh9adfO085R96nn4rjCWu5bdAinSvL5qoLwwwg/YrOi+ucFzcruT4dKSshZXbqaB8TdAxqdRdnl91eXWLvF73zBtt/BBbdKSwLPTnB+dXaFGSFJyD3nbOKNpLWFZv+y8weE5iARsrsePpS8q1T4DuiUZDnbf+TMw9wDiOr0cmLV9QYspv1P6v0v64G+h2J6J8UdvvxQ/5Ywm2TKFu0YwMk4N9fbU0SxL/SBh8z+AIr6ljFwk263CaOrNkU3ukVxXOibnwbXXYmVqCR0qj/Cc0crsSvLpQGivvE8NDffn8zQ+8Od/LC6E/nkW8qkxjjCp6wQwAK1LoFxWC/1RY6wdW9O5PXonAmcLHyrRsvpt+ikAHg3MJ3OjiO8eK/4B+bd59mUii4qfGk7OKiPoS4VLeoLYFE48/xo7vpX3a51N/pATlSVJoqkfXq3p3Nu08862KZ6s6UxhnLbGAkM2DTf/pbLXj/frJ61ipOPzhlQcWYbhID4FdPtJ5Jv+ABiT6AMTygSqmshQKFo4MHt9LTtXxpq3r15iogqT/GuggzHHYBxHwWqQBhgXOeY4FMoiN4QKJpSLuOs4Z08OBWrL8Chf3wP/0s/pXT+asvp3eY2yUdwcL+yGJK5YQGBBL9cEIs1AOsQaSZkwNQch//wqlmJ76rmYT/E7Ik+uWK/4NYHPX3EaNr6SXPtI0oix+ITFKNMnNC4jdKJE30lurygJiLMc8EhBolsr6elrUUvWw+VX3G4Lff31BmwProkOR9p5obIeWpdaW5nnX0iju/30jxPxF+6vv8kUjRmAcUyHA+J9ACE71SIve8ynIlCRH+b9p/RFSP+RI6BLbFXml5JjCpAkIh6G9Wxpd+M4gCEmjR1Je3aaIfPXsiqPngyonlkfUR/4s/0DdL/au0jO+PLL+gCbYOiX+DJ8bYAPIAzKqjsB8O/sl1FSyUJTP+VnDOhKEFJuh7+31Rlguq/s8E+vlRCOBuOXr25PmQ9YYtSBPSzW7Vlm4euFP8mNJA/YNBw59vY7+OmQzmiXpiM03gPfdX2/BRnnt/tXWMbP5LE9Z/If47hdkFJhT/Q6IGMKtS+4Msd+nioUnNdbeN7ckpl20wS3hygWhSb7nq0fbktL+5v112+w12ABBqyZhTVYgztTc2huBqHaMgmloCagNY/Y3BLgEnFisFg9TfGTlvT0K48qKACHMrfHrjRUty2Ir5QRqPqOaGB1DhIK0V9X9d6Mr2oUUNX5K68dQfgYaLAq7QWQnQ2Sf6GMEMasFkA/QPeUCMyqdQf6f4T2x9OeFPE8qs1RLB2OrXWl3Az7N594leIt70BvOD57/8RCI8/UlPjeXbWOqnI9dHh3z8VFH/WbiRRrw5oH9CwMGDWwWVDEzNoAymz4B4gJmOKvak88tYnVqGeJZEK1YfjGUAelb1X8OmY/PmsYGXVksADX4bJP6T5YfSwRbBAxDfxX8EkS1ODgjz9kCOUTgqxkFqUkBuXo5hKRhnLit1yrR1iFf0KWEJA8BXVvD6blhoc08wHdc/oVpA2i6J/2w70qrSzHHzWPhIsAmorFFJ/9iNGU629dEhS/pm14R0678o/ZYodI6f1XXTiSuYgMyaED5GRrPh6csSacfjpar0ST4AXGy0/dvvb8TLmaQjR8UP9M2K/2Os1Yz+lSFyrUDtwHQQxX8CbreLshW5nGVAeS7x+MFj6vgA6CUmpqd+F//HA3nAl9cfdB9HzsWn6UJeAb/hzLQQA/vGI38EcMmMaRnWuTzc+HvVtZCQ+B8bFfaAdEaO7l8S/wdlf7TKlo2cb1G9g2HNaqCMDiXhws2qBV0A5gEXZ5d+Gy+irdgFvvXYCjBYzIOH/a1Rfw32Yc7fE8Dxx2MuUosNOK1gClLt0ulPLJEtJTU6i9wXiHdfGUBsNLifZHxfi0wZRCNVa7bibSPoSp8IdBdTpW4OB0ovJDcSBet2VjEScwP6z8ro/iQx3FU+3xzmgIj+HCOM+4/js4rYuViBNXFgK4zRRk6b5YjPmlXtDG1my9ybDfMzY2YAJ0iTIDbzOMus5fQNqoCC+mNEUDp68gCairVMFi1Wd/rbwCM7zD2RN4Ab+n0K6266zmSbgHTOkX8VMpklOoHHa6w841Pyhm48zA7vzAOoohyHkM6w7hsj9u1ivt9v3BZUYP/BKl6dsYiFmcJKVx8/s+m/7C6D1Nm5ss6pZANvmWxnMIACl0WMi8auUMtqqZ/5ZtQBzQVWcyOXAH+Rp8drXfhh2srPJhNKpP7foNQfQ5n4H7pbgerKHOMXuPn4mBqmGSRHT2VR/5TiP7m/alDAd7EovMoyY4mGMAy9xw97GmkFcvjHjUwBSwT2/+KILJoZT4/X66NDOqAD9fdXaXp1Ck39v1mpf0zwj4AZ/94OHAxaa2HWXeCJ+hAFCGXJ/jFvlrM0yh5tTLmXVQuRuWc1iO8QoG+P/uEbYPkhfLPUPzQI9elmCGpxo7pUS4yQWCOnTTCnHGn5CZmO30SQ+F/s2xvWADTtSJcd+lhjOPe1w73mg5QYssEGMi1QJVNRP53Zse87CrKCNWlrjepWoLITnfkjupuIN9PB7h8Snmsw+KcAA3kA5pdLZ+n4viquXgzDqnXNmcApmijwcrMVBJ3+xIMnCfsZn6n4DXpximHWNUtENyUAU4InNAT5fEi/DU4N6yN55D6RL/vnRQGZ99bvK5brmyJKoP5eUZ+lQd6YDICYgzQlS2N7csrWHlxv7BuYj5IU0ztNQYlnDm181wME5pwIRmDamlXJwEdBqdFBMB1DvSox3XcMUi5uVoN3qH+qE9j5LXYDTe5zRYnqRvz5kLaR0AV8CCZjoD4B/Cdux6ICWgvXicmNWefSChRs4BtHlS7BPcOBWohoiZN5jMmoirQxftG1W7YGA0CZusVnq0v9Obt1DkqA/50Sv6JJH2OMQR/G29riTx0CUsZQhkEfl0P6nXO/U3yN4hjQaTG+LIS+YFATj4PlxbxySkEwSPY/v1rnlvmMDS9FJBq8iN5pirwiXywFRk9gujS2HjT9wINSv58E0IINTI710WHY2A0dE7U855jYxQVi9aIJjWJAy0KenRM1hB7wHWE/MXjmzIDcAC2sKONLrRFEtE+Yt4vRtP4XvIGvGoB4Wqwgpu+UYvNxXl/FctBzQ8xhm/JtBg/rVsNnJFKKWKVH8n0n/T7GLAcOeaw3HBtIMSYkrDGLmcjzCqMHmTi9iyUkR+TNGvmeCQjPjN0gVg8ulgvGQGvaGMOlOHf+9W0I3I3LnxaO8J74mHQFStnryTBiJQ81CoK4ifrPwco3Q4x3AvcJB2ratzVlRnFDYEG+mPrzAR1YVCOvcu41m5SDHsQYmWW53WB4AfhZsr45xaHpVPSfti/OLqkc0Nxi/1M+mRb2SXpIseF+s8DycFnonxIcJlq5KEKJZAiS/ekADJcoG2duLbXE64y5VAySATBfymJQ/VtOB3gXBa6Pdhi0ewT3K/p+WrLgx2i6UBG4UcwcDEfaI+cjZvD5HgOqgRFBuaJV57IQc4DgkSLSf7Du5iD0JB9TqgHBlCEW81JwWVsDSLFZm5OGC4Lq8eGe6pHLTaN0R0orunSff83iotbiDVycXWJJuIILjkci3T9+dBf/+TvDdzYAoA4BlA5WXBiujwloDm4ANvJg/6/06ZQrx4yByUg4xKOW3duIAjLhx5bcfvyQZpLTFXJ7chp2y7iKF/f+arsZf5UuyJ0x66PDp+E0Fg9Kpp7BeJ7tyelF+CoyxC7YArnPq1eg0ACwDNy3XBKOML4tDKJndWiMZOuTmCKwPTndhBDefQqRQBoNPUKSj2OZjP7VxqzBFjVvBnwAplsPqbwoKoItARyGUbElQAfUtbvRV/StQP5NfUNQAOkAS8KxF7odGslHguJr3lD3dvOHXj4jF9QkbgDChGZbJ42WHQDppVmc/YQsK0XsUmT8qZj2FGUAKWOlbACUIJA3OJyqXTnoaWFK5fzhkRYHt+wPHemQ+JRwfu4Lz7G87aJomrIWNvuYtP4b1wYYbNPILQ/X0wHQTtuoNbcT3dRVfANlR5ISUMuvMCoKiD8nb3TTAGbIA5zP9nRXDx0J93g3juYQZvlPVilaxMuiuDT+amzxHzQKhW9S9h9EmWjFJtwOMIuUjNcDJo8Fd+b/yAdMEfmLr5/KAAbD7TVvb/dJOieCpZRheHq8riWDENXmRr7OqPQB2nxEVyNbUMVSXKFB8zWi+/TPlOu/dwRLQbEreKpYoCoTaZIckSzpJ5FG86X6lLcp0QD8vmCxQKC6D3N1787caMEgw2NaLPbo62C8l3kpnCWDw0A9oJbJtZa8H3ZSP+/BP4MS85EHfDf+aBS0B0B04AHaDVAGMfObWjgFxCJyEnfGyP7pAvSYRV05EQy5gniAigrB6uPn93++bRr6KTAoO2dNPv9VpDwUOhW0EiCuP20HYAdI3GPSvWYG3+n+IIoNQaE9D9CCY9kq5iqQ/N9uViBecQ4JKnsoETKOBdnERi0UMgDHmXP78UNSAgRNrLVuu/VnyEU6D8DJMUYaisULkbOBPUV1E8GqKOyCrMfMPlr8H3nfbwEF1J9Jf/+aEIQx3V0aObd8mNVGx1/T3E/pnBpVdPompSCYBxDoU82TaqfjperAxRiksA5viBX6D2nc3gkJRfFkDsnACE3Zv/t4a2FMNYgJ3QC5Cj3ZfDA3aialoqqUReEnWh8dnrx4ZWYAVKmuWsIAcsUEGnct8e3q3h0Oo5xVLSCfXjsGsRj5zrrvYNXAKu+q+gvHEE+i+DG6/50fZKGADfTsECn2kIk1xbRCYAcpEv3JA4EYiYuXD5uQlPUrBocLeGQYz/3VdpIOMH440OCUTT8YkZJbOOgBE73DClB3jrL71wz3ZGbg5H99h4MZBkkL+HMpZbJxODybgGaiAXSLaBov/j89XmczAM29nSPxSRrVAurMOStOskGBJYWy85FhX5NAYSpAv3gqIzEfzUnH/HyX9EeiuE18N/vP7ccPWxDraTWAlJKUg3nF6XJtrfiXVhpAz7SAaYG5u1nAvDDfRu/8yrMHqz6ETHXER6PqDmIPcwL873cUYKHdInMdALQhPMAxiTMLxXMPTTrBIvf6GRNXlljaVWR/uvXy+gFMi1hIpf9JhAMnvcBISoSDEPYdpLOczhA1PskKlLsOv3HVYVlryswGGBk4H/ZjQ7NkspFiR0ERaZSrfCd2ddEZ3/w0DGBMugq3bmitUiQy5xRBQ2h2ZlaBfx0n2WTw7oJp8XvrbAsSJZ0R2uhfsBS/caWBFxRxguIl1qcsRMzhnKtuCiJQlhAgqH+uJFGlLlBPuz/+mVoOmu79/Cj14ME5VEVgmUMHmJEgxzLHNeknqmItFSrk0/A1ci5WJrqR2Uc4fkVa7/eyz+MhOEEuuhYF2nwVTdLnm6kW03y+v9qGtHohVaZWysKpEqzp3C4L+iXnaQDbk1On4r8PfOPjW0KSqthUgE3U42JpGlk38sMYxus6IomBE4nJyaxfY7sXi5J+bJsQYxXfoSEWVLEfmEBKQAdOgOlU2vgTW4Cx5cAdQ1vLDYl2ntYEqgramoBin2pkFJBTTrkP2HiyPjr88vpDQa2F2FyPmWWc2VYWUUpjJq+A4AHdXqxw/Pp5AN+1AROa9Ica7QFEmfcWoChBto4yG+ADUuZhrFKmb9MfM5d86p+yjspsXI3CuKfxAXzHd3zHd3zH5Pj/A4gXbO0O5wuCAAAAAElFTkSuQmCC'" width="512px" height="512px" /></mstyle></math>
p15307
sg15
I2
sass(g1709
g15193
VColorize
p15308
I0
tp15309
(dp15310
g6
VColorize[{{1.3, 2.1, 1.5}, {1.3, 1.3, 2.1}, {1.3, 2.1, 1.5}}]
p15311
sg8
(lp15312
(dp15313
g11
(lp15314
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph src="b'data:image/png;base64,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'" width="128px" height="128px" /></mstyle></math>
p15315
sg15
I1
sass(g1709
g15193
g15308
I1
tp15316
(dp15317
g6
VColorize[{{1, 2}, {2, 2}, {2, 3}}, ColorFunction -> (Blend[{White, Blue}, #]&)]
p15318
sg8
(lp15319
(dp15320
g11
(lp15321
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph src="b'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIAAAABVCAIAAAAOr3sAAAAA6ElEQVR4nO3awQmAMBBFQSP2rVYei8hhCL6p4MNjbzvmnMfOnkcvWHPqAX9XAKwAWAGwAmAFwAqAFQArAFYArABYAbACYAXACoAVACsAVgCsAFgBsAJgBcAKgBUAKwBWAKwA2LjvvX9Dd9cFYAXACoAVACsAVgCsAFgBsAJgBcAKgBUAKwBWAKwAWAGwAmAFwAqAFQArAFYArABYAbACYAXACoAVALv0gFXvqxes6QKwAmAFwAqAFQArAFYArABYAbACYAXACoAVACsAVgCsAFgBsAJgBcAKgBUAKwBWAKwAWAGwAmAFwD5DaAenTV2+FgAAAABJRU5ErkJggg=='" width="85px" height="128px" /></mstyle></math>
p15322
sg15
I2
sass(g1709
g15193
VDiamondMatrix
p15323
I0
tp15324
(dp15325
g6
VDiamondMatrix[3]
p15326
sg8
(lp15327
(dp15328
g11
(lp15329
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p15330
sg15
I1
sass(g1709
g15193
VDilation
p15331
I0
tp15332
(dp15333
g6
Vein = Import["ExampleData/Einstein.jpg"];
p15334
sg8
(lp15335
(dp15336
g11
(lp15337
sg13
Nsg15
I1
sass(g1709
g15193
g15331
I1
tp15338
(dp15339
g6
VDilation[ein, 2.5]
p15340
sg8
(lp15341
(dp15342
g11
(lp15343
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph src="b'data:image/png;base64,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'" width="615px" height="768px" /></mstyle></math>
p15344
sg15
I2
sass(g1709
g15193
VDiskMatrix
p15345
I0
tp15346
(dp15347
g6
VDiskMatrix[3]
p15348
sg8
(lp15349
(dp15350
g11
(lp15351
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p15352
sg15
I1
sass(g1709
g15193
VDominantColors
p15353
I0
tp15354
(dp15355
g6
Vimg = Import["ExampleData/lena.tif"]
p15356
sg8
(lp15357
(dp15358
g11
(lp15359
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph src="b'data:image/png;base64,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'" width="512px" height="512px" /></mstyle></math>
p15360
sg15
I1
sass(g1709
g15193
g15353
I1
tp15361
(dp15362
g6
VDominantColors[img]
p15363
sg8
(lp15364
(dp15365
g11
(lp15366
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mglyph width="16px" height="16px" src="data:image/svg+xml;base64,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"/> <mo>,</mo> <mglyph width="16px" height="16px" src="data:image/svg+xml;base64,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"/> <mo>,</mo> <mglyph width="16px" height="16px" src="data:image/svg+xml;base64,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"/> <mo>,</mo> <mglyph width="16px" height="16px" src="data:image/svg+xml;base64,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"/> <mo>,</mo> <mglyph width="16px" height="16px" src="data:image/svg+xml;base64,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"/> <mo>,</mo> <mglyph width="16px" height="16px" src="data:image/svg+xml;base64,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"/></mrow> <mo>}</mo></mrow></mstyle></math>
p15367
sg15
I2
sass(g1709
g15193
g15353
I2
tp15368
(dp15369
g6
VDominantColors[img, 3]
p15370
sg8
(lp15371
(dp15372
g11
(lp15373
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mglyph width="16px" height="16px" src="data:image/svg+xml;base64,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"/> <mo>,</mo> <mglyph width="16px" height="16px" src="data:image/svg+xml;base64,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"/> <mo>,</mo> <mglyph width="16px" height="16px" src="data:image/svg+xml;base64,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"/></mrow> <mo>}</mo></mrow></mstyle></math>
p15374
sg15
I3
sass(g1709
g15193
g15353
I3
tp15375
(dp15376
g6
VDominantColors[img, 3, "Coverage"]
p15377
sg8
(lp15378
(dp15379
g11
(lp15380
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mfrac><mn>28579</mn> <mn>131072</mn></mfrac> <mo>,</mo> <mfrac><mn>751</mn> <mn>4096</mn></mfrac> <mo>,</mo> <mfrac><mn>23841</mn> <mn>131072</mn></mfrac></mrow> <mo>}</mo></mrow></mstyle></math>
p15381
sg15
I4
sass(g1709
g15193
g15353
I4
tp15382
(dp15383
g6
VDominantColors[img, 3, "CoverageImage"]
p15384
sg8
(lp15385
(dp15386
g11
(lp15387
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mglyph src="b'data:image/png;base64,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'" width="512px" height="512px" /> <mo>,</mo> <mglyph src="b'data:image/png;base64,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'" width="512px" height="512px" /> <mo>,</mo> <mglyph src="b'data:image/png;base64,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'" width="512px" height="512px" /></mrow> <mo>}</mo></mrow></mstyle></math>
p15388
sg15
I5
sass(g1709
g15193
g15353
I5
tp15389
(dp15390
g6
VDominantColors[img, 3, "Count"]
p15391
sg8
(lp15392
(dp15393
g11
(lp15394
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>57158</mn> <mo>,</mo> <mn>48064</mn> <mo>,</mo> <mn>47682</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p15395
sg15
I6
sass(g1709
g15193
g15353
I6
tp15396
(dp15397
g6
VDominantColors[img, 2, "LABColor"]
p15398
sg8
(lp15399
(dp15400
g11
(lp15401
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mglyph width="16px" height="16px" src="data:image/svg+xml;base64,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"/> <mo>,</mo> <mglyph width="16px" height="16px" src="data:image/svg+xml;base64,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"/></mrow> <mo>}</mo></mrow></mstyle></math>
p15402
sg15
I7
sass(g1709
g15193
g15353
I7
tp15403
(dp15404
g6
VDominantColors[img, MinColorDistance -> 0.5]
p15405
sg8
(lp15406
(dp15407
g11
(lp15408
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mglyph width="16px" height="16px" src="data:image/svg+xml;base64,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"/> <mo>,</mo> <mglyph width="16px" height="16px" src="data:image/svg+xml;base64,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"/></mrow> <mo>}</mo></mrow></mstyle></math>
p15409
sg15
I8
sass(g1709
g15193
g15353
I8
tp15410
(dp15411
g6
VDominantColors[img, ColorCoverage -> 0.15]
p15412
sg8
(lp15413
(dp15414
g11
(lp15415
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mglyph width="16px" height="16px" src="data:image/svg+xml;base64,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"/> <mo>,</mo> <mglyph width="16px" height="16px" src="data:image/svg+xml;base64,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"/> <mo>,</mo> <mglyph width="16px" height="16px" src="data:image/svg+xml;base64,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"/></mrow> <mo>}</mo></mrow></mstyle></math>
p15416
sg15
I9
sass(g1709
g15193
VEdgeDetect
p15417
I0
tp15418
(dp15419
g6
Vlena = Import["ExampleData/lena.tif"];
p15420
sg8
(lp15421
(dp15422
g11
(lp15423
sg13
Nsg15
I1
sass(g1709
g15193
g15417
I1
tp15424
(dp15425
g6
VEdgeDetect[lena]
p15426
sg8
(lp15427
(dp15428
g11
(lp15429
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph src="b'data:image/png;base64,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'" width="512px" height="512px" /></mstyle></math>
p15430
sg15
I2
sass(g1709
g15193
g15417
I2
tp15431
(dp15432
g6
VEdgeDetect[lena, 5]
p15433
sg8
(lp15434
(dp15435
g11
(lp15436
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph src="b'data:image/png;base64,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'" width="512px" height="512px" /></mstyle></math>
p15437
sg15
I3
sass(g1709
g15193
g15417
I3
tp15438
(dp15439
g6
VEdgeDetect[lena, 4, 0.5]
p15440
sg8
(lp15441
(dp15442
g11
(lp15443
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph src="b'data:image/png;base64,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'" width="512px" height="512px" /></mstyle></math>
p15444
sg15
I4
sass(g1709
g15193
VErosion
p15445
I0
tp15446
(dp15447
g6
Vein = Import["ExampleData/Einstein.jpg"];
p15448
sg8
(lp15449
(dp15450
g11
(lp15451
sg13
Nsg15
I1
sass(g1709
g15193
g15445
I1
tp15452
(dp15453
g6
VErosion[ein, 2.5]
p15454
sg8
(lp15455
(dp15456
g11
(lp15457
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph src="b'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAmcAAAMACAIAAADuVlcQAAEAAElEQVR4nOy9WXM0O3IejKreF5LvdtbZzkiyFJbtcIQcvvRf8P/2nW8csixZluUZzdnejUuT3c0ufBfP1DPZmQkUqrrJ98x8ygtGswoFJLbckaj+6q/+KqShrmv173g8Ho1GVVVVVRVjDCE0TRNjxG+A/G0fdpZEo5UB1YoLVVWNRiP1pKqquq7xA402TZOpQX6Ib+VzW17W7CIpn2C4QgiPj4/b7fbx8fFwODRNs91ud7vd4XA4HA673e7x8RF4utgCpcPh4D4PiYHNYFX4FlPf6yt33gFuVW67XGxuGTs+cn1KGI1GeJhaS/neudC5nmXTqQKq3VRJtR/t5+qrkmWQKdk5Gp34uFODzageyidc9gOWqIuJpWN8AnyAEh82TXM4HNTMuoQuP/tuNxVFGo/H4/EYBcbjsRqKPKRad9ePrVaRRE4WR57PVYFUf1OQ6tFoNBqPxxh2MpcgJiVTw2g0sgsps69lbXkSHcy6VUtxrBaHS4g5wfj48fExiBEvGc26rtmwuxkUr5K/ZUMlXNMOtx3cFMi9pD50a8BDNSUZwKRiuMAsSzpVDmesqrCJAWzm/7fwDLPzxwsk058akRycBUkQgRTFOJcw96RwrmmS1E+O7TC5YUDJEinTPhzvdjv5f4prUt96fHyUuiDYoSL9VsAcj8csZpsIYpiUGCjByhEu922aRrE6PLT9oubk1mP1qhTjlBi6/ZKiAIVWaJmQWn7ixKIQMmplX3B1lFC8nTCkPzVa86+Qgp/U+v9JIfOnASleKI1zJ5p5XPKbKpx5ZVmMpc/j7Xabx0x2huoXTArkFp0KK/QqNA/bY6o5MDM2p9TNKmupYw3uK8uDQZqjZwK1XDPDXy1Bt2xbfhJbC+1+v5dmn6q1Jk0mExSQPXpOkGN+xjrPVUwOb8bY/jzgzvvplPenxvKfH5+6rl0S5qJUYoVy/1UUhk1AHyivfwBItxFb6TXOqRE4cbI6OdBgcE2j1DL5FiPfSYJYvrNYiYUshZuja+73e/u9ZYR8DmuypPKKcsXWhCthNBpJrsnyqSZCesjkjGa4JtuVz6lfpkyjkmHLb6vWBmsFgs6prYyJmO1CmMATDjiFEjhXUtw6/PQI658AFO7DEysnZFr505hxizDXs2RUsoBLvPJN9CXxhbSY8nem/tNn5JQaCjveOYDqB2bHXa6ncNMzcuITh91qt71wG7tLNlMFjIr7/R7MYDQa5fkQ4PHxEWWoaNqSqRroWM0wy77a2Hw+tx+m+D1c9CipDNqhFRjtVyVogFk2Lch+jUYjaJwZs/afBpyd6hXWIEn2sP2cISv2VX4GCzVmWUyKa0+kGXRCSjf6VPhYkERDGn7gx+EawOyokIhgwmSeB2HS9JTawJLqh4TOgAma3BQLkYIjX6X46FkAc0GFSpobZYv54KBCUKbK/MymunzENQeggrnJhyeF1iEqrZHlE8C+ZbS6vr2gXbqzMLumuGNeTuGs09yq9l5J9yeTyWg02u/3Ujsv/NZCZSAVoPunBJJQ/ulBaiWcq7+KxLhN5DdCp1aXJ+4lHSnZDqQ5Ltr5Tzor70Rm2HSkBl/VdnZORm5qf8ugzqeDn6DIpUDrmr2ABJeEONWSDF8OBSvSrhhr58yXt+DK5ikNwN3/Stip0odh2NBoNIKVlWql25z8SuJZVdV0Oq2qCqxX4gbFPYMwgIOGamWQfRRh5VbJtmA5909nff8ruJBRRp9OdUjhEM4tvpQIfCXcUZqLe9U2WH4Nx1NDKmRtZk8n8KHdjEabooHntXulzBUuZISecuGpF27u895c0zULSK6Zbzula+b/5cPMhOVl3iDYRqqGEgTYSv78DF9J32QIQWmNhMy5NwmyZmnHyNSjDqLhUBRZKYV9695WC1TpypwIV15JGdvVHGWonjy2JT+3Z+ZkX1K1/f8QOrfDv0JfkDsiJS4XAk+954tJY2mv+i1uGeE+tQ2llikf5uWtvtp2r2HsxWJtKyfOGmFsq1ZQeQ5Fl9WnOI1bTD13o2zUE+XUUT86hyO2pvmST9yTKp2D7vL+/IFZgBt7FUSUHVk+uZerIM5ms3xH6rp+fHxESJd8ruKWQzuw6qiuxdBdxIfDISUfcKNKzTu1b6kZ8xj4brfL6/cyWvtfuQWgRK105/FfB1DBGeUzpXGeC6JIjWLx7Bv/keKReVWvpLwE6hWqGM8QqmHvO2hnN6uMu4tkwbJAi6KkX7L8J9mTRGbAes0jX2LkGdBl+UmnSYrCR4pjVVV1OBzAjVy+Uok0EWTVhcuOS7yqqul0mueybD2llUrWzq+m06kqKQkBWebhcECuJbZlkQzpfciBsviXCE8lcHZy+UcBckLLh1Gm7HkqzI6be4qGsKiUwPrUy0ARKxtNJu1YFlvwLWWVRZYrtW3z8kRqAxIlPuyMo4wiqqtE/+mry5YUK+WalhGm5vunLOPLRSPDtAot9XkNRj23Zg1bpi90GijQkQy7Av4IVLPn4VgJHR6VcCdnrByqsxmrKepEWDLeqhAD1i8nBTq0S8tUUgvmzJOeYAKcxEGQDIWhVH/d5mBY40qQZ6isONWYxGysBOxfqsUxbbKuhGn6jJtLztop1Zav7ROZxDCEyxtNlXSZipqLQierTBrzRwTj8Vguv1NWS56I4S0GU4kX1HZYQwkanVtGvs1TNsJArpmpMbW3+24YpQdwyNxinZVbY6aavPzIgvyph5lGLTk+kV5kUs5ayA9+hvm531o24Jqv2RAWfV6XrY4dKrE9rhoTliVm5VXPXdaYASnYyuRQ8iGK2eFVjijVO5eapMzUk8lkNptFce4oisgsWx4KCgbfjn8mrHEwa1HiPGUR251K+J6V+N8Z+0bBJYWn1DxOCSO3vUtFALifqM8z4ktKaUupdCeCRezs9WfEX/XkLK1Hke83CrUyxpg69d5ZIUsOwNDl8d1cM+Vykw9LRCeJOn8/ncmlZID6tq7qjOlkkqlvhwkT7hYdMHRyCijQYWPYaCAmhVCNdg4ssM1kycDbzqGTI5bqLHTiuq7VOdoUXaOmGFqVOiQmhXw91d+qPa8sqSEt22yOhYNgzFC1m6Zh9o9MYkXZELmmNMVLJFlPiTRp3yr3Nr3a0IxjjO55ZRmnzcwAaugKeUwKogDWXyg9VMIvnmqUWiCayByl63X0gsOYL5BB7NNCJYLt1XNV8lwMmw1hKdI9hGGn9EY30xmbTsEQrtkLXAHzJ7gaOuGJ2PmJtONc7SorR+GyI4G25RWNtkQTQKrU2WLh+LuSYC/olAjzQK2ag5m3QIQQkBgktqcdMo5Sq6Pw4hTJBuSmY7SUqlBJP2Db+a7VAqgUWrdT5RkPQhcpoACR0cAyKkLVplVR5UtEOtdYUomUZO5X5NYciurYntRrHRYaaT8J5ZQSHp9I3vl0XKpzO3PiyErl2+q5DlMdcU2pDj9P830hs8F+UryZXKSXWNq3FWufyRAat3yvRsv70rl+SgrYh66Ea6vK1FzofMpX4rZONuCOKndW1Qb6KuUy9QmAMnVGl4rCm9spmiBWK79aaGxg19ym2alovE2uFTQc805VuaxB/i0HcGJJ3zkadNi7bJhqTZ5bS0HHLjzXkwIDO+oHby48QcfxKdynsmvlyzhfIeqcTCbgUkxWYwv3astd+dadKUvK+tVCktgORqkcukXO88JPlh+fCO4GO72nPzVp4FwQ24ikkpLub4CtIb/AUlmXpWWycMwVz1PEzuIp2SqNwxbyY5KxSkminOeahTaGWuTLVL0AyBpKtMxKJKyujpOW1CaBSWwt8y6eSqSwVUlSC4M2Ihs4vCmOKL9N3c6U4WS24xhDTlzVxma7/WraPH8SgmESsneWc8gVoiz2qb5YkLKg/CsXmPthCchv1bArxpmSYPCvtXw8D8E8s4W2BJ6fa/5R8OnUsn4i5D/5mLhypYQBqkZMZ2g7117K4yMDetVXVWvDZOyPLVZotau9/CyV8Z/lUVWEL8VF1EOLdirYONNWELytapVvqSPyq6YFVaFkkzwdITlTFCCXRJXOmE0vPmcqhbz8RI15SlxQbD6KU5W2vPxKcqworPoWGRdJhsspSiI5NzdaiQGWCFTC3ZgpXwhqKXJ5p/g61X0lxgXDkk/HzcIn4JqdUB5iUwJ2cEOXQSwUh+1Y6W8wkqd8rqCc18o9c5YKCxvFDwjCvJOdgbIlhJhVyS6cjqQ7GnXiiE6mhtSrDKqk9ZJu8gfLI5jW7hFLnUPWTFceiFvStUz5VOuKkdBDzG9jqyaqGlICR9Xe7mf3MgccWZ1dmWM6nfJCJ8Y2q0psL/AtDJipzsY2dx2QPLTgssxolDxZrWRalfDFpu5FljXzXww1DzdLec4iHwwLD2Jxch47CYjqSAYkF5dLQiKAt+6azyMQsqw09UqNpMM1q+OD7Z1U6RRS1dnhwcLCufjZM8BPFkNl+yqBTv6qVhE2LTd/zB7AYBP8zX3+dMHYIUFQyndsEEFDnTIKNad864prWhWk76JyOa56KAl6CWSigeJxECzvTZJtURuTfUktD7e/NDKTceJSW3sOTUZXSfQU9UvRQKKUV4srEUOe0ndt5eH44Fx1nE26alOG2aqYt4/FaLw9COCYuOZl+XnwZDg1JoMptgsKJU6T3EdS0FSfZxiWu3lTyKvnOhqoEv4GuUkKqVimTJW+QDiD61mYnyvXD64tX/N5EYg/Ab9mydpSyzcDbtib+kqx1fzoPYPMcbrVl+OTOvUrhdRKuKbcXWPbVQ6eAQKupOxB7PqSelLVpiYuti43PrfafDw+t5dCG4OTmiCVkoKMzQ6pVGjIrZumsSdt3H5tt9uUPKQmS8Y92XkkYpnbFCpxEon/2nbBYGJr1AXM53PJQenx3e/3+/3eLs75fF6ZWDDpN6VqnsL2FCgRheWuYWdTxQgu2QnZfODy3z9EA8nBzXyTWsGK259Cy5Q/Pw95ypWaTmr3GSNJLygkUmdkgXkk6/a0viwfEwdM84QpHLtV8CSTdSG1ilyc1fIL2a3Cz6Wom0E73/TTgdvW4+Njxh2lPqEJLnU+Uv5bgpJLhV1dxw5yqgBATbQ7fU0iSQjlA97Xi4ey8CkTR7Y3Go0wAjiZYzGx38bERUDuZilHkuPDkeTKlzWX3EEU0vf4jsdj6JGTyQQaJ+rf7/dcMIfDYbfb3d/fPzw8pA7lM4SKCa7JRCmpyInrlHIsSN3sFIiej9NCviElO6bA92tSHnEFwPwT+qgyrf7JwNlp8XMS9wFQLsr0Ej5gwAS5HGBrLRd1uRkkj5dve40/UaWgUHgbeSfgFndXqmuaRqU0UtZFgtSxCkfVWgL6494PJLEjqpn7+yRdlvqoKmmDdE7ZWaoJWxUdnIObsK2kysh/U2Q2ChssWVoQJmtolrvdzlUxU82FYxVZXXAGX2lfvRO9Jl8Pz7Lq8iA1QFcPdPabDEWzu6jyYrFsq5Z8NCJmMrM4UmpKBhRK5cJO342UCVvvCymB/SwadmEN5Uyib3/Ldc0gaF9K4H1qkBzoJyK15Kl8bEOoggiayCDfqR6l1EqryMazugxIJSV3dyUnmTVaWW5d5G1s0blwdiuMXRbCUyofABwiRZ/JNe/v72NxBCxKqoySiqmw/ieNMOgEu9Q7lctMAdtfwFheIlEdH6Jym1QD7Q5T6iuUlPKIKyS6ezWjcQ9bZPmvPrm880SAVQKjDYX689IUEDjmilP6gYLYhheW60MSmGVeBbmREJdUIk1kfRF4CsiMmGTwUoY7HA64NjWUSY2S37gj7w5IncjhUA5uQ1JlSSma1teQERGC6VShDeCU6H0yTvz7UyAgLgtp0gef3BpYj4pZlb9lW1U2Kq2QXJ/3GEUnlEyW7Ox4sVhkXluRyoon1mZrx4Up8yWZdodPts6JidmzRE9B7NQ4/qSo6ikASXMymdTtmb++tvTO/Qau3AgI2YARvjpFSu0lYKqSUu22H5Zz37MAWYLiE6oYpk8uy0qcf+BXKdWtZHwGcJ3U54B83v+QVWTzo9H5qmRp5cPF1cB21vbUkCKenV/hfFevVriRrYTq4vAMNpuzCyW9KhzLe4yVuirpBWlrLbJJ4a3cUZW5QC4cG1X2+z32djSx3RJmsxnEIu60n4L17HTemenF6R1MyToKMKoldLCvuYmhfU17O4erN1hRLI/wU4gs4DEKpdQUuExrcLshTYLlzspbz2DNptmA357LRKZ0pgw/C+kJqozrJN9oBvMSb9ngFVKJs0/VcUiaPVnRt+bCYmwi01wnGrISti7/phIKdlZLrsmVX9c1dhDJeF9ykQJVCY7QqFedzDtfeQpVpUDLJ3LQxswib/U/+USag/I7wTWxwl4XjhMyxbQzn8V4A2qKiDQmNaIsVrJE1Embwq8UWN20VyXRJIM+C9iVQc2P418lItfVAoKjSMa/qFa4jlFnYVyPXXWpMn0hYzJhAUkCMCAyPWwJbhZVq7KUSDOqrZJGMc7nXTOp2mAB5r+ygypa20WphJendne+fGH3yUVI7hR6Nu9dSbUlLarnfOLGo6liJ06uS9BKSI1dsXJTRHE+MgplNHhm22GYY3BsPn3JNe2/bouWEcrPyzm9LPb7nWDZ0gCSEUTEvFJlVBCQYpkpKZVlUlwztm5qmWtjgKzda42WrDm1qkrgjOQvs4Y4RJn5rdpwO8lQKU52tp6a017IZxBLNSr/Zeig/RCLUx7fZjdjez7SxiXZ+l1kWK0MnUiNxrlkc4VnSbWp2XF3YqYeFSEShF5SgOwfWmQlp5z8KzFEy1VBGlW3CQF4FQx+xxh3u11Ksk9BYUlXVHXxP7swPQBcrslX8geWXy8iPIB1uZ+40wQGoT7PIKBqdin5mN1jgmMJmFpeP+SOBdYcXGVNm2CpMvlNWJjqYz7IDVxQ3qnkMnV5/Ih3Gqi9J4OPUvSrZAWzDDH/JAu6nNTaoF/+4FxXaVsHj0KXtBXb820u8eocKCkXBzOwGWrOObW9kBIl34IgyjK1yAvKknD/DJtfyTYYpOOCpETBEzhSjkDFbGSFVWtjLDyjeQqcSzMDDNNH+zZBsojaMEGjFvBqPB4j8d7gBaB+1OaqWlk4tbw5y3k0+so6pwDWNsQLKzDhB2MmXD3HouoyKvs7pLlmyfiQGtimuYwrkUEpA2MqH3byYhtNsN/vUwbSqr1lG8PE9lIbQBIFSSPcyyhsJfyWryS1HY/H4/F4Pp8rrskNkIqMYHBghourtZt3Ow2GjDR09rZKQA2XK8qpJy4p79vuWaRsbi25M+XxtXDMhHo1dy7lo69yloHBlRSurrq99EqSm3zvCmuOwqpkG7XlzzJcsglaVsDbfiLHzUvEzecEKXMXMpgTQTahfB9nIQ6VMDhZ/h0SC3icaR7r2E12XA5WQZS1EUuXQVou5bJ29SFiRPmqaZrJZMJclCnGWYmzCu7urY5PRzzngrZKz7NFZstxKBz/UMY48/S08i7+HQBK0VStS96casiVlzNbBj+kszwKP5AsfK48ZLErVKfTYFCb+0byICkmhGZ6N9EpjvkAcaQT3PE/Raysj/OslhzVT/Woc1WT4ikDAwqcVxo4BWxHFG4crhKCcC6UMvyib1WqzvwOUk9+ineepCAK4EM7fOqJNLMUqkqVl6UBYydjiZvE2bLq2Agg2/1JSY4EacFQ8EQZJksgzzIzOEuoW1B6p6xEgloP1ALPNXFKChlWie11Xuo/haNk6qRkgyf57tAvE56RN0hDVL4kmCXiCnctnBfPSpwvUCY3a9GVX6Vq4+dnRDIFGZnSFStTr/L157kXYLAkrSqXzLJkg8gyf0xcUwK5V56sg7dlPG0ZWViOct2mjJIuMemaLZGpf5osMwOuq5vQa1e48Dz6OmNzTpFVn4JrAnoJucH4oaVL5iwYWmDaCoTMUI3uNYbYOylv6ycHSMB1Xe92u4eHh+12e3auCcgbBtzyvZ4DuNQ7deLChT0MjRKoTIqS4MUinNhKKJA/grePlNoD+GPlmp8KZHyNNLa4MkvVxiXJt8pkLf89nYukalDHAzKfqyfyE6uH2bZqkZO6xIwsg7kyKJUMi2UnMsLTBka5/54IfWniAJB9nEwmZ2nOXtSlWpxOp1Ube4yQdTlucu5kTE3TNA8PD3xldX3CWWYhs33sUrRPYoxMzZq6OYtnfDMJYDMYNuZi1EKX9jAJNfNV57IpseXk6z9xTm14dgmoT/IGGJtaQP2bQuBfueaTwGBaZmnKGb04Kc6hylRt8L18PiBipdfOkc2lLlTppagF4X4jqKg3a/CXLZ4uwaReKcnJLQxs1Syo0xH8ygrjkiLAte+2TlRjjO6tLFgPzLvZd+HNZjMZSTCZTBBdqKag0BFQLkJlauCqqER0GJEZXLPFM//kjJAyM56RdLhgl3GvT1JP2B2salcTLUcypc/widI17bcWQ32/ZqYzEnj+FBK9NN1IO9ifMFCzyW94ebl8FBA8cjlg0z7ROJ/r7o6+9Chlkywpb8VMrkwrVIZ2OpTGLD1MZzTQxa4IbXWEgwQ9eP4Y68VU/8IWylaUwcBtvTpOlhRasnWiXli16RUlbhIZjnNKxjqdU6qqSKAoS51ec6bFT0UPy3fcWca2UBsu4Zp8zuMr8sCl5YLl+PPz+jizjbsGJN1Wr8Z1e1Oa2iGMWVXOvN9/Nh5z2Ul+WR+H9YfjWXFnCIVVE4pmfXKPoLvuK3E6ng9TO79uDwU27ZHW2JVrlN+6mkQKVVXPJ4/Kw/rpTBOfoZiZAkoOZfm6PYFHea5uD0cBUrLOKdFPkufZ1YJY9O12q57bRNAW5HTXdT2ZTBSHQ9x46piQVDpdG3JGsVYChzoh1hmLF8wCVtKDPHASj6+0lDtLtisr7Hv9gGKcg/mZ2oBSDnYbfWauWcgLLatzOwL8Y+J23tNBrpn8WLmGmU65StYpF4AsYykJwKWfY/mxjO/KRxlIea1zQSgm6pZREih+cApVN56fE2T6qBaoy1xTn3dyBTnZboJf9W80pzVkCrH83g5iWlMF+kJVVZPJZDqdQjhLnRxXNjqVdlHWlsKZI4N/wS/llby0zZZIOar+cqKMylVioMJvU9uEsin+Rb/4lkkbJpMJWQu1N1m/yu0OgLE0v6FisQU1HufItM0h6zXxt1Rbck2pFi8WC6wfziDid0g3Mo0GweSqY6P9MzMzCZ+w6ecB28Feymg8Ds92fw9GLEVJZAHyGkfXzNQOCdTKF9VxsmMV1h9O0/qr1i5kK2kEcBt3cim32/J5imQoypVnNuqJEq5l2CG2t40mKBy0qrUwuIqFnAX5SdU6rlIISzzPuJ+n0+l8Pl8sFrG9ESwU6HOVEB7lUk553WS6n6qqYAjBw7o9iRiPgTVYwu0CJzRPnWW16kcvqNsThNaKmCJGhbFXatlAbd1ut25eMAhqg/eyBXdlyn/lxrFHyOTb6CmmJXLhT4Fl/smAKwFz5w5bOZT+LS2yWgHBLi31FZ/n553tZijDmHSWdanF6rIESIuSa6ryfS1dKskZMVb1kGsqE42LMLeQ6nw8TmybUl5VtIWaBoJLVqSmrgBfbbdbRbuJhjtbHGr+qyxyrnCg2q08g4O72khcMLzDlPuqqhaLxXK5XC6Xu90OVG80GkHjlAiD1cnRoLiWWrtyU0GdxXM6FMhszkj0nw0oDQTPRJ/nLs+DnpwXteMykDrfLDeabKUW8Wvj8dFlwLJCINOUJYzldrDPZdOuLzxTZ0jErah6UrSCX9nZjCa3cAnb6AUD9ogroCjBtBNnt9q86CNlxJgwk7iSZcn4VMfZOVLw+xyMpNdB3E8SEjqWK/LLbuSbzJ8xqI8TatuGUD8vqZHXxamaJXGRVUFV5c5xpQ/QcfaUWHFNsJt5sq4UcZaczWbk2cQqz9KUgAIOxEFwLZ+ya7UXhppCnlZBmPXcKPyQGDpZw3Q6BZ5QNx8eHuq63u/3u92OmEv0OBRqv2W8ZZgpGv1IpKqCKJKfLENNRRLg93Q6PXv2Cbup82wDU98XjRSDl+KgfA5mKR+ORqP9fs92lfaZIj6WM6WkTKoEcG1goZaAKyKrSDQ7XNZsnpcDSsSCpwPLBS1uAzB0O4gfchdT9OeT1HQPFiAKP/y9VB6OFzQ5lg2rezrLhpoGOWqyDLHFb4qf8vPUtEHFodWuEZeXAWzXanHsj5WD1rsSK0AaDOWOlT62cLyLlCHORaluL2dQAp1L4Ko2wplcB66vkjXNRrGrqXe6u8IlhZia2J6Bm81mrrCF+hXLl5q6HQT5BOcIpaQV2kUiBcHBtCYzxeeCqqpw8wGfwPknu8zwH4xYKsnl5eXldDp9eHjAicNCHbSqqtVqlaI+j4+PKhKHPwaPTOZD9SrGuN/vZaPYv7UI12dhKXfmRXM3mA6jWtf1bDabzWY4ssmNLKXk1C14FI5h/LCijzTRsdpwTPTkj9iaoCQo5pSfBbVxpHQyQOhhhRbhUMY1FRGw+5rECnPNGXebTjVEwmhb51dSvObEBcNHXALyezkOq1C+yOgW0ivAJlUH6ux9JoOBDEzOdzyGYFQ0YmgXZaqPSkVTiq8cLnfy5OdyoUjlFX8zSY4y0okUdJRmJj/nTHHPj7z7BVlYPkG/pEkcxAJVFV6fCfRAwZFYn/jI6EcrMVSJYw986+IsFfc8VimiD0pH+lsZc0XqbyeA4VkbIzIVWOMe24Wmzg9xHYetfzabIRx3sVjgB4th/CG+uLhNp1Nl6ijpGgSjvLFkADTeTW1B5FgPxqGjtqeLdmePsN5YoDrO3xuFwcMNSpB4QmG1XDMY84zd9dh3bmxw1dpvWUOmOxnq4fIJBUqXGInLR/PD2zkReYjmZIHUCoB5iRDsMs6YTQCZwtyKAmPioYq6ZMXKd6onZ2SQ5wXuq1pcC1V3ZbW23Ff2MSNuS5FCsgS5WFX9qqrykXRN2UFYWWnWztRcGVcZKFct7oLAQ1QFP2Xh8oUUj0P0uJeG6fUbcXOTxFxdsGW3qzJeudJSJ2L5AgrU3GWkpUzTipLSUK8qgboJmM/n8/kcvzOWHpqFanEWjaJSk75+PITADD40Y0hkFKfHUsHG2e12tN5jHqWQkVFl7F1+WKhgSNLtQoDclqpQgstx8wWq45C9pj2Mx+7s93tWYnM+yDUspVV+ktp0UpeVw8iv6jY1B0Bdeiipbn4zKgxlJW55l+ukiqnf5TvLnQjSZEstSXJdl43lkda+pfqV8UFk4A+GRFlF7B+qlGEh54U4NPKYVIOU2iorLBnMNFStVV195drWpU5pKZ0cZ/6mlhMKVCUXYfc5Zza/pmmIjgkHO/qOq3rx+/HxMeXvDF0JsWg3tmUqzwtQm3OxAPd6iqqqlLtITqjce4MhhU9fQK4c9XA6ncpDnJJpYTnJQyaE/GiD6Cv+l2FCbtfc6Z7NZimbh0Iyf11l500j8tvdbucKEI13oUJqm9tiWLTSbwqPRkol4Loi88MEUWLgc6vlW02Uu49ckJ3iSOKreHzyOwghMkW0pXUwnHwrQ+xjbTqxoSCWFnmebVquh8KNiUoU1+PvzHj+wdNOgpL/Rg495akUqX02IFblumPwxJNMYT6REmh1fKrBVpJRDjoROPETy/XVjyA8iFDv5DyimNztsoPQNqS/QYE1ugK4UkeJ3Kfuhbd9oVBSTpUBbinNTG6TE82S0sJJWK/XMp5AYggVHIZu9ZV9IoUD15NnSWfTRpap5wzJsQMS29QtIOgymMW2OBjsOGMbdm55ft6p9oWWr4N/0xMRslEnkgnRNsspo9IsWSBfuTiQd2ZEUgsU41JUSHLNWHAAt1w5Oftc59s6kTJkag4JYcL2bixFHmnbUSKPyz7zkrsk07KSTkk/tT8lcA9QDCmpVu6xWlxX0jnrUqSwmGQ+T/WFDNg+j1lFn2hgJ9DUnCpc0qmqDfZr2twxGZ6hIMNa1BOyZMrjqfqfaGOk2pLNEaU8hqCMpLCSJmYGzWVsWAM0ydZ1fXFxgd+uQonRo80WoLLW8SFa3O/3UL7z6A0G7mspT9hiylPQC1z+kTc7K/Q6Ca6qBJML3pbR4eRvtRNjG3zOb112ZcVZlJcqL6H2MrXxc7eDrvSsKEznjpO2qHzJTnC3mwuuiDasub6CeJ41/CFkX7JABSERq0IRRjm9ZEv8N09ZlEmzk7+mNmfKAx9ECI/c3pltLDeAzOpQMpeS5hayf2X1dT+0c59ZDYrF2mJVa7fBVuSQZoRWfohhdNkAfkiN3K0h9eqJQE59KNh+ci/Yt6prhVFI8Omm3q7Xa9Q8n89Br1MDmKlEQSViZ5A2/fr6WpVRDPgUACnIxK+CUHxau5QL7qaW1Cwl+GYAPWU+o5LP6VLth70HGcqAM9N9WzkLyyyHeOxKS4UxEuS6koYuJYvIfyWzI3PlWynrqLaOtnGKa0ajzVAdIZNrmobKShSGPkuC3W1DdJXRb8DUyn/t8XDJS0JL3F225yqCqn5GtYTjnsYuk3We36cCbVzO5z5RiyAkYr6R646aioxigNsy0wVXxud6dQfQQkmPzgVAuEoH3Fdeyt/QZxGO2lyA9nl1nMMIZ2ZkGZw/wbilMByJWyCUbOoWrlr74fPcLl4fJ/t1CzSf9IpNd1dyIrjvILVYXX8wDGC6TwqDW39OxqnaJdtTCr1b3tJqllTPezn1AFrXZO3KXZevmryHLFMuOMUAcCgqU1sQmRYy7VrZJ69XhZYs8kaIlCYRvMGSNzRJv2Y4njnpjZCnStxtg3rwiVUi3U/yQ5d/qwK4q6qC9hOF8UoF8snQBouMq/TUbeZ01pkRe+2BYLfjWF3SNQXW0pcZIPqGKzAjvVmslAiCkUGGJim5N01jQz+qqrIp1+0pFCUyKhbOcOiyvmoExuOxzR0fQlgsFvRlZmgiFBT3FdcPt8bhcLi/v+9ViS0ZuizefaHkcFc8Thz2dGBVmZKQpb6QooTT6XS32xWK+G49J6IBUMe6MqD0rqcYq3LJZiyzBMjPKDXnddUg9M6q9fSoXinLvuuDCYnocBv1Ln833vGDo+4ZTZp8Dt/KW3Ntp+QnZANS/a/NlY2S6DMsNpO4pzo+FsbzHpmhZtP5pabUTRoGgrDNSnembELuZNpJZHOZVSuRLLclympdwy9A2WHcSF0rf8jfVIJTDFIh44IdW75iPIiqX8WJTCYTyRTn8znHKh9+3AtKWGxhW9i5JWGuWFcwOENG6Uy5YCXdTrW1L7jCn4qAA5RLY/HJglNOAYqzkjKrMrFNXVLCMu23Z8O1BdeDK0X5eOwSsmqGBbfjZ4ExUp254hUfdlJn0oiqNe5JpuuKjSkLJMeFQmtnozEdBi2t2xLYNdaQaiIIDVW+kqMkN6TSD7ADq2ykn6SSLqUmGopYAzJKs2UY3Eg8tlyLjA1BpEHAq0YEyrp82mVacnZcqM2JzJKehtYIYbEtPInBFLUhBPcS5kKuKVGt03FDHHO0K1cRsqoyCEgtm8vLyyACmFm51GLlmnEVuKqqyhPC8RPeEqOeY7Mg35P90CIgcxxWVQXGmack1heVX0W9oGlBoV2J+IwYI9I95vMYACgihKdREzOQcfIBH3ne18WtaRpoLypdjCwTxcWW4dj6yCgWt/UnBVdHSo0/rErKosuJo+gQ0lYN12UzxjZQFks1NBlljlRYSgFs6dBec8FX8kO3NmYXQ52pDHBqeiAzhrRwLUk5+xiyuqx8OMpe/pDBEPxJhtK5FDalXUnM3aZDghywElduqI8j8WT9vDCEpCRkGXMvwVPikFdDiaftu1w5VOK5TvICEEg5jbR20JSNJF+AldPkYF/xWuwgZIWqzZ2bsruENixWia3u+U6Xz+12u74skzgrYSucfLqgbj3KhZWgmDybaDson5QQa7iN3OMck8mk5JZTd4ql10MJoE8BdZsnJFUA02dPLkmsmjb2uGp9/LbMMEh1X5qy5PMSNRdrD/2i/0jpkadILfleS57Ih79X5F37MrimZJwprqk64M5BiiGpf7kmaEJ0O2N1i07NgMB+lawSKUu6c+wOnVSGQgjwflEWKdTYXHysPJhHntMhOVBmrKgCIt8ppIooAMVS3ikOkUtnJT5y5fCv5PF1G5dklwFXIx2KOGufkR7kEUwEOnUSuFRttvKQCINSgcSj0Qjp7Kv2OrPQzgWMtyXxUy5Yo67LMheLhW0CcnP0LHWnuPewQ9Gc6+O0IBEocS7mmaV8C2czPHm2TpA4eMp7ScaZknJtl38r+S6WqCogIwbsgnGfy0piaxWruiIkngg4OCWFC4udCJ1EwGIyTkkBIXtkjYVdYVzyDP6GTSDfAXqqMl7iTm+T25dwTJprcdNLHiRZT20qWQagFHRuoRTXdOt0e6FmhIEt7uYkZyIHCgVrkcqQ3HtR5KSNMbqZTfiDhooU45SKrMRT/pbgJrWB9ViOc8pQX4lUlrF1kGSMB4DGSzTjVi6HVNpdJAet63o6nfKCblWJlAKh94DtFdLccl0Q1zurh6M25R4qYWSQa/fu9G5KsKt9NptVVVUSnuqun7rYWaW4xSmKVN9v2RyV7PI6U5IiAOtHlgwe/VHCqGxUqmt9O9WrfGFV52KNkpgoq2ymCasNut1Uc/EHrukSkU7K0gl5TiYbkvuhk6VlAjpC2Wk8d/upJ732p7sUuPP5pNA7GIyRNog5VtOckW9YFZeRxdP9MJrjRvJYhZodd/GltOrK3PIhQaqYfMiEQWTJ+MtKClPSyB3VmXsl75tQ1QYxTaqz1Cbn8znGUMaguTXf3NzY59JZdXaQx1Qk73RBOYr6toX7QKRtoJyrccqIXiUu9SvnqU8BLj1JHUZK6QNcM5DzlEDmstIU9bBvT6fnJ0Ih6RsGUp4YgE9mZNSrP2gMKSEd1sXUCcInAin5WpTUD/5r9WbLFaI40OoqyqpapTIWjoBk/+ordxgll7WvJEjGGUW0LavtO00pjTAkZItahLeQewUzPq6wXAlXpcs1qYbaV/JbtsiS1iAZPZNjJa5Skdd6pwaNDzP8Vcn4lncCcP9USBu3S4AjDwcnei0r7LTxuvLoiZSrxGajAHxuu92Wf5uywGNVyEu46vZWu75YDYZM2HPqubxMkJXwCRmn4nkuY3CXegoZUqSnO8JbTicJdssPNiA/hdikDAa/97eHBKdVElw00baFp8IzIQ+2xScdL5bJWEhS2lh+NbhvqzbjeQoTpZN1SvHkZ+rbKCD1lQt5LhvNPfJqu+KoX8rsLCN1+TkVvky+U8V+5L9S7uEVnjLBjcTEsigVu2uXtDsy+J3qZiVs4DBg2mKr1YooSQTKiVdK1ciAmvdUBGwvaLygf3flZ8KRmKyu00yiWnGdr3VdPz4+yhCY+oTsfSNxn26Jb1sdw3XBns2VorBsOhzvEXngjcUkVrE1BYc0TQtGf3AJgmXJFJFteVfw/VSKrPRASVD0RL6SSkhf6HA0Wh6TEqXdrwBNWbpI99sSRmi5fi1iRDNnJc9rr8hUZadT8gD5rVJt3arqNmRABlhyhw9eCimgxKAeNm2mbzeTIkBFJVTCZ1N5ymjexpKSxjKSkBLLagHBWzmKTWZWjkWPYJ12vKMYUeXS1rrZbFThYbGvFk/1JCWpnL2hTkj5vEvAdV1j+cmr6Or2PvZwAil3x1C9kmdw7eedMrqqzTXS8gerUpY/qTj26mwn5yih9gRLxApxSH0im65FMGOV8K8ptAdrX53YdnBNdyB6DWXjnZE/ETo3g1UWUzBgzw8AO4Wc+OY4BVKnYGuFU0XfFa0/kXCoOk9ciGr/A+Tg5KfDVQeHYSI3Xrmuw2/B9aVGkq8hisiavDnBHrEfNuYXFxd1e45TsqhRe0+Ie648nHyHFMGdyvv7e6v9y5BjPkyNZ+Ml5IP0hku/8SEDleOxKVJtH/xmfDXFKY555rw4a5MKolt/ajQq4XSohEJZCUWTWPViwCXrua5rZrbKd7CzKgkpgpOqhxSvZJ3LQUjZXdyJOCNUVdUvdQs/KymDzan0OckV8iObYrQlpPP5DQWFarTcRXKHWMtJqvuyAMWRU04InAU6W1eqs/rdSRR6bQDXjucKp51ou1hBram8U3EAHNqR9Uh8sNuRKuj29lYWs1pmX5OsTPU1LI1qyVA/0WKTo1TXNcJ9sbZL+oIDRYvFQs4LbHRNe8u0/QpsD6ma6va+PPm51G5tx8HSpJNSrW01nvat5J18KFmmZAMDXMgWYXYNNg+3WolPp00uZZjpBUrCKOQyEtsnYpMKYoxDuCaANq68ZVLZDKWdYXDTvTDsu85S7IpvT0EpL3uGrvGhEMrCzCMR2wMVnTbGPALPBvVxeD0lAFvydEqhAH1X1eYHxJXMmkQ+zLz5iABijcxzIZHANoTAfAjlSVxPAR4sSS2ec+HAylmhddzieGKJyZrYbrfbGON8Pmf+lrqucUx2Npul2B6bY21YHrgAlRqnuxSt+URCZmGHY+ZUtepmdZxmRHKR+jggjh3vZSEAlcDyS32eknGlSFqSQankVeEntgZpoxrGNaVYXP75cK5ZyPbq49NpagJSX9HweDpxr7MJr/tqNu6rEjlLaVSd/XILZFZGdWwElmcz3GF0OcenBWW6PItteRio4RqAg7zSJMboHvPf7/fwd6L+TCqA+XyOMtJb76YEKgHXEmu16vqEgJpOcN2T0hRpZZpyUtA0zX6/ly5tmzo/dNm9uAIbLzORRCbDMpWlN0VtqmNTrfK+l0BqJXReQQPemdEmFXE7i0JZWIka5BRJzDxMqa192YoqPw7ehpHQqZvn21MFCstXrVElX7gE3JXHycuY8vLD0vlKNScpwoBFwydV+tJHCTT/uoWl/OuOMz8vwfOMwM0vz7T88QLGOW9dnEwmnbpU3v5h2a1KDR+8ACUJkkBL/2td17vdzqW8KsxKXplHUAdMO/UhKD1uzDk04BI1Fyr7fr/f7/fL5XK5XOJb2FGRYyGY7PAu1wwtA7brUA5vhrfR3oPxSa3n6ti1rxyZJZBx8qknjci/XbUeepUAThKNTyK2hqHEh/1SY+iqrfltlUHJT0aqYNjAPelwy8rdtQgJsc4GDaYUx9AOaEpUsTjkUWV0K83aJR+6TXfe6CQhJUJK7uuWKV+ytbhKTH2VFw8rEdFOQqYM1H2XdR4Gm3EyoIJ4CeVUD2n2QnHauQFQrrKEVi17eHhAFoiU8CqZ62g0Yt4GVwJLHb5yIZWIvy8jeXx8fHh4kFlbY4xIEonMgpZuuCKmewWKtZlJNqMgc0DW3XrSMAtQT1xXq3tIRh4aie09z4pxRnHvXmyDJFz5novhSQMpThTZ1TY/y353dE0AR6GwmdSo2fX01GBbgSsic/S4HCSrUyJYaku4cmsj7iWXWNEmk/q2RD2V/CazoNXzqqqQoCtz4JL1K3xKwLqpMp8r9Qj+WuZxjW20vW2C27gQqzOCJKZwgPFfSiSpb2Vn7WE+QuosICTCU86o4FoVckc+f3x83G63vSKJ8kqktJfCcN2rcrnpmI2PHKJz3sEM1NICPjJje2rxPzw81HWtToKqLawoA6AkrDqv0llCwd88E5xvojL5VbDT6UEn3YASX7WhhVwSpFfDIqvzql6qp7KAjOEILTWWEexuo7LdfNN5+19qeI9kwBIC3Qtc/sEfA1ScjIymWontVQmZOjt7qsyq8fhcFPWhcsS4FqUdmJof68l7XPLgrqdUWi8+lH20FfK3YgPE3DUQSZkx76eROINTKgMglZ6mzQoksVWkIaU9V21WhJIhldJSYTbazNtOB2TTNK9fv7bPEQcElmxFtMVicUjc/ywHMHr3yL579852Yb/fb7db9/LqDOadZWJ7mLKzZOrUjbz7iDwsxmhPu0qAqXaz2azXa+RmkgJi0zTr9RoTlwpsQW6KDGGUG18VSFG/KKBc2pOEgtshtVsVVQmt4M6cJBDU+KRqA8KxTuo+qSds66cASYElNfXxoaBnRkzCEW2KP8lLVj8JcF+Nju8Iq9t7XOWq4kyX8HJZsk6cuDhFcLHyqZL4ZAFqwCNxB2qnAIsfDB10r68K5vAZAS0iNJQPwSmxe0kWufOJFdQU+UQ+D+m7MkhHLJ6uaYt8DjWfuC946VW+GONpCXVdI+0Rbrnq1WiqOegZm83m3bt3lkFiChaLxTDylAHUHNvM/hZbqzozXzEiY9Xbuq4hT7i8h8tjt9tdX18vl0uu8/1+Dx2UV82o+ZVPXLEJQTQSk+ANuNrd3F+dLDa1gINQCWyXVclwfAcRBkrabB5boA7KTJlqE9kWm0QA+TAgwpk6B+/B1MaXz6tEZje3Qh1D2ylW50fKnc58by236LwapRwgRpUPR18oZ2/Ye9LeCM9KL9OibM79ULkESDis4Ba8mCB3rNwmwvE1WHZVKOZdtcH0oEdQoRAFWotQezj5aLGUXBNP5KEIxTVJTWx5C1IYJ9VwLYfQwHoF2RMWi4VUBF3SINVQNz87Ep1XbXrVzkYt7Ha7vk7T/X5fniweN3C5CxJHPvgvrJ3Rs7eXbCU7C9aA4e4psMn9fr9YLCAQNE2DMUGIkEoaJ5FJTbSlxW4XUKxOxAZ3tqIKcM13Cuj46zqJKaBA5oBNHjmBFddEPZ33HKguWNyiMGilvpVEKXgEpBMBi0xJi0EMF9+6/WX5s/GnM4LSjf6UQGrzisp37oQzgrQ8IxAAsnynlgmqx3x4VAVkctfKy2VF/RIlmfOMLgoSF8k1g+ebCce0g2+jsFyFBGXhEwjduJ5zOp3u93trw8TgjMfj+Xx+d3cnK+ml9lnfJOXCOn0site84F8MuOKa+Pbi4sKtAZ29v7//8OGDfP4Mhz47gaGbfDLYM81UhZ0LGBxiv99zse12O/pHKcAVkp1YZplTDFgmEpLPbVVq9lMWFNuKpCepxA6Iz4qt2VbKphCyKVOWE+ESmTv/Of9K0dzlf2quSUaIudQfzs5HzsM1M1LGKXVmwjslrUzVUIKMPNc8ENE+QL+mfMglbgnH2a1kFpQxyi3D5VjX9Ww2A+OEXkgjraLvavXzudwGlQkXxPnFkbkjiTVkuGYQpNMyVFseTq/YmjcaL7XYbDaDhAFGjmtGTgx2talxQ7swJBfhlSa2cApchfjm5kY97LXUga0MQ5UYFmohLqSsmn0Bg0bTa6pYjBHqJjkEDT8kKVyfOKmiSE0w3g05HW5HorDfSA6Epu0iV3mbZSyMKxPYMD2XmFg5EgkfsAVCG482Ho/v7u7Qr7pNx6gwxG7NaMydE1rCw1h/5bkzU0zBCiJPpHf9FHVNgMsyCXz1dPfdDIBC6czuokzJp1O4udSm06m8M0QWqI7vXhiNRvP5fDabgb64qaurquJz7EZbxlV3GM6n3rr0wm3XIh/EPpdbvWkadATqJnRfa5OUQmtsY2qaprEl0VOFZ1+WoJhQpxSlbLZ9uWweJAfCbxl0emLlrOH0/VsYTBuOL7utxRUITLAlJfX81iv36pFxytqk8GfXLX/INaycLwDFdykQSAsWW7SLM7YJxUIb6iyDD0p6d0bADCrlOIoMXHWbuPu8Go5LXvLw3FyTM0QLgMUYgq1dZLae0LVbzsV1yo0PbsnnX4IKVOI65uuCGdDGrIZjlkn9bzQaLRYL3K6MJ65+Mzq+boKKFP/t1FHq9tRKjBGMzbbiki3ySHe+lGxOANecz+fsjusbw4/MQZG+QCTrui6MXHXZTNM0VqecTCaS86UctyWAYZFNwDs4Ho8765TnBKqhZxhOB3KRx8dH6pTKUEwdFAbM8wa8uCiFrPxH8pgyiZGQ8i2NNyqixypeSChBUbUv2ueFkjo/ORUlHGU5eKI2Tt8zVhzjHqhF6mRZoG+yMdv9+viCDsUOU3zUrs7Ogc3HBMktka8nA1KAlWE4+DFuYWRuwZWJCKBc4iAEh4UH2CGz0zto+RYKMO4GMTgpPEN7/L+qKrdkLY7u1MfHeFJjVbWHvfCvqyijv7vdTr2COSu2SV4IitXZuKGqdQaHljbJUSJMJpOPHz9ahJUNwCriIb3A1NmS2MY98Qkvyg496SYy75TgAGAIcWadY65Ti3y5XG632xSSseB0EMU4uPGCOBMMpyYC9PB3uVyGVsZyI+nOC6k65Wjgt7sRyCmVYmq5vlQ9FaWCGwJ+ARtjJWuIbfx/qi/VObLM9wVXP1bL6cS5Y236ulE3jiOFhC2QEv/5gwWkEGTLp7rHZSFnJT8Wbm0Znud+PtiOXzJPw9ihi6q8e4EKZQgBxFexzBDCer0etRc+uGhQGqUALok+9hhNZCSmMUZ5wA4ArsnwdzcwVa4fMBsoTBn1Xe5wO9eUA2hPllYKK2/JwGAJUnWWMJ/PMSxgn7CRqmKHw2G1WuUzEuz3e+suBSEbpu48PDyUJOoL7TirVwgQs3pkivPRqNMprWIRsmbm6OncBfAOED22a1PaSoJj64HNA55LSFFYCRTEaavMaIHq33OpXylykWFC0WRQoQqrqFPKAFMV5PCTPZWstxD/DDyFNl+IhhVKbA3sryzgaGkZPFwm0Ykiv5V/MzoBwwRszdK4L1d5CQID0JbYWkXzLCyzBNyxkuPJJzI4E3wCHHGxWFTtEUkGvoYQQJRlBCxA1hPa+wuRkwW/QZGRtAwkDA+pd5KbpgAV2ue0njVNA/UiFQXeaYNFR0YtqOaapsEZ9tOhc6Lv7+/7Gj8Au93OdTnnwaZslTqxZeocNCCZOoAbY5SxxAC5nEIItFvwiZVj5FBgls+lmth6Rl7mPI4PdEqIjE171QH00ZLzb4Vc05LdvqxC8iq3cllzLS5+lxwuRSozWkoGn17lzwIlSPbtCJZBSiZOVegs7jxrTHEgPE+FRysdsZPfpBqyQWWZ9USwBKvQjC5BPnc5aGeFnZAPgHJ3mrLPgAvS6IpTHGCWkmtSA4OBjvYcqQviN/nlbrfb7XY82hhaIZefAHOcYJHLIG9/Dp6HEnOKHtngUsBIpGWQz3koVnrQ7cESnBq0s4Y8c72AFr+fCNzf36dcpPY5FoYMGQ1pzcaVcvb7vfKLV8eOGPUK+0VuZHjHO9269IvH4+Nb+a/ycHd3B8lJBuJi2Udz9d7pzRWCHedR9jIyBXLLFKo08t8UhY8xWlHYpfZn0UEVyWW1mXGQjMbidsYTCkfyVNVabIaxtBQeeY5b0oSqQZLUuiD5U0mPUghUBmgAkUbm5xS+qtYURqGSd+pOp9PJZILLBeGDJI8E8MQkCVAj8mzhMDgzhlBlVDlE5LcUYPmwRI55BuAm6aXkdfJ4BRkp9VwguU7KsUecIdko9DKAwtQXUR4847xhOxTUoskBBMaJ/APWufukgAyCsFFLggMxotdKlkJeJ8ia6/bgcucnqrnChvIlrUpgyz8zfWOj/JHxs6a+KoTOKXYn1LdCsO3au4pPIVc+oFEcjepkpan5U43WbYq7DIaZVjKQqUHql5nuZxh/5ydWzrUlwSnJJsE1Z7PZcrmcz+fMh86rjmKMzDKqDtvhQiiyRv6A0TUeJxAIx4J/pjufBJ5fOXhSmM/n0JVtlCwMjKGdDlrICb04HzlloaNxAKSMhISrqys3Ee5gtSCvckFSxDZBKBBFUuqd1hZiQRFMQoooq0GQh5jd8qqelEbY+WEKeVmbdXB2ErrBkOmItEYUCr7DWGYJ11RltEOrEIZxzSDGQipqJa0AuJQlOchEc0kJWr3K23nK12VVYKGVvLCQfXKtQM6yGDLbwHQ6Xa1WuPwohDCfz1erVV3XDM8B14ytxzG2x72hWeL5w8ND0wJ5ZHOctVLC0xFWC31bOZfBXEHJTuFlFC5W+KHsmYylStUJCp5KXcRKttst44l6pV+3eNqU6KePpwrpkkHFQURihxCWyyWHWtkq3RDiE8NJYnsWBV4JmgEpLKJMX8Ldd9EqU9ZgGGZUq0Qguoyt448TscoQPe5WyZtdfaMX0BU4CN/fIybtZ/LVGc5rSppeItdEEfRsY6Nt+VRbnQ2F7HwPXgr2w3xVea03pVOquB4GxHL34tgAAgvX6zVjRh4fH6+vr0MbBsl0OSAKoXXb8PZEAP6VaGQi7nKj8wTwqaxDkgLiNAJCityRwfnF1Wp1c3OTSh6UYn4AHK5wX7m5zkMImOggVP/TwY28LZ/0wVI4N1GMkSdiSw6Ylnhk88B2qZha+0qea6rxGUxYBnyl4IxNS7vgE+16K+BKrnmuRjNjMkz6/8PJk1NQ5LCWs0/5rfy3bkE+lyyEfnuSkhTmKoos07Sra8p6Qju+DOKt2qP0Ga6capd9Ab90NyRN+YvFgmkf4K3E4JBT4i3YHu5FArNE/A7pSBTZUy2DDMJP6ZYhViU2n74wGnQTap1O4voUAJN4ho5jvqbT6YA8cynPDWJVMrwWb5EILVOmRFVqmibfUAhhOp26bFUum3JH8ng8vr+/t8sJF7o1TUNZMDPsiIAFTCaTxrtQJcPLD+L2TdkLSJnl5kFVA6BcfZTkpRxSttNUiyStJWIW9leGaz6dOCuPiT+dmJ6xpQFSrTvRQPbJGS8hcetXT9RKrY5TFqSUs77tdhpIq9bDoT7pKxCohqQEIF/JaFiKDsvlEpZYfstsPpDH7+/vebEwOOV2u93tdjgQYo+yWXx6bdTB9p9MgbrNcJv50NZQtyftSvjTfD6XNUiPbxDZ1VXSH3gNmauzEBaLxWQyoRZIcH0KymjpTlZ+ghCx5Wq3dtCWy2XqxrH7+3v3wKjc+6vV6nA4yHMp7uDXJjdhappSC4MYcvfd3d2lCkvt5BSyAIsL1hUcnMq6Y3OA0AGUEbv7ooRIBTlcfU0+VJ0zrZSjx21YHZ+2T2F1RiZXtRAKlBB+4j53d1andCv7KLuWPK9JN5j72ScEzlzneQapI7oFbJ3yCfl3yk8mp9PdNqnhqlr/AUkS6DgDXGmSXS6XODoS2pWKGP3NZoMWN5vNoQUV7IqaU1vabpunkxzlOBRu5s4KMXquWJCp2R7nDyFcXFyoBaDYJ7GSonoG+clkIm/KjN4xRwvyYlHioxC2el5GE5JDHdvDHvJKGXDcEMLhcLi/v7fCgWJ+lCNjV1CPbPrx8bEX2p2gmlb6cSZJhQS70sDaMcU0aFmTDD9/CjtHL30gw/k6GSf1yPKGKhEmkjew9WITrC0lOsfjcG4lTKt/iZgiy1ZSdA/yElwuSwwdJbI6wfdbIsKwq/Hc0e0SsPp7kVT7UEqXUuqBGapzabpriN2X5ykRAUFmCQ6Kf2Fovb+/p9GVfFEB7VS212e0Frh6Q0YfcvE5Xfyq24Ty7lukZ2PChHxzdgaRkAhoy0CVGCNG0u0v8TkcDoUDXnn3f4U2JZOMZaPKq6Sccto9YMy32y2YEBNZhITyTf663W5V/tvnF7VLzCd20hljAeRBZ6WEgR+WK7vsJ99riaG0Obm015KR1JKW/KyELimQ5i7WpmSvvIMGr9z1jB8u6choF4oLZnqkJr2ThQ3jcfhqHA1zPl3nIFPMF3AHwjo1B++6Kn3QJ1On2zRXVQmRspXzibT2TKfT5XK5Xq9xUk2uXcS4IjMOIl3v7u7kgRAZ41popXw2sGyyL00pBJ5YdetfLBauqlQyVtY7xR9V2mdhO8V6Li8vYR6wjkN3KHB/Mn6nEuM9nW3gGYA3r/X6CtaFp8AHyVfH4zGyApEYwqCd0l+lT7QvSHZVWN76X12s3N8AyNYkjPRZViIBJ8lvFJBv9OxQPiynwOAeHcnRtpa81JZhjVJgsa/c3/JJdZwcTiFZtRZOPrdrt27DdnB1onpbbpasRFqDUyZSSZdQNGez2Wq1uri4mM/n0COxS/GDKc4Ph8Pt7S1911zEjPH7oyOgHFL82ylI2icAd3IBUDR7HfknpByZLp5UMaWOBYKLTEmy8MXFhTS6VlV1e3v7+PjomnBhse+M0FGY2266l7RABOxVeSEMsDGWl59Op4PvN3VpEWZKppSqxX07yOPfNM1sNiM3DS3LPIVrpgDzYgkv1rOrIhOrTokQtELyztCGiMO+ZZWWZwbS7afGoVAvt+Xruu5huOtFmjMEsbAeylbSBC8tkJ2klu5AK59yeWUSOHBVySmU6mZeaJCVMIoHD8fj8Xw+XywWy+Xy8vKyruv7+3uYXpEyW3JQbE57MuSJgLJO3lpwxubcHWJnQQH2diq5OSQS97KUAWRuJC7ZdjW/2svlmwKZ43Q8Hr948cJlmeBnctn8lEH2/dAmRi/5aj6f9zpd+kSjEdu7UHhPKpgljm/JdqOIcnDjdVkspKm/el613gTuODV61AJT+EsKqXBQ7Vo06BvKXAiviE91vjSiFgawTOnLCD25YEqTTqHRNE0H11Qj1YmKbdh9WN49N1Ct3GcOk4tbrVJ3UjgrXbMqjgKoxVUhCPQAYa2qCul7YJhFyCs5JfyXTE1AyCN5dmBnz8I4M7s3s0P4KlNApQ7nc0R7ul8N5kMkbfbVZrPJ3LRlQ/W22+1isTgk8tfzqyBMwRnLJLzjaKIz3LfXjWDPALPZrHONHQ6H2WwGNfopLLSkLa5gypgpJkNwXQNuL1IL2C57aUXrBFmsbvMthy6WmaqKvNM6NWW0hLJpsVhJK+WQkpLzMOCTWHDtRwp0jhKFhBqUkkktlDHDsaXeAuPZaH/nc8SF5wMuwKUgPOIIHV/BF5ifdQabIBiE2Zz7rhIoPXBh4vAZVc/pdHp7ewuueX9/f3d39/DwEE3uuhT0MsxWx6Cey6xjVqLs1d8BkGGKkDMygbLKcynDf+wdkBJkjGtomVPTNLD+Se1ntVoRQ5uyLiTicjvh/v6eEthyuYS6aVkaMXGFJ542g2KNam1bWGxYMGxCdQTj1nm5WApcoyJrZuY/Aod0sVhgI7hxIjzFuF6vY4ybzaau66urq4eHh17HgcpXsi0W23tJt9st9jJ1sk4uRTqj9l0j7vYKx1E2rmiOLWC1QBJSVQlRUlg14jRt1eYDSp1CpmHP1hzaoEj71QBwSZMtM2pT2A+Qerk4Ow8XlNTmM55e5LiwZC/AqmrMlRrBs7hmsOUop9Z36ls5i3R1cANYA6+755G1B3QBMJ/PYXHdbrdgkw8PD0i86RKCjGSQ4ppVG/qbkdrkTpabH8Muq7ViDQp0xvuUQ3631Ik8w1gGPHmp4OHhIeP9Wq1W6/X6cDjgVCsckCEEezUKGrJHU1SB1Ku+YKtKhaIQsEEYR52vXC4wNzWd9YDa0ERwDvt5jHEkkgUul8sSvVbetekCOzUajSCgdHazs9E8HMTVabJaLBVSBhlSkBFzMxqkfS6pnIuY3CxVm8MoJiyNllTyQwBx6xTTLbVJEZ98f+0rl18WPskgbPFXPwZEPhM6uKaqJTMivRruLCNtAkrKdn0JnVuFCoE7WO7wcZ4q4eCU5eVokLRRHlytVpeXl8vlEpkKcH8TjleiO7vd7u7uDql8UlKb3QlEL99fW8b9N4qggCD2YarOGCM0AIZLANTIVMWifUrMLFy+u90OWuNgw12M8cOHD+qhFeohiJR74KJ3L/d5oa/Aar2nnSeIEKQ2rN1y9Eaj0Ww2AzJgtPhLgYAVwvM3YK4zE4F2pWjy+PiIi+Qak7pdEiX+yKz2aAxUmWGRBF29kl9FcW8E+OiJEQ/yczeAVjHmJwJJCuwGdP/NCNySTab4/eDunHqMz0VazXH+21QBRsHY46gDLANESdruQ6vK9CIEciNZPWAymcCGs16vV6sVPJofP34E16SJjxTh9IXYOQUWuJLUWRorRGdqcNsi1+RDd7Ikn1ZLv5zayrCs8gOp3JPlI48JzRNr96YON3jVBUh1fa2Obj35DAxuuwDb+tmdiJwmuXGQCgfeX8miOL+YKeiaGWewXWlu0GkeUDlzb4EKqbMoMUZ4W5o2nVD5orUKiSLiLsKp/ah4Q3lnlbArUYI3Sv6Qkkonh85wsvxXod2b7hlrW2evhlxNqSRU0E5TGMA1OwncgCHLw3nPIw6bVAluSAhmum7v6qrrerVaLZdLHBrZbDYI+Xm6rA4l4HZcbZ7OLXEWeVM6V4bVEFtn8+FwQGRN5ycIwppOp0h69/HjR9pj1eeHw0EyvKqqUtwohRt+kI92dhO57grrz4NanMjIOCBcIgWTySTj/oTU2Nlf4oMfhQcxERAQj280y9BxlVPG/a2Aam4UfgH21zpoASkEzk4MS6Bzh8rQIbv3e3FfF4b1GrYE+Iw7qTSl7SdVf2VbkgcN4ZrsT55r9uqPLXz6gqMM6MopbDfVtPxr43hlYV7+XNf1bDabz+eY/vv7e8T7wAabiWp5CigZQBuV4BbL2DSsSKiqygc8DxZiaOWeTCZMCNAJjLA/F4sCdAYEdW7v6XQ6Go2e+U7mJwJMjcsFEb3lCp3L5TJ61nILCG5CqqwzoBtCEEdNsBofHh4Ql+CWbNqL3J+BZD81PEUX+u5oaaBStkC3Zv51CdcpPXKpGRHj87FttaTqEtaY4lh8m+8qERs2CpVxSPB33V7ckbHN1m0eWrLelLQ+Ho9xaRdDdpGmAC7Mu7s7XPic6uYnh4xX3DVihMScpmaq6jKfllvILfACUakaZrQWnJQ9HA7fffddr4agYMEDF/vHrKcMsPaizUwNVBFo5C8ZN6zM8x44qcpuUGA0gGI/djOy2uVy2Zl4AVyTSbKGdCABHNumabCo1K7nFNR1DQSGRVBb+CRa6SeHDHdwBU3JL90Pz6glS/6lqn1yv2b+21MoZmfl8l/FoTuZMVmm9MDZvzB/4eQlzlzi6B7cIYVnSAhqi3baKNTZ3gFgx0FZadwsEHkF8YyyXkhraU17ezZSQyiz+Wg0UmdLRqPR5eXly5cvP378+P79e3vxsoLVagVOvFqtoCHJUy64VaZn5xyoqgqKMg4FWhIsT5ciKTFZ72g0wi1y6tZxW4PbdD57dR6++OILXtGKJ/lJT11RB5A8FUJJ59gieoip5/vinwKJWyOuQLHEpO/WPgUTwJ8kW83T/1OYy2Aoqb+Da2LTSuis8ZTdaKEzzC/z8BSQqipFZgCiEpi4AH9vbm7ouWRoQ2FbjEfNIMMfVvbpZeTMY2UdG+7ulQXUyIOEpZROWbh8yqDyupgjid12u4WaQg7hct/D4fDjjz/++OOP1gyI8spyOB6PF4vF5eUlqoVTDa+UbbCzL1VVrVarx8dHy61xGTW02NlslolQYKZQyVR4iE0C9Gl5ujTGqMSI29tblWYdPLvyjh4hDpxP6F9EzXd3d3bGIVjYWaMUkgIwUV61Vrc3kCiQ1+fhR68cQ4SU8wWhiFCFByuU3JufiucV7rKM274E8/LeZaQByCLWgmIrl8pMvk7+ptzGGTmFSY0ro0Kp5hXPcMuoLnUOYom2F9J6BuqX+zZVVScmJWNHkkogy4T4f3d3d319fUqwj2sHOBH6RooWQj4sPqQnF8hgOcm90TkFqM0tBrpWtxe6dSIfY0Qkc/AOLF5eXqonFxcXV1dXnfd8TSaTy8tLsHacL3KLIVJMsnZa9UObeOH777/PNITYzry5NbXmpdL5+PgIrc717/IqnuCRXcUJniLADSFFyOJbbo5iB3uZo9W6YluIlYW/OfM5RiNPf1zqqmip+teOqssn1CY642bPsK6nkwBKyDgHXOoSnTXYxPfyLiNVeR7JulceWvVlBsu8eEVWl28ivxwBo/YGzfxwKyIeBeRxAIAuM98670HcbDbX19ebzYb3k9gKmZOlpCEpdpUUzqunJQPYF2xtPK+mNFRbMh6fXZPSlUxZ0gugEGRyuCtUf/jhh5ubm9vbW/UK+g2ubMO/VC/ckJNXr17FGH/44Qf8S95T1/VisVBZ4wFQJeUTdp+76eXLl8gPJYupdA1Q9VxLbCbEiYs2ttkhYBlerVapa7fBod3jHKrmq6ur9+/fp5q2oJIFuk2v1+vRaPTw8FC1xzTV+VdsSTgg8YRvR97la4oC4IelvHzF6xN4lsxNfYClmzKwWSsRH7pHEgfv1hSRsSoNYzU6OQTxieKEaIlG1Bv7LlBDRzQs5SkHnHfI66kh0Z3SWwBLRtnFzD7EUuNJwWEdVui5lez3+1SOD1ne1Z4J0GOwc5A8djKZIAHe7e0t8vu49thyCyQH1m5mVSwcb+/KS2rlimCFkJmLTEOp8515pg66Vov7JVy08xEfYGnSMYYLuZRJDTukxBOJ1vk5lpYSS5v28oDPP/8cV7kh5NLWJhkDVEl3lyJX1H6/n8/nv/zlL5GRGCWRvUh9pYy0AEW4Ybm1zFttOl5SrXghGL/dQa6EPhqNPvvss3CcXOmUAFfMF5I3ZYq9fPkyhPDx40eZIeG8sN/vb25uwKHlIsewbLfbw+GwWq3gYA5ZLSIcy0mWjyoioICrLr+vU2aezicKIKNY920GSSk0lzdXDUo822nxyjTHH3nWk2HG/jWBikAP65iLK3+DcRKzXqNQrpMNE3xG4lJoqAiTyWQ+n69Wq+12e39/f39/v9lskNanVwC6FWTyTC41CHk9coB8cy4oNCQ8XdMugKJ1GlpDyy+pdHamKcAiUTGi6qyni0xoBTiE1aAkM8bd3NzASzefz12BDAsPFA3sDe0qP2UqRtdNR4U9Pp/PZYIe21/ZNVXJeDxerVbQ/1Jck/1FB1erVUhMjbpSTb6SUUiF8tBg4DkT9Rx8BUrwbDbDyFj10f1XUVRFcju3j9zgjbjtJBWjVELAC1WjQgyfCEqUXcAwxV3GV8qGVFWnxtBmwHJKixyxcblmqtvR83L1ytBRAhAw5/M5suI1TYMUP/v9Hoxzt9udK+6pOnc4MdlqZu4/LVjcLHqFslpsw30z07HZbEruZZzP53Vdw+oonwNVJEkv0aJk6DVuhQOPAVFDiDU0OWh7i8Uixvjw8HBzc9M0zeXl5ePj4/39fWw9wQDwm6ZpwA7xrwy6kaFDijWqweRxfos8Kue9MedKYoUJUtZgK3MQcIITEcJy2O1SeVIZEUHak8lEGdilaoWBkjJKCUoZtSSvM1TtyR9mY5CQaoh/VTRNOI5FGMZvfiJQrlDlP5dgqyq10KaepJRxJbPYY088p4XZUgaQfDfclaE+P5EJgWUuFouLi4uLi4v7+/ubm5v7+3vYYxku28sWkYInYm+cAo6MOyYpm5IUuP54d9EwyDhZVZ6dFCdmGWTwr6pqtVphGGGARapIqc+BF9Z1DWlst9vhnCWrsm2BTOOGAPUK9fNabKU48o4XtTGVKgkfrZQOUzYh6s1IfT6ZTNbrNXJjgVMeDofO0z4Krq+vr66u9vs942ldAOk4Y9oKtdpjjNvtFlOTCqZFdJvaX+WMUzHC09AvBaLH3KX0ND3dfu9rKz6XLsRxttZmyaoKyd1Y7hMZLhvEXEpRZQCuFiGX6boyjjVxpJirHY6+GIY2MR7kysViAXp0c3Oz2Wx4q9dTrOzzynfslNTp6ReRJf9Y2CFpSgbhWHDOLwXj8fji4gJ+shBCJtnQer2W1N/lmjgbCjutTV10cXGBnAnwjpPc39/f13UN9+fHjx93ux0CbkHU8jPFUyWSO04mE6RybJrGOnpD9nCnbI66oErHwzLQm+WRWcwUAuU6VfMSy/mTapOdABv4breTbnhpJaaNvdftrVFEtfT96lw7txEXgTXijqnCb9WTcvOpLUz7sLJdl1R4IrhcJlNe65qSZZa01xn6KNWdzjoVqz99yMotqAwtgz0NB/UmkwlUTEDmchIXwINTyhwLyODbg7jqUpa08m++aS7B4PmfenWhM0R5AKgO1l2JZlAmI6xUbXgRIGPanc/nlrmCGiLg69WrV6lv4b76/PPPYZ8PrVtOAu6Dm8/nyK2I8DFmmaHSf39/jygzTM379+9lVfAOguFdX1/f3t6iPN7Kg4lqduR+hGcBCkRK4HCPezbiQg9pUmaosywQQkAQQBCJYd148mEwGo2urq4QLQXmJNVKaZp+8eIFfkOUkdw6FSjkRgu6JamNuRRP3uFFzuqCVBgknziR1kUBqbehJQucdEsW8pkCpTjei6QU9o6m40z5EyUGyd3qNgFcSBBYaaWTBf6ga1YCZDdUr1wBwcVMISHRVXRcahL56U9BStF0tVKLs1xJSFyACKCPHz/e3d1BxZSJ8TLAmsvlR1msUApRsVSpYpUwtKZmijU0bRJOCTFG5QWxTBQ1AxlJnuwgD4gpgwbz+Pjofi4zD1iUoGBB8/uXf/mXEMLd3R3OEqjCl5eXiAK1QFocQlgul1V7z7l7QlRuImAOnKmHkeLjLiqEue73exxlkVVhMJEAYbFY8E6VGCN8n5lBi+IqKzyRmaokIbBdUMc2qIIAQC75r+2+/FdFJw0GjDkmYrvdvnv3ruQreTlgeXhtiihzHPKfc4SZH8bWr6pNUUt3dRX1IQ08cR5ad7XUmKNwkcYYR+3N22rNZMTovni6TKezBmojGTTcVzYCS5Jr/mVnQ0IcGZ/iwc687YRa3DYsKbt6SEgNUGptxXSyUIskvJg8XrJarUaj0cePH6FoIh6hc62oJiqhQqU2D7YHbT6uXGM/CcL0mjGSyHUQWoknb1SR7crfzfENfG6XXQtwqiE+qbru7ZLKkI2YyGe4XS6Xk8lkuVzaA5oZsNlHyfmUQAnOZ2uAtsG8UfxX7lK+gr1XEQ785v0PuBEF3gHEEJGDppalu4oYDpraGnbTHdor7eBh5bclCYoRgo757QzFclcOmDT2CM6ilAhe/CrfXF8mFGPc7XYQmDo1LYx/J7axdfdANk2JMi7VHWBAQq+b9qAOHZl0bUrEpPG2vP7ywgoru/4z5TEFeeNTZyu2sDSlZPrSYYVX0QEnCjtRGCUyk8FFn4n6scJjrxsWw3HXECuLm6QYLvvw8AC3EAPVypOwdy4CyTXV2/Kc1KkVQCsH8cxIEilMSnaL9fFICaBTIK3EFQepNZpnw+hpJkyDn/NsQAm8efOGY+iOGJIGuAciAQgNBc/gE0nKKfJnDGIgo0jiM5vNoLft9/uqqmD8YJ4j+yHqr6pKLSdXRwwhuLkOqtYGw8lCDdihslqeVlQDgvwAGEZ3YcsbN5WOG0KQaiWkmarN3BtCuL+/d3cKQp35yu0v1mf5ksCZWsRGAQFwULfaIOTaE2mmC704mQSqkmrV0Xeet6ipV+Ub1k6TMltWwjYjCZFldXJtK6KR+l0CZAr4MK8jOQkvVN9KXg2bwgykllpf2ScD0C8x9FAxQeZwIrPwRkxXBgxdEoZkbKkyJ/ZRCk14Uqfv364Snmz2vWTnk/uqJ7YYm5MssyRPh32LwwA4LtKJYQn+oT10iJMnTdO49kBosYfDwcpqVVUhjZTEKtWR+XyOs6G3t7du93F8HmueXA18dLvdPjw8uMefOKow/0p26HJNCoUWBy4kAA4p7vf78XiMYB/JPqk2IfpXrh9E1coW7WhcXFzgmOzhcPjhhx8UF9/v9xcXF0wE2IgAYMhMkmGfPeNBbI958BIxxEC54towMiU/yVi/ld/0FGVGcghXpM58dV7AmoH1pfJ8MXxetbmiqJ1z3SrmmkFVceW6BTxUor8dmSPzrGXsnV3lb7VKnmJky6GwCxRbcCjzcDi8f/+e2V7UrQ69gNOQ+lzSU0ruKKxy5WTA1c8q4aMNRspLcZeMmBKOr3Ny/ZpYx3J52Qq56CUOUuRMcVk3VqJqrzWtzEVUoU1kClWg0Dxb1/VXX331+vXrV69evXr1iofzLFnEE5grFWJQLjM3MyvlpmnzsSmVkSNJ35JkEugXFDtG6zBYpmlPesQYMUT4HUVSBbUqYozIfZ9a8FCUGeZT1zX1uc4NQileGjaHcTWIfRyH8XhccnaWw5UvTLGv9mLTiDmT/NV1Db1TTrTcJtwXwdvOVsqkhdZ1xKrDDmdRYZvjUK8SZh8L/JqycEkxKpojc71M1YbtUFZQdLVKmC1RLO9HkCzTtsu5iMZaW2TVdPXr0NP+gFZBaDA6dRvHxUqGsai+gGHC0XLeXoIk7HAdkRgR89j6yVVVcgLksqapIdMjqpvYLdKxEVrpPvUVP8yw2Or4ABl+K92IzcnOyrb4ls9dvsv9lsdHmV9CWs2V4F4PiRkE+V4ulxKrqqpkHvZCAn1xcfGrX/3q888/R95ExqmSffJH02bksZXUrYPcjlKegtDqiJplrKZUCOQn0v3PbQWCi+ApUhzQbsZ5whZqdUTcrK7u/5KLXy5Iu5aCmEeFKow6koS5mflCexw2dbJTaZ+YffxWF54o+suL/NxqJeadjn8cv0H2Y9jJ1+t1io252yr1NjXR9iuOpGKlvQhyOA71ouXWPekkl0Qh1yyU+2mYtSwTQP1SPlQdV+2yadcCr8pL3smHu92O9NN25NTcQH3niV/Vx5EyT6SbWtwwOuv1GvrlbDZ79+7d+/fvIa2jjGvCKsFQaVH5T8gwKnGsgmNSOKqsJMWoquxJViupqXpQQ/n5VPq3SvruomSBLkD1ECYd2DAROOOm2CZ7w5kT5YuaTqevXr366quvfv7zn7969Wo+nwMfq2LiQ5IM6rISxi2kHDmuUBy8C6tlneGYmKamgyMpCRAVTTZXt3nPbSgsRTc+kSoIti27Bq360OYPCumpJKt2sSVN3O/3t7e3FxcXqaEgXFxcIEMvDLYYpaZpkNUBBmQWPuMxGMChzesUY4RD5+rq6nTlTyo3+WI8n6ZWe8aSZAtLgTiKU0YuDkqQ6t+5JFTGQOqWydcgy5QTK7eqFC2V8Acq41LqVBVS1xzGOBVIKjNsYqq06S+IMeWpEsi/19fXuLckxXX6oiG/jQlrD6eZa4VlpOUhI8unUMUnFETq9pyAwkGOMApb6VUqypZwW5DqiF1LfMLnnKCUjEmAy1k9HI/H0DOoWr148aIWLh/VrxDCZDJRx0ugrHz99dd//dd/fXFxIVtBPWCiUm/L4Cl7odazLCYH310b8n4SctNKhJcDDXkrCyNUIWHg/hMoEBTnJWOjcEbtnyFvCtUgCKvipmgCa9iqcbRhYiUXHkHZbrd5AkqYz+foNRcqhs69qtryjFMA7Bnjhvyai8UiZZMvB8nA1KvKWK3QemOyO2UoNktSQLcr00WshJEMAOKDFRvS2gJ3n6IhtkwQxCrfunRjYYmSdBwOBzjssMLt4unQNTODJclubL1f1F24OQuH25XB7UM+ySjsLtStRw1nz1+9erXdbt++fRtjhNBqy5egrcAu4gw+desAl/J+ZrJTXMeW4W9J8U9f96o5VWFnxy0f5W/YWlPhnYfDgS4N+YktKQvAUkqnpryoS/osJ5PJy5cvMUrYSNRf892xvWOP8nKkOxFASUr6SnsbHacjOIgEpIgAr9tjIdCt6RANxwKNNLSyIalkSNmoEUDXVzB5DOSiHYk0gVUbrjXg/pMSDsTsBxIBeZ6HVcUYR6PRxcUF7+x0myv3EEFWQ+9wUWAQ62owpAgmn6thIcEZtdlIUgJrLeJoQoEdOBhpKW+7zs+XS6lAA3kESxI0eq8qoYla4ma7ScylR7mc9PEUtRTyLP3UXq7O3lqQPLIQuZC+XkqCJBMozCedH8pBpLcJ6c3m83lsTStuMm5KdkoRtGBVqFA8aPghKVdnv8KxsKIwsQ/r1mPaZE/yhIStX51LkwQ3Jc/mcZb18yG3RGrcmqYhj6yOY51stfyNJHluKBB5M/MVYOuCWUJl6SVfZ5APZeuhNjkr1IQqPc9+zsBCSq7yk7q9TVClxJNs0uo68Ria9pwfHHu2FylxwZXw8rBarTo3u10GdTaYYCSO7VutOvNhJyChIP3ZJ0qoJXSY80tuWnuxh9Wxx055gjJAaUmtgTzOnbMspUA6WejaZDHan7izpBEutlEgsrmUMOTiLNUJiZU0lRFsDcN1zRMhFmRzdUlG5yfV8ZEGiDPIK4tUZzc3Nz/++CPEw9Tmx4/yXYTuKK+Pe0CNkw11IRPvWtJop4inKi9sIoqTtfKJJe5qamT5cinPtSsQrG0qVVIae6uq4gXUikpi4blRsrPZzO6lEijksoq/5r/qiwA0chvPDJDbrTk+IR7b8H2FjCqDw3xS+yzsSGjtZvJ6FgKWKHfisHRCXOcDonM7N0VqIlSXpag9AJSiXw55paUXPlJgohyfGlLbYtOVXCIIcVACWXvVem1CdlFlaIurOagyMhw1CFdFaDsukSzimiXTxjLxOFXeJwc7ZMgOg4w/j4+PzOrJMP0ztt7JxlgMROqMvhYFUjRLaUKFVL6wpKzWskxbg2TndXt8vgTJzAjHNtcSdt13333n+tvy+LP+ctW5FwyQBYPYwBTque0h/7HXSOLD3AK8LFMeoFSzI1UKWhSUwdzuFFmDJC52gqrT3IqskLnRZaYh5PJl625D5Qi46y215DIZKlSLSlRSTwbo4hKo4P5EiHAG8hhKm1OKYwURT5PRI2Vz8l+5cQDQW6RhQwqRTRsXItvql0/H/mZL7nM5BOrzviQjpdNkNIOqqnC8ZLVarVar3W53e3uLq6TplSlHI2V7sfKm2mZKfiQlAglwibjLy6UslgJ2qlMaKOx4auHaSeTCcrXMDD54NZlMMkoGZU8cri25KfOUUDoJJQMuSw7jqYopDsBQtm5FJSx4t3Jpi5MOTlkmRbxc9ciGY0AwejoZcTabgbThxM5sNrNnVxBkC2vQiXIP4XCchU7Bs6kTbCg1wvmRT4nU5xqlfNOKTUr9LyScqZUIQXXxrFrdETMueYQVUKpjg1zJ8njCW6kHQ4or9/oE+VkuLy+R8We/39/d3eFEZrkNJ6PoZEwH8t/UNAygIJLN01WphAZ3DQ1b/ViXKd7japN5r2emoaa9OsOdGp4mrNvMefLuLT5R8kcvHF6/fg0bft95cWW1mDg/wN2epwgpSSUFOPtIC7x1+WRwjgmw1l13XTVlF1ZjuY5Go+l02stTAGBhZTmQlciNwDxEzXFk04CgJFu5eoUM+2jFjVALxdb7E2EAawxpW1SJ5N0XXD+0DGsgGnWb2SPj4eKQuitT6o6VAD5xMSycpp8K11QDoXrVd83V7eH39Xo9m83u7u6ur68fHh7gVonHLlV3bsIJZpPMrJwLlAzFdsNQHtkXXK45uGnlEJLUDb+vrq52ux0CLtS3SMSjHt7c3JS3PhqNcCtcKht7J9jpTnlq5UPQC3qPZG3Wf5yBuj03KY/xoS82bl663lNkUVFM5AeQ3DGKQN88eaXuy9YHjLDL8Oyky1lAZr4QgjxUdvqudGt4fHx080HKr1zpSg5LnkV1GjzkLGdk/c6qWIMS+85CVTKVSEteoeCY4ZqhzbrF39xTeKL0S5tCD+6MQ3vRuhqNIVwzP+75DlMZV2Xy6wb0RYnDeEVWwaMCEDbn8znC8Dabzf39/c3NjcoWpkiA22immy7Yjpfo+017aTCuve0r4sntl2GcVSLKrhxiIuRSNj0MsHBLbAAIUpcHK9U0xXTwggLkAHrz5s2/+Tf/hjFZUqtIWa5Sz/mbi1wVsEJG1R4GsOcL8bmUEuikdOkjrYX4lilsLPnjGpDn9uzOYqPShAveeTi+d8xOPaIt7OKXBJGv7HxVbUgIfpQbh1arVYxRckpID8AWkcZUx0u0ZA4Cx5zXz9kysA/LYFrVo3Cc2yvVnDUhqt+yckZI9Ko5Q6WpwLjUkjBAALJsWNWgZKySqjIEVs5a1Saky2iZckk34miDVatKuWYvFjLK3qQD1KU0LUUMVVjVQ3rkWg6xdBj+A8Pszc0NU+XZT87o5BgGSs0aBiVdkKR8WJddkeX00eMyLf9kdHy3JVdRSSV1e77t9evX33zzzevXr2HdLZyCFLlRZs98JTFhwq3FwQkMC2VBFGbWoShCHN0+4nyIDP/BDxXjE43WqGiEwhPZ2wsNs3kgL7R7OXWDjSwJ37Z7RHKxWPzjP/6jrXO9Xk+nU5CC7XZL36cSOlNQtxlA3aWClJxwDPFhyv4ZjgWITEkrbIXWAsm9HNtcsrZ+V4CTZRSjkkPROb+uiSWUkRcss8PhwAivAZBBUu6OKhE+osofRDLeYMidbKhfNNAZGQxVH7lubIuu6yJfLRRN3CYBlnl7e2t3plxzJ/Ylg0xhSfLOvjEsCv/OFnuZ/iyG+dZ7fS5JDwgx7nzO5wvFhyyQIq+Aqj1lLwF86Orq6s2bN69evYKL1N1UsdjSXmJQUjUPmwUaXTrVL5UtT1plZbuSWQYhceMtMsJLAZxRReX4xxjBa0NrKkilsyCQ93SeQnFvHeGsyVWHa72RerokIa39l7VVXkK0GONut3t4eICpn8wgVaHikYprYrgkEVeVxOOreV36ps5XpCohWJdhX0gpIa40oMS1DKrloMYBpwHdNJ/ylFo0aiVSZzDyXH07lrOo5I7gTa19qApXxobgFpNtZYiOMkZlppNnZpHKYL1e//jjjzc3N4NDAE6HPM1Vwwjz0YmRnzGhxBAZSCrnjSSUUI6/HZyHh4eSD7GU8RvWsBQLWSwWNpayruuXL1/+2Z/92eeff4585ZKzDhN7peQ3bFStNGOJMn5Ye5GcSncomNmctFidJOaykQhw45ABYzDdNWalIusN4vPOLbndbpumsWkU+4JtiCwtxojuFMrl5TYhyVw7I3Qk4SbHKjGZYLIyuiwxaZrGmlIk45csk7rK0+kShP1+j5vGmfzrREjhHFvPQqoVeQqZSnBmELq1Y6u8B295qbcZVR1zw8gFFwF+yHpSYhcBKiYyvFxcXCC7LIXcs4NEO9VEamyr9gpGlbZNLuJyQb7wOZGpzU0mbmEp0PQynw6DpuB8dOrDvp+sVqvLy0vobfnbqknITl9Fck6trhZNhFp5i3aC3LuFSQt4WZhUaNxq7UPp0XQ7Yr996sWjdE1lvbfAjIPL5ZJZF/K2EIISa2hRV9RASlH2QxfyZNA+x6s6cSVAZ1tSV66OIZxpwZdAav0Q7Cx0sgwLTXvcICasR+Dc8RgyaOv7NTNqSp5rWmCOEre2zNEi9QmlqtT6ZrXI6L1arbbb7d3d3bAkIxaZp1tAdhbtkRJCar7twwy3jq2KXydSi8kaWEBRSUtnTxwi8AzKEPL64tAmRMSCubu7CyHwiAgVL8X56FuyuuaXX3755ZdfsthZhFzZEfzgAKq/1dC0bZkR5j7vVXNsLa4II1JcUGq0fSdXrRCVJ7YcpJxXF+TBqKoKscR56tS0V6OU9MvFnAuVFAa3kxIfhPUh/UKh1dGVPDoxjMcXr+ahEnGkak1KdbOkqnNBqoMZfPCqfEWRnALkfifLk6MhcUuhd6TruGFR7pQoWqP6JjWVFPVPiQwpqY0hjlUbX6e+Qlr21Wq1WCxub29LhjXjR6yPL0x/Nsg3KkXX6Dm3MoveFV+qrpP1VPEtB1XVnkW2qKpKBlPU7bXhSp7rpBQ07oFB8nzner3+8ssvV6vVeDy+urqS6W1DmSwoIdV3u/bOQoyU2DrAC64gxohbHWiwjSKuRF6c54pKtrYo3FRBGISHobff70nmcNAzIwfDvF+S/gIw+MJ5NQgYq91uJ+1GwPxwOLjXyZ0RrNidAXJN5aDlq0xV7gax5U8nAjxdJq2VbrUu4cpsPa5PSTpSimK+IzoaKBUWoZ5YmlUi76htb20pGdEjtEzdndqrq6vFYgGJb4Bh1tYpEz0P+FzWY2uAC1be42F9IaesvwHroKSewtEohOb4Tg8XSHEke3CXqFx+vHiIQAYprXmKPYeeQ3Te0RgA2EFKcrL+GB44o3sSmJM7Ss2S9ttwHOMaRbhEilrF4/RjnYPDuShk//XxTRSA1DUjP/vZz96/f5/3lA9m5404CwjYbrc8IQqIBXm2ASnC/URA/icbfWYVMwX1cR4f/k2tqMqcbLZlornSICNzx2MrSwo67tcM7eaU/2YMgPJHxvTn/lsdO36sMFiZAGIiX9c1kud9/PjRCsXQV1LKljtMMApJY2mKELjKNJhiZtvIaUNOHHlEPaQXyimQWnbSxkD94LwIpCTZfBPu8QaZGCgF5IjIwKeWzXg8vry8lE+4RdVKKDd/PTPkZXBEwchtSJ6Xr1MuAxZuRKxj6tvmOB6y1+IpDILbbDbv379XD3HotqSVcwFIk9IgYeVerVaprxTZzMS1DsOq3EjL8qBvFF5HXdfcBhNuEhIkJdNuMDFQ+GEFkc46g+CplOdcXTMKAElHVoooTh7z88ZcS4CDlLLmjmggO5Tl0+OOggwCtiNei1QGJa2ElhxfXl5eXFxsNpu8ly71yuV8JPQZWtPpCXCN3lbyqFp4TqmzBFL4pJ53SlQZoMTAlWN1Cy6/TIDlarWikjEajfh7vV5/9dVXy+Xy4uKi8CpEqzF8cqkcSw6KYIprDqh2gISU36qZ2uwYWqoiqcfFxQUjeC18/PjRvRH65cuXSFmcZ8loqJefLBOKae2xKedcqn4pphei1Atw5BdjgoiBVN8LOeJg6EUrJJ+WCKMvULFcwU5aoakF4YYDRt50DrUqoy20p48L0LKBzvghFSmFFkvmV7DEEJoEPJo4lKmqrQrukXe1Z6inzXEUjP3WlSGkzp3imraeRkTi1W0SHyuUhUHbaTA/Lt9RqXYHNIqoLhywU69SQhuOG8knyswY2iAjab89lx55OoHDQg2toKDWpFx+akhl0zC6crVL+y2FaCndy5QFheZE5gaSwntfU2dd1zblIU4B8V9gTivusCADmBk+fvyYKsDR4MHHAa0QcKgGJ1vk87674BTpuZNDY/1zupVFDTz+GewrLtWt0u5VjIk8OkkzoXQ9pBpqxOVfIQRkcSof5A6uqdrLP3dtDtD9rS4lm8+jm19kUiPBIZPRaMQcWnIDV8cRE5IfpzRd+Xt0fM1v+Uqi2TMlAXDFuIaLqo2QJpID9IA/LsBOZq6y5XJ5OBzykR0vXrxQNZQ0NJ1OceM0/uVCfU4tn4RJ+ghLWk/ZSCFoIyNB4YcgQLwsj2/pFrGXHOA0i1X4KpHMSHpVz7Vop9OpFZ7KAQfSlNxsJY+Uelenk1AW8kKSeLd+WxXogBsJPGw8sdgQqEHSRGomySNbHOzxTYEchCB8jcH4MvN6iKxQyW0pzqJGXlkQOyexaTN7yIfnzN5eH6eufzpbVtXmp57P54vF4u7uLqWb96rW5ZrheIZk+cwiVizQRUyOFf9VyyuYBcc6e+FzXugUpwYADrDCPx3EwXwLdXvIEvOF8jTDWruCxAq8WfryByOcgZJqq+NAhhOjYQlkYKd8biGjU7KtFEdPlS8EzGxmSJum4exfXl427eWgLLBerzebjXwyn88HXF4tW9xsNqPRaL1euwlp5QIr6W91fCYkxgjiYwc8o05laoZUWre3rgbPLl2dIw6xBEjQMnNqlS6lQkhvvSSGFnk2JwkmCytKW9j3M995kjLMEvJoUc7Kt1K1RzNxnwlv6pGAEIOqjdRVPt5UtbIjdZuKqdNibrtAFuiKTkrcC8dXNEtkeq3gpxNTnqGVqnWEX19f50silgc5RUH7Pkn6JwY/5wlZZit2FkgBVrIMl4sxyhs0M5E7Kt5BFkNCuNRXeSStBTgFfTtrpcYMjMdjLAZe0I3ny+VSLhIQEHfZlKAHe2DG+FRVFUwaUvN2KyetINeUnMyG8VuFpE5fu0vNktXit3TpuSPwDPJ3bDP1pGZWDm9zDLGNNrD6TD4aSLYejqcjHifSyUuf48zcl0PV2qOjORkygPqHtCQCd+N0Ol0ul8hmIO83UI3yd2qHuO2qJ1i4rhSWIZcMTE0529WwMx+/mkhuPFWJxbNE286vG34SW/uwRfssoEKyJy2EEHa7XedMrVarL7744vLyMuOvyjTtriu6PdRe7Vu/BbtjzwJkexJJhgiRvqjONm16ILI3KX3LdAcSSjhWJhwj9N/+slr2dLlcfvPNN5vNRjprLaqwQyBFu1QoYZMgTay9rDpuhRncHh4eEDebv7bM7t9gzFF2b9rnsoBklrG9Eo51KrOfWoR1XfPyHCqdXA+9HNWqm9ZIlv921EIlvFqyAGVByTKjOBDca3PRg0tJohJnWN363Xp655vvJfqdAq5bGCc6cHcm7CSWyGIaTmxdsu2UTcNSJYVnZqxS7FnGEURhsnc/p16el/GrNqxcLjIlpqlNm+Kp5wKKmTC3pmJ/LIzH44uLi/l8PkC//PLLL7/44gvFs2UB+687ArU4/tUXB9nQKcPrfkuz1Xn5dJ6GqmxkLqoDzKE//vijeoLE6zzdsd/vb29v8wgzUppPmjY3dzkFK5ks5PKUCDw+PvK8gPQasF3pYJObMTN98qE6HSGZZaciJCmbTGkkOUfwaFR+0IaJ2pLS0jqIJxTj1Mi4UkghkGhTfgpe3/P1H3HNvisp85bCTicGvaCu68vLSyRfhm3W2l2lU4EmDhk2lgcmbwtdd8il4oGD4GrRU74p71iVWv1LAp2RVUObk8HlnZWw0vBtaltK8x36Pp/P5UoliXR3Zt89g2z7OB7ufsthxL91XX/zzTfMhyfrWSwWh3Ra8PV6/ctf/vIXv/gF/Dp2ZdruSMKhRIpDe72RuwvyAkdKGyMCSIKjLHsgJXIBM1Qqttaq/X6fOpsBGCbpdtpmZTL9clgul+5Xmaq2223dlbFLRpDZLUOXNvJuhhD2LfRCnhBj3G63s9ns+vp6NptBngvHPh1FdvLGjLzwkaIDdZv+BTo0SnLpdtJqZrFAoihizqG29vyzaE22ktiep8Rqb0Qkjuz+uSRC1kl7nmwr86Fz8qSXll0CLklSNcvV4CqLwGo8Hq9Wq9ls9u233263Wzf0Q06tXE9KfUyxumB8kyE7DvkhcuU1S3BTHF3pu7Ye+a/L42UZqb6n7MYYKIp1SqTNCAouWKeLmgUYi/JZx3Ck5OLi4ssvv1ShswDXsS1htVrh9F4JzqHA8nP6vhhQA45mb7dbpvvB86ZpcFdBRjy1WYSCuAe3TmfnUfY66k8hBJxyUadW8v1SOl8IAcla+ZXa0bK2w+Fwe3t7dXWVqZ9gKYMkKePx+M2bN7Bw8Jz77e3tKSFCEjhoSpDlOMMQpTY1l9yw1aVku+Y4ZbkUvuWEIjSaXDMKGIBDX6hMTC+A0rnyX4bzsUyAVAlkr2Urllnoc0VnESJcqI6PYVTHbiR5eiYmklEhwHK1Wv3www/39/duJkk5+lHo3S4+bhMYBGhvJVqyYmz5ASQXsRvGFlbs321aKkPqXxfswEpk8tJMMHHbnV3Ig5Tv8lBV1atXrxTLdFUrdVQuhPDixYuvv/66kNoWgsX5LJvZVSZC/5ubWPjx8dGavl3SkALaHhoRQ9S0ad8l8y6fzbNA6rzdt99+q564+YPG4/HLly9xmevj4+OHDx9OwYS/qbFVVQX7Fo+cSgIoBVyrqKh+9Z16gDQvkZQprhnbw0L8bVnmk05oKhqGyp9E9Yxc01K5vKCg0Du6X7OcZaqS7odKy1FvKa7Kh/mwtPF4PJ/PP378+PDwAPUiZeIo64QDkmu6BoTMt3JSU3YkpWmVVCsLq5II5OMgZFhm4czmxUxJFq3SmefZKaW5JOpyOp3+7Gc/kyxzPp+7ZE6yTDi/R6PR69evv/jii/Mm0aaYkiqQGoooLELyraQO9hOpA51yeLEcbFgQt9vj46M9zenCExHclGzRFzCSmeQ4ElJzHWO8u7ubz+eohDIKpwkJg2g4zZC4cw2XZI2gY2CNo9Fov9+7dgWuSdfn9UTYyjOplrIdxJ0BrjTm0lI7vC5f4+p1RRa3LfnvmPS97yhYC+EwBuzWbLnOfD5fLpez2ezt27d3d3d54u6+SjkplcGQSnAlIKQzeaY66z5Xk2r3f14tHrxSrTTnllFaSKZda7Ww2PLfXotBmh+qqlqv1z//+c+Vea2wqvV6vVgsLi8vh91vnNk/mTWmCtc9k0SqBaC+uru7K7y7237rAsPEcM4KN22FtH/xKRjhWcL4S0AOHX6zm+v1+nA4SInEqiOqNnkTQIwR53a40npJaedVpDLgckTGK0h37DNASljpi4mk0qm1VEL9MvWrt2OmkrIb2yW1LneUD20A8QBQQkRVVbPZbL1eg2V2itt2CHj40qWDroSiCuf5tKt820GAs0FVm++LLFkoFLv6iotPON6xchnkt/EpWys1OLYYDpnwCWZQXS6Rh5cvX15cXPDfvA1ACg2ZDpb3XZoBMnJGOZSo5sNA7l93mUXPOJQBOYYZIwTAuiERJn2u5A+Hw+G7776zz1+/fs3fV1dX4/HYJohHZEpJzHYj7jKD/6hEIHg2LuU2F4+NH8/GNbmcEFsXRfhScwz5zehS71AQCEI0BvR33LdGxSmto85lmYNJBsgcIi03m01nLuYMnItylQCHxaoOLlUqETJSKov6NqVW5jveiKjuwk/OC+omapwvUg8Bncn2JEyn00xSUDtQ5yLTLpzFrvhE0IlbbG+x7qyqL/1tvIszcc9i3+k40Q7fS9aXSaaeB0rMVyfCGblmyWAiABvhn7W4eJz8MnPnY9VGn5QoaYWSeiE4xi7OTScfluxTaYcKMkF6eahad+Z0Or2+vh4cI/7MkLFtlnC+FBRKRgPqT6mnp4MVVqziK3PDAnBVKh+C88ECdnd3l2kr8yqjaBb15DQoNBWUgzwfJX/0FZ9LpMkoQjM6S2beuncOSjWOfYG52FrjV6tV6phm6GO97wVYjerhM7NMt9GSfS1npFfK8meAeAzyiAvMKhkpTTrROCwZFnuiyiS/HcvVwDloEgddLZbyOX6nbsuDQCGvurVlZM0UIqbT6dXV1c3NzW636yUKydNd9I2rgDf3K9BrNNRpIjgLKEz6WhI6LWAuyPWaKpCvQQpYhZ/Ib/lbLSfF3uS/UmzKH91bLBY2Tai7quNxrvyfIMTsFcej0Qh3n8UYcfMPxhNn+ReLBUNeQys9wJ0JRijlXXtBUNWeDsobIQ7mNuwSqKrKDSyq2vQdMvbVTreMi766uppMJre3t3/xF38hy0DMsnZXF+wpUm4QqcWeKP3ITHJyxBj5EhKCb+fwdjLypk2K1FmP5K/l/IYIZASslE2VENsr0zMryjVn0sLn7uVh+gafH3FNl0t3HvOX3a7EOXoA17fckIpgZWpm58HAFosFPO2nOHXqNm2S7aZSlDsntQTOrr6UCPglg1O+4e3Kq/rHtnRCp4EF4RWu5W0ymcjnUv7DCaXVaiVDNgiWxz+n3lC1uZGDmLinNt66lj0k8pX8GGPIo3IwoDVeDudMItNyYK9T8uvhcCAx4Ry9evUqGFfoKckKOpG06NV17S4tBcgRppwC7oGCvBsvtT7Vxieekn+w3SBSynVibvUl2WLow0p7gVp4Kb6reqEkKvW2RKaXZE0Vs19ps4MqwfSGLt78nZpUKx7SiJSxFVStwRosc7lc/vDDD0gs6ZYPhj3HY99e5wQrrpkp2VkJP1f0CHB6qr8U/JRVpTxkxpwRifZopozxsYAsLTD8nsIRey0GLoDoWZb4lkpGbPNvBLEwpDR58K6LcgHq4wDW25kgggGN/LdvE6q2yrs+L5Ph60SI2cMeynFu45PzKxOuzcwc4dJQqSpY40enyUeWVA9TXWvaa7AkZctUboGEOrOoMnUO4Kmxte0dWshwzbq9h9HVvtSpfftciWsprSM1KWO1vV0SZr+UQ1mJ9BNETtXDfzmdITGyVXu1De4ZXq1W79+/VwFsmSP/VqyLx7F/rgRga3Prz5xdIXTu9qfgbW7SbfcOo741p0KsU7vijL1zQ4HyAE6JlYPfygpyCpA+ZkTXvrRJqQLyd/SiumazGa2v8jkTRsoAAkny8twutm4k+7AT/6cT10A6aaRlSOrj4+MPP/xg5ZLLy8uQEExfvXr18uVL/H54eCA9IZu0/CwP0umOyDU+B5L2GleAHCtXuorHp/slSMGrcFU34qqTIOZL4kb0pImRtoSSyXWXfYZxVuKMnwSbNMM9LiGNTHIHyfFh5bE1MconqsIosj0oPKWYy+dP4jyPrTGWLWWO0aixg4qJi8AuLi7u7u72+73qj7u+XT953d6MQ6eORaBPz5Lrg8uub4U/NRggJD4FLBaLE7nddDpdLBZnUe4VkbK76NmA3UlZI5fLJQ6qxxjdwxKSdrMLbpqtPEh66g4FfSK9qiWQXPIHrjkqr2G5XFZVpdjS4+NjxpA7mUxw0mkymSBD4d3dnRuQgqQ/SpMbjUaQ1XAhgcwK5Go/p5vl8wIcGaTLJ0Jr1auOAXyUK0R6vs+45i3lP71+qzjxvsggxNABSrBCtcNCK588qaVLCm5QF5bLJa412G63ncvLPXCJ3nIFlOuUoT/zcBfBuSq3NfQt36vFVGFWFbJZtjNohHaglNmqqqr5fM5JxGXjLL9YLFJ5yWW0iLs+5cop4aB9YxSfH1KuDam4FIas8zotWdg9GeU2V2haDMcsFjCMYeR3Ga8ZGdAKR69XFC46td/vwc6rNriJ7kNw1mjyOQPoMOb4lG9SVT51mI0jVrcZucOxfiZ3YowRLFMGUSpN4LyM0/p9CyG25txUxvISGCy16GxSVSIASaEij2+HYxNl1ZpYJYtGXF+mP5KG4nRmXdcfP35Ul7D3BWWRcPmBZAZBWA/kJ3nMrRkwL2EM5poKjcJK0JeMtUT9mxnwPEMdBrQRYepxeSorTJ3AQzCLW5W0R8m+dHLNp+aR8uKdzrkDRcNGg90vtr6GaG6Ue3h4kOEwjCvBvyl5IhXHnkJJKUyKZSp2W77C6/agnnt9ijRKd6YakKIDrjev2lBhtzzSF9hx+Pzzz+fz+cPDQ19bBZYc9OPHx0fXy0AKGdphTAUBuftdUrPOFctqm/YuSVVgNBphddEsB/2MZLMSMYB9RuL3+Lud4gjIC6ZOAdUKOXGGL55iCBmr9lJDkx8yOXnkIjI8smrj3TsRwmjO53NomcqcUihES7QLI2+VMoS5VDnlMyugL8Gls91Fg/tBFRjMbjOg9l7jXRrqIlNefwkC3LcIoMCPvOBPZ5J8gpyf8/ncvg1pQpMRqj4hcMlhHcqVzJFBfnZ7VQhLqhzroaUXp/gslaKZp00l3Qyt7dRWdX9/X2iuV2G0Mo1i32nlkdDpdHpxcVGexdCiZMcQOuiwCocB58h13+KhdGpKnUFumb7D6G43NFfIDgqByn15nXJe+soEfpI5wCmit5LvIDWnGpJbgtTz/v5exc3it90/StXjfMhB4dtOfVfJVmRvLvLy6BUBAlQ+KzTl61SdRInnX6M5OdPJzAaYLzCYMmhLvqK0K4MF+u4lq5cjzTr+JbHDMI5GoxcvXlgVxCWjfOj6rqQ5pBfCISHfyHpUAYUe3+Y3Qijm373GXPFIqHTyAhNbs9R+ZFvz+RzMyc6+XQmptSEjPmwZm8Xi4eFBpr47BcqzShEQZmGfF2oq0btu7/mFMyniSLIQWxO9NB/ikldo/yEEZLyD+CXrZAAqu5MPuCVjg2G2brOcSrPKgH5RIGC8WH54LQXIh19ZKDLix+Mw1HDCCQrXK0PkEP24Xq+vr69VvtnY+iZdrtnZrnviSuqXUtRSy1rpnfkpqU2kpQVMW0yk+Q3ebFUiUNmKru6o2oNi5XtVyqQu9VQ1yw9td/jbTt9kMmEQP8zy0+kU+4o+y3IbDk187h54umM/gE5eKMtIc0JeXTsd5M6NbbggN7WkhjFGV+Ej5i5fZBfsW7cSAOiyKpNKMb3b7eq6vr6+5jXmnasCKyFzws09GzYM9vt9RnmyGyclOdkBTBGETsisRkl59vu9PBkpPWsQjsPxbrIMMmO8AShCVB/n9HGlWLwqOXmlbGNWDqN+UrU3jKoChVRRttLNNd0tbU8dZeRuVTLTFmxrdV3f3t6mUs52ugxd1uJ6y1lVJaysT+r9kupOShJ32wKGqfNJnQp05m0JDlV7rbfa/5IZlC8+2gaQ1IYnL8mqJ5PJ1dWVnQhrKFsulzI8nUFDX3/9dQkyCrFe5fMcwpXS+qKUqlxCJ91XcrTU84IxYLjKn0JDcso8erJAihM35p5kt9j19fX19fVoNILS+erVq/1+z3nP5zc48W61qqoowKVkMqRhGmYePBEG1CPJNW+lxr9QKxUrIucGCSLylABY0l3kklBU4mAhc1TJt7G18HXul9gq8bakRI+KrFy9qmQJ9OOaLnCk3L5Z2UoKpLKk+hweTVxs4nrpCyPcSngSxlE6X0MZFymHDLb0t7uIyZWk0FOF5foIg7ZQ4bdk9qm3nQOuQnVAjHDGTpYZj8cXFxfKxg6wxPH29rbXFSgAVlso6qUgE2bSFzoxSSn3eVAjhkAVafAfgquoDTcwuyKpe5pF6i4KARUKZFkdJxqy0ePjo42slh7Q57mIVEL0rEfypDj0p8PhgPSHZ289tXJSC0ZJS9LMFoUXhuxHivu1CE/LLyRJ5Ck0o06VzzVD6GynMh0h01HlpXwQRfJCN/ZFGnvV2J56XjOa06MpdSSksyDSP7xarRDVdkpgOnorwwif1PzlonH2Cs++xzpbTHnm7GAqzp0ClaId4bKqleVyeXl5aS+7YHSGar1pmlRcJcy8eZTOC4WuEW4KLs5YYKrp5JpVG2OS4RbnXUVW6Sz8JIiTS+rbTtWZ1z67ATWWgmPvWHlLSqVyEZ4Yp4PsB6BmMUZlHcExdPzOu7dT2Gae5AEjjwyFpCeIwOJfWTlpKbWdug10l5irAIjUyswgRnJdiRiOPAwgsJaEdg6+ZMAKno+syD1mNVTk11gul7e3t5nkeeVKFfWAXrs606ILtmYurMEtWqiH3hhzSouKjlMDViZiObydpL9uM+PP53NcZYOGxuPx5eXlixcvQhsvU47qw8ODGy4bPIH07ALNU4Pkr6kokqqqMAJN04D8xdZHdXZ8pAdUsswUSbJMUU1Br7k+HA4fP34MISwWi8fHRzubp6exVHVOJpOSeGMXbNdYD9y05VKdYktWlxoAMUbwSxoMJMJyp3OWyXvUlic9Zw3utNZtdly3a+F42WTMWv37elR5OPZEZBiES9lCCGMq3SnkziWfKqQVHqPRCJczdN6g2blihkki6glWjOR/z6ztFUKJjbEyKQ+HNaRkz2H1gFjAo4k4uslksl6vX758CdJvVaW6Pa53OBweHh5sjOVqtfrss89cnMPxEKUMO6lv5b/PvwBUo7xWHXnmYiL7T0jn4cyAKlYfHz9o2uygKTapQFp6VI86MUmVkcoQBqEqcyX2kpbIRdTz2Ww2n8+BgzI59jJpNGVXVWcgRbGHgbUWKEaI2Zd5D5SgPDq+HYXFUi1CEVfOGlsMK3AymQxbRaqPynmvQsQzg8lXctb+cCt1Lzz6Ql53pKJ5c3NzRi3txIXFcLIB9YA3uOlhB8Mwpbl8ZrksUg2duEjAdJH4STYHsxUMRzA24Lm8RvH29vbDhw+pmh8fH+u6VocTBiR5SaEti7kley1aJfZJ8kFm0Mt8VwJWT7UqlMoCWrUuqF759mKbRrVzCdmTDOWgnIXDKmGWDIktbLm2y7vdjlKLfB7bmJSq9ZyFVrt1jb2oH3HjNgx1mN118FLJ73SpbtLJl/E4hDKSS4NTScly8pvSCpr2/jXFJpX857aS1DUlirJ0ale76Ob7k1nWVesThuxckjwv1SifwDguLbQlFVqEY2tJpufJTqGSy0IbZp2nwieKiqk1StFb6oLDGlJTxsE8haBXVbVer1nzbrdDfEdVVbzSa7vd3t7eQouSJPXu7q7T8nY4HH71q1/h93q9fgpBcJjUUq75ISJGCsX4IQMT1DjAoN0cJ+m2OGTalSkUWBXGn/plQUdDOOEy2oeHh745Gs8Cvci9ZKhWy0feY5ybqqoKwRmckVokA+InnUowOYESAU+UqCi3WaaLGFo+zBha3dVYeVdOyUbVb5c9s87pdLrdbq3Vh/JcJhsfeSG5pnwluUNq0con2GVs62gyZGfytZwOtHEjbna9Xr9//15yTTduaLCZcXBVVQv4t5OpV22gM+Y1Vd6yW7e5pz5iKJFxBV6uJ6UhycIZAwt/LxYLpEarjo/GLpdL3h293W4fHh5ODH3EIQF38RD/czHU8+6IEnmxaUE+5ElBO3QjcQ884Iz2PSnFB2MH61uVwpPJLqDsqvIH797NQiC2HK7CCCBkSEBaRDtZ5KnT6XQ2m1lTB8l0VVX39/dVGzRUmCVHbcASyKzzlHDjstIMl+0LGSan5AkbJccaFANWEI5DFy3XtH1RTdsOqnBiP+1F8Nai3a4SdfnXFSsU0qHd7aPRCDIFEoMp+ToFfdeQW5tiURZ524VURIYsDAko48DIk60qHb8qwaVQrr+9E+zSkSkO3E+kvOk21xcHV5scAKCAMAEp5OW6PxfjVK2kKJH7YVV2PsqtUKWbCa0OhPXJc2yWa1qcOyG2GfhsKJBLkkoqTAW4SVNE5q3kmrPZ7PHxMZ+ilh+m7j0tASCMlNp8yJGEneD+/h55GEAt5e0CoSWhVVXBOBzbhDskO67pUtI6ORepdRVMfjH+RkhBpo/xGIbNbwoG6DydIlElUiVI7o637IX8xJIF9a8dWGlLr6qq274s9Z7UJi8cDrnbkS+tqipcltZ5iaYciEKEMw9dvUq+TbXSSXGq1r3hGs3YXGYhYjAl/+vLTtxVUqXTVtkeDWZgdjzH4zHifVLl4dTMH1TvhIeHh2+//fbbb78NIfz85z//m7/5m1NqA9ixOkXKTn1+iuYnpRZJ4GzQSvBkRD4f1m4wPUqd3ZRxHyWywlkgtfVckE70QkAGYPu8qqrb29v5fL5arS4vL3EiuWmz8FPEcc/XjUajy8tLxoTLoeOg9TKbk5gAsNfgBXCDZm0NMAPI5jLqk6xNPVHmH5XVT/VRfpVXMCqRNSW217ynhNc8E8ksSyVsHR0yTVXH3rp9GCBB8MPRaLRcLheLxfv37yU/z5y16FTUCpvmj05dc1gT+ZKpV1wH51WJ8u0+NQlTErcEMNQ8ky7xeJF+geJIm1tGIf60UC7FR2P8BC2zBGLXAkgAyOt0OqWbzYqPds3nsZIJ+ULZ4oni4Hm+fEzcDwyQpNbeC6YgJSW40HmbigS1IC22sCrf3Nzc3Nz8+OOPcHYiZ+R8Pq+qSp2PBDCLpMSZ8QSDdb6qTcdTJ9LXlYCc7hI7fLlraQAD5nMlVbglpQvTsmc+KfFuErRfs0SRyj90s7pYQCTVbDa7vLz88OGD2ipqdsvJesqh5YLinRJ6MRLFd+XvVD2pUcooBAMQOyNYlDLqOH/jQBFCDGwlOKb58uXLH3/8MdM009kowIIZiesaZLsKPTbt7q58vFsGYhvCENL7P1Wn2qWNl5cVxVTaMwX4UN34EVvr3+E4Mbe1N/QiprBDWrqZl3tijHBbWMNyqrx6Uh0bXTi/GPnxeNyL7am23G+ZxqiTzbvzzvwGSGCEWKGHh4flcqmYfWVCHOxgnsI1wzFV+VQE5FxAdcKS+kzX4rFTQ3JNl1naSFL5+/d+zfL5KNld0umVKQOW+fDw4B44yS8jhQx/jMwlJHmEFbPMtxL6RxG7mJTL6WSTlYiPLTFw2bZOAU6obD3DDIJI2TybzTi5uOk+hLBcLq+urt68efPmzZuU60L6ou7v7zebzfX1tZXQr66uPvvss75hUymeminvEtBOfpNh3rIMeJs6+xFELKsKApRYIZ0WrthkGbA3e/qQZ6Kgf5BhVG0OHWZvd/ulutO5GDLf1nU9nU5ThgQ5DpY44BZoGg/dqUFgTobt5YkeTCD2cPCAnoY2iRXmEYFOVeuAlEu3aZqHh4fq+LLoUKCjK0itSS4YWXKY9pkC2CPt2FJW6KXYuFAdp+WTkCKPfQcwT6J10MQZR5BCgds2TBbr9fq7775zd84wuk93YOeBGdscET7vMnIxLIw2VLNTH6ezejYo1HFLxm0ymdRt+ubtdrvZbOQ9iFVVyX9hVwT1z9SZEhXLoyvPFe9QCOrAPnonNyrVRKsGgSTRIh1jhINtu93udjswS/x7EIA6kTpH/sjjWTKhhavRLUZaNp/PZRhtJ43j/GKIeJJSzSNic9S3hbubCLhuvAGHRGkMkHGzKsYKbR0Oh/l8LjfCiZDhAWQ/nXRPSXUESTn5r9uQLGYxlJNetabXjL7k1sagWbf+TO96wakZ9RT2ZFpyDlyMq6qaTqd3d3eSZPATeWajarNvcM7USFXHhxnwQxpYSlzKvfqb2TPlSo9bj0WmruvJZEKHPJXOEp98IaiYwJLlVdK0vO3LNvf+/furq6uXL1+CAchbDL/77rtCzFOw3+8ReeHaCaIx0mYCkjEgmf7arc7nqcGUzy33AocDC7TfSroAw+x2u72/v7+/v9/v9+Cy6obnGON2u0UECpgrSlqSlAo1dxOEqg7mVw7DelPjEEIYj8eFQWHNyRl2CmE+n1t1cwBwKrHa1aUFAJwg4NxVbaLEQuiMn6+Os/xYwCFAadhXtaWm2DZqd1/nJymUUi1afUwtRe7cs8vE43IOXIn8VamvmsQVMzSccq1D50D+vMakKam8u1tTCQTUBLiRoimVFyAFLhWR1VdCqUTEWqbFVM3RJPJmpPGhvSRW4ix7F1rpO2PbUY1ayq4kntSCcwmuazCx38JaJQtPp9PTOSVgtVp9/vnnZC3WYuHaMPJBiZn4lF6BmrZRFVnDvfDYQmitdpbJNU2z3+8fWoC7kVyHhlk8xL/7FnAu1o1JwQKeTqdyicp1Qp2jMCbIjnz+zIkENT6y8LA063Ie88Q00yNebT2APhwOh81ms1wuOfJyI0PomU6nMUboo6n8Br3sYeQf8sROEPRZQa8eydqU0qneqmISvXy17nNJn6Vcy/gArBx38+YXT+ecal0zT8oz6nmhDBLayyiQuRv71k3ZhdPEqjZe/5bpm91+KSbqdgQ/Mun0SuaY5+QGLEGrCYW271a8CMd8mpYr1eXonRrOdESubKVPuDpQRkQgJnWbThb/0gB1OBzevXsnsep1CuXm5iaE8Bd/8RdfffXVy5cvx+Pxer221Dy23lb5b15PUi5GF6wUIv9V5CMehyRQNSTQcEqG+vDwsNlsPn78eHt7a4fF3lZBgg6mCLNn38QREGuQAlTJVTQhKq4p15srgsgTtHYNsyq1dC0CgIeHh8PhUIu7008EGEWiuDSKI3kWUFvv7du38i17gWxZCA9eLBaHw0Gl8YvHNrleCARjwKza8Fpw06aNI00xPHebkOJJtSolkVReFA+6HI/vS0+By3GJeWMyb7iVlGifGWXjiDOxpczoWNOWLUa9Lbaxc6rD0+l0vV7jpln3hhPoTC4OliXIt4XqjoWmvdND9r1uk5WrVjKVl8gQsSscTnVEmp1TgkjVpmiv2wufJZLxOGKCT2yPFJAdUnzLoN0JYAbKYaPqtFdP28Lqk7dv3378+PFnP/vZv/23//brr79+eHiArSkcX+ppbTU49H04vnVStaiEMPeceGq/2IegDhhPGEttHyFEbrfbjx8/bjYbqJJ0c8pMILE1QDXtQZTNZgOeB5Msf7uDSWXUtRwc2oy4aFdKS3IlKClnwAop3KEu/p35DQB2UVnJj8uyXMiQkrFi9qHA98mOExkeG91sNnSCQlwuREnKJdWxy0CZZ0FkQOKY8CiK241I8OviO5fyBrbapCPorNbtOPm0FNrcKBZF6Ai0fRZqEQrG8ZiSZr6P4tBVSdVEtz7Oo1ZV1XQ6haXCPVTAubQNocKMP6ZqT7mmeH8hyA979fpJQRpzLLhCA/ePDMHlvLBT+eWbF1bynyhPs4Lr6+vCa6WxbDIk8scff/ynf/onWGj3+z1VpSYdEVpIH2XHgYAMgwwJt6hrMMCP2Mb7SBZIuL+/x9UuHz58oClVfsVG6dEEA1ZvVbUxRvg+bYvSqSwrDy37lHtK/psbtWIYLIrFGCGFTCaTvE+0U4MJ3p3nqaosGiUfFlaO/bLb7b7//vvNZvPy5cv1en1xcTHg9nWiF9sLMtUrkmWoN+Sa/C0tWOVQJSI2XC3zXDBsFuSWLP/qD1JM5zZwZee+UNf1bDZbr9c3NzebzcYSwUocKUs1Z5/HVkuGcaOTZUr1Vw5cZlLdVy4mrlL+PKCOgaZM01b7P7vDPLQSzG634+USCu7u7u7u7n7+85/LYby5ubHGseVyOZvNSuja/f09Li9UU2NnCu49rBPoUgdxE5YE5EiTkU3b7VaaB0soKekI/YtKgSNgBDabDX7IuB4CbLn39/e3t7fX19eIqnN5Ay8DzyxITBO2j0VbUkBENUuuib92aizdjJ51UQVD0d1QwpWVeWAymbj0xNU2CNIfliqDrJ9oC+cvbb8KQQ4aNghfWckVV/3M5/Mvv/zy888/VzFEJYKaFBxjjPaoaN3eKwKNFiyTalxsb63IUzOlFwVPRLa6h5xitXT5yp2U5wkEy4COBkqtABoAO8uTYLkDjdMmVVXlrzfJcE13yDJ8IgUkJYXsUH3YCYU7/0SwVn75xOqI3AZPja0kwdEzxXzzzTfgjt9++60kdu/fv1cle4Xgbzab77///rPPPlNfRZGtG4Bk8eCddBao2kAO5vP5ixcvXrx4IY+oS7tZnqyo7pND80hlFEbOGOPNzQ3TMqvkzAQccQbybjRsaNcwo2rtW+Lvaqh2PTTH5yOjyInaSd1YlRooZTYHya6qKhVCTJBdBq3f7/d2O9zd3aXc8KqkZfysDeVPvPhvmBgN+/xiscA9B/lKXLkfWmaGMFJSgbcCP8i0qvZwRP4QCGaNcbyu8ZNUXZJ3qeFIkwaRt80Bq7NorsCTRumQpfyEfidPVI2u9ok+p/ozGo1Wq1U+VbccTfXq2RQ4KRJaHDjWKfOy/NetKiOduJgosTRTXr2ly1OikdoDg4c3zzMUPcL43N7eIm3Q27dvJV0r9KDkYbPZ4Brh2WzGmdput2Qk4Jfw+W02m9vbW9e/Tkfy7e3t4XC4u7uD0onnhZaJ5vhCj+Y4SpavML/ABxZXhALJeB9yWTjqYEd12SrUR9rc1CuLrWs/j61NmH5T9Qr4p3h2PI5hLjRWpQS7VOHHx8eHh4fVauU6bs4lCG42G84CcDvLQu0F0jFZ2K/CYa8EgIPydy+aAJlSuhjZdCEBfH6QFJs8O699lXLNAQzM6j1wn1RVRV93pq2U6jOA3A9jBkrqsXXa6JIghBd39FlbRnCrT0gXGTxRxt021s1ZCMhglxqZcuNJjBHn04uEu55XTEdxNzLteLHNfQPXAKygcAp2Lu+maVASMTLyHitMVqYX7vCCi8t7JWEfhu7I2HKmL4htAJEy2IKPcjlRnyYz65xfu9iAkhxDtReiyMPgRu2xGGU+jkNd15xNpWXKmcIyQxqjQ3vZSKYXzwMZgmBBUb+nQMa2mNFYAFQf1ZxitPf7vbTJU/UH9U6tcxRDDUpSIZHkQ9hInsIlVA6pIZJ7QdJGVb6IGA1gmSmcJpPJw8MDnE/55tzp6eRk5c9dIahqzbYcMrc5VujOfSPASliAFAnAei30CUnk5SuZVhBodM5XKi+ufALMqzb1Wr7CQijcPyjz+vVr5Dl7fHxMXVKB6BhkXAvCMAuGBD4Eoe3m5ub6+hquTVXJdDpVfJpBmDTm0KiFqFollVOAJVPhQjq0qQnu7u42mw1ZBU21CH9FpA89oE0by6piaOUhkNjqoOFkWT4VUUzXb3N8d1gnSPdhuWglJchMj3ph0gmWND0+PvKEnyRBjM1W5c91HqYvdLLMgzivKYmbtUlwAUufZYoYkmsq9ZShiKFlSFj8iAm39XBhDPZcKhE2VQ8HgeUVuc4vp1O5pn0FsqLmjwMKiTJl1SlHwDYa0nHPmc+jOcJYHR/udiMsaM1I1ZniuFEcFbAfVq2F3X51uqzaKYHmP+eqYt9PpMuA3/72t+qJe7oGHlDca42VY88pp47lQLZFMltGrsKR6SZAlrFLEA4kGYW2h6QtEMARwIm1x28VoYki0yzMwuDuDC0BkrFNj7fb7XBME09gHZXLBk/IkjOL6iwA/KXztVdzciPkpV77qm7zmrr7GosBs4mHV1dXwxIgdALmwsXElgzmiNpTqJspSLXViIOMclTVCFv6lg/dh+xYC4ji5GsUgE+iZ//IE9Vh/Q0inE2VoewbErfWUMu0031qRr0UqJYoM46Or8lNaYGprdU5pnL6pUbocj67FECJqqqSeT5dBp+631VSMbkiQ5ZlElUmqFQrLH/mJFVbJxRyPmWFi21Ieq9KLGCQbVAiYlb5L8eZipQbfjIej+/v7xFn+PHjx9FoxNtUmMk2xghWlKf45HP21ePj493d3fv37y8uLkCdwZKRtUOWdJv48OEDGCS4Ji9ZJGPGv5DHQwhQNyFlgt0CKzIwN2rmvARa7qnDcYIq9jG1ZyuTiDxknfrRS+aS6o6doEIl77zjwzBUqU/n8SECpM6x2O97CmB4U8FBkuaoV5hHlwRZronnFARl/TCWpCQPYkX1tLBfhUNnGSd/SIYd24xsnBq1tp+Ja4JFjcfj6XSKLCcpziG1NIfJF/u3KOmnlFq8qtqzoSn+nfoce9tdRtZCq5ZOqlqXkfOrkFXxaU5xAxefGTIdAeCS6nyQJAHFCqceU7nb7T58+BC9oxShQLGGc9FlzGDnHz58eHx8XK/XIIsgQ1BAqXeGYzc2rFKbzYbqI/lQbC+rIkO9ubm5vb2F9Riuzdi6EvmhCgm2Pe2lclH0PrvCahWvXt/2/TyKm79Sa0ZaAuE6ZUYIVbKw3RKqrYhA6Aq9BmCBbbfbs3D6lDYiscoo05LZ8yGZZZW+lym2h7vgknB94TLCTmq9wTBRO27yqxTHVfEicrVTJiDa0rFlB+SpuGYQSlJobVnL5RKntlOXnGT4JevMrx65zU4kAdIkJaGTfMfW6+NyR761H6ZSFQfhU8w3PdgfcHaQ2rN6dXV1hR+Z2amqKnOXdSHYQYbxc7fbffz4UQbNQpNr2jgFN8VjXddEiVIRwoB59xZmdjKZqGuxeYYktBefYSNQ9JbxPre3t7e3t/T941vgI9OySwxtuoZerjX6otwczqcAt0BGU8n4zFimvEUmW6/rej6fL5dLKg2pWAoYeFwPN58M21lqMFUlJTuaJaWnuZNDD2axhXK2OiZgbQnKFMzUx1jnrsok+QU5ltuRyrspTP52F78U5UvGJ1PmSbhmNFmEsIIvLy9/+OGHVJz6IXHGfEDr8nfjBd+H44mn1VReOZQ6hZZSMV0E3LcZwsQRsJWg3V77gZYHtVyeUwfFCrZnLqfT6bBUnx8+fFBPCtVQHC/BbxxXkHZ4nEWxQUYcQNw3gGOaODlHpyYrcdulIMiVT8bJvOr39/cogNMmjK1FxjhwSiiaA7ha3kQhlWPqDUR1sI6Yf8J/wU0pR/bqXV81VG35Xs1hgvKYDIC+Hw5oiFxtwFQy3s2tVv5oRGRJ00aKwbMAoRDLON8c90ghwq7GmWK0mV3QF07imiXNM3M/bbOfymyYAaIE9PKz9fj4CIrphp+UGGpKRsDlmuWrX9pSZFXMldVZw3lBMe8SkPqTTOVv957c1R8+fPjss8964QYVM5UVlgBxB0fpofwhZUzd5pxrmqaQfzftkRjYrHa73d3dHSrnZV4QImHRIst0jyTm2+pLLEajEXTlpuBm02Egt0BmMZ/FJimBKkjfgNuzY0KQk6KUtrM0mrFqlnwbY6QRO1OSvaCKwjt2eCHBYJpziv3MTRkt/x1AwIPimq51vvJOQFOmqL1zxC7jefHixe9+97tUHpNeYCsfLEwFs4Wq9jrPEqCsel7TqMtZpf9VGehtDcoDQU5J0V4GJUmHhK1KFevLdCeTCSzP0Tu9njEkylbOewHF6QCPOBRBGACwinjihSCnEqok4nfwHPZYnKBn9CxTBzTi9ulOUJOC1JJVVYEFYuSRc85NgcSJgK7pKmF1cRZvF4DDAHsSyjPlW6ZkajnV2SuOQ3ESWlfyo2+spAa3znAOBcjSQJqa5HOpzOFEQ0pP4EyVSzZkkFzDgFPM/tVxIJLqYCoIVn1u8ZR0LEVsm8SZvT+wB7y2a6JKZKUhuIxW/Yt0KrBH2dqGmR0y+NBocCi4esatoWQXWacF2z1xD7ifp+p0pUilYdgZofKH4covO7nxBgitGRiNRuv12kqy9rrNly9fpmjil19+eS58BgCXymQyQU4ihWcU0acywcLNzQ2ifiATIA5IXopSyKI+fPhgGSFiiefz+Xw+J9ccjUbL5TLGSOcffsgURfP5XApkzC2FFUIBKBwLx1IkGkwiucAUKczvJjIA9+3d3Z2bvBMOaVZOr3MJpDooJQ9Xu5IfKtcgv4WsU4jJTwqiOJkDo50cgbOQRLlCJCHKBPdWAugrKW9R1sbfWtd8igmr63q1WsXEoSuAe+hViRVPgecZ+0tPSSMO0g2Dzm9TXFDSO/JCWThVcyZyyq3Zuohc9FBtJSI+gplKG+r57bffqie9cgOFspTlZwFqPyCU8H5Np1PE0xLICGPrvOSBUd5DguwfcjA7ueb19bV1xKrxpEe2syP4wYNAvpQ9HrPXnb6Mckjt6PKdfjjOH4Qlt91ux+Oxq15vt9vFYtErxbGt5MRsBhQ+ZIXj8Xg2m53XIKfEkXCc9E6RZXfA7fqxHEhqKW4U5PDOGGRUhIer7CnaIlWpExHQxMgu01RETMqdXlUVjgTxX3hKQFAgjFStUaKE8yuqfS6gppUqYNc0P2QB97esoUqYpCzbUzW7KNF5Zj93I8oUtwtdpgzZUKqYKpyfPpCVpr11iFM/mUy22+1qtep1qqQcWOHr16+pTOD+6vDErDTGuNvtZrOZzJYg6QgMs5vN5u7u7v7+HsqQPBJeInIdDocffvjBqkeWjm82G3UiloeU5EP33CfSSqjFwDnNY+hClbBqpAiZbD0l2GU2VyoMXgHGx8VBSnslaKsLLDNIZqCua3tNEOaipB7u+pTWEYRhTJlhU7IL9fIU0WYE0KHNWpxBT45SL9+WleDdeiqhjMp+0SLCkXQXj1WR1cMnPHkCoKh7e3vb9075U8BlS4VQThGkZRy/oXMM0DVLMKSkklriUlgBhZKHkOKxW7RK3GPjQjxOB8NV6KLh9kVutkOb2QuO0ic6MIPrCdHQeDxerVY4bRljHI/H79+/f//+vVqTuNXZIkxYrVYvXrx49eqV5fRy2WSGlCE/uEQT5zIzLVqREbmN8n3/4Ycf1JO6rnFMVj2cTCbQjKNxTOx2OwjsIOJVezbMXQYSYYtPXZCwN7T0rjk+t8BXbjgP912m2hQgE3Lo2vLle/lcApntTqfl1tUuzq5vpGbwjKpkODaeKd6vRkZSQslNpRZhGSp+N20itigS0QSxzlMq+HCu2akmkqtPp9PYZgEd3FwelPTROYV500oJ11RNSFJ7esREZ9OS/6nP+aNu01tQPHSXYOzya8p2wzGnLOeadrXUQ+8mAwWfTqc0v9zf308mk5cvXzIYh2rl5eXlq1evwBuWyyXDVkejEX4gTBSRsSWUd7/f//DDDz/88MNkMlksFi9fvvz5z38OJ+J2u82cuAUwBJ/XhIGDBnNnFgCYM65nPB6fso/QkF2f5IuhzfCgClxeXqIA2apcS8rQ4i6ng8iAmgESSmaQl4uEMRr2Qzsmo9FI2ckzkF//5Ts6pcG4LZ6Xn4W0cpkSsge3orSxE1mmQpWMg5bYEsyVgFUZ3ydfqW3edCUJsPAH+cUVVWyvVEupwjQkwjx7Fj9fikO4TzqbS3GdSiRSch2xGHfmFerXk1ZkTsUolntKOCaWF6Y2j/3c4lbYeh5cKc/FQRrzO2E2m0EzkPV3WndReDqdwhAHs8ff//3f/+///b9Vyb6G4qa94ZLXBW+3W/JyS1xwFhN3pyA0n/soZZ84r+065QTFGf+QTid0fX29XC6l2VAu1PKtXVgysw6lnbaT1ZXIgjLdUgriM2aRhWuTkc94WNd1uQRASDHOSmjtNEGDoMnyLoF1tYU8yykfOsUsrf9SgeKUFnms5/wysJ3qBM013UoH1MsP6/YCGkkUBtSGASo5nVbXNQMRgzGj54ERg33Rk3gG0UHX75sa515c04WmvYGvMgFj+bUrxYUToXyTQD+YTqedn8xms4uLi1MoF/jT4+Pjt99++7d/+7f/63/9L1VgWCqiu7u7f/iHf/iHf/iHX/7yl3/5l38ZWgePVI8kDsyQAmCAfmbJyQDXkiR5qdN1SOygHtJJibHNnFhVa6MSEV6F8yJrKFQgFEgrSwlgHDJEA3JPxvc5bMm5onYhVYHej3th+fD169er1er07Um3CCvHeR61YFQQn4TKXG7R2ag8sKQqdOsPwp5fCX8kCjTiBmn1YT5EUTXBLnTib+EPKcjdmSbGA2oHD5hMJldXV99++y2i6t0mwnFMV0nlVrqp2gtrUh1RT1wmkVEEzwVowiLJq+wG1BmPkzFlKhm1txgSGRaW4SqF7eZnLS8nYjFIkTC0JrhXr16pwi9evDhd2D8cDv/8z//8d3/3d7/5zW9OrAogfaJv37797rvvvv76a+T9QUcQopk/k+oaZvlW0fROs94w3r/f7234iQKb8YBqn7qSIQWym5mbDwppcTnUdc1YWbn4MX15QVw63bFK81OWqkQ9IW+whVer1dXVVVVVUrl88eKFDKZT9VhQhiiQYgnKM60qpOWjEfnIlH1RDUJe3eSh7eDRCncwLc/OM8X6OJ048EFGGstlOSzK48BlmU94os9rng5KU0YOnbu7u9S+GtauO2pUizvpPviT3bp9kZEBfr2+TYVKl3eBgMIp2XAY9B2HlFxS+Lns7HQ6ff36tSqgDJV9h3o6nTZN8+7du7/927/FLSgWfvjhh7dv3759+1YuVDsLV1dXn3322YsXL5TS8/btW5gxF4tFVVXT6XS/3zPQpiR3sbLEuGtAXvSIVuTbTs5nQVKH/OdwCauOSI4it2QJU5GjV4urPwiSLp9i/qnFRVEDYg4Ure+7NfKmS7Vhl8vler1GvkaknZKNnotEK5TIYmGlY4YNzkIIQVrvQlZ0wMZXaymmjx2m3PlqZFBDRsezdggInWSQksAmhybRHfXJH/ZAXkUrb0lthul0eji+XehEiN5FFuQ051pYJWjIEavaeNRCBCx7k77rATuzSse2EUJiD+en/hSCFQr6IkeyqqrD4TCfz9frddM0OJJh418GXKC42Wzevn37u9/9zr66vr5+9+7dx48f5YWXhOVyKTMTbTab3/3ud59//vnr16/fvHmjqMPvfve7V69eSYUv031JLw7itueUCUSKU5U55zqbzSQLlJoKchil0DgLKK5Zct6jylpH5KK11dZdGWHKoYSPWkxS2w21ySjNTLU2ehzuTKTCoVePvnypSHXi7AKFcvkwtpenInGbZJlSglFc05XqyKJswrWUpujSzJQpIjWep5N9d2TYHVVYi8DyMy7owZM0Ho/n8/nHjx+HfZ4CVzbhj85tkBni52G6Kc0sL6bwiZXCYqtrwgzS14LE+mvvSFyJjJZZIXYhqgKSwuL3er3GZZmpOg+HA3jGer2mPhdC2G63CMzhEHH7/cu//Ms//MM/WObxf/7P/xmwvB8eHr7//vvJZIJrNRm7e3t7u1wuGSLbGWbSmEPPLjEKx64dJFQKCQkyCNX2iy++eHx8/Od//ufQR82aTCYpthdjTJ3XlGqozB5QnuQo1eKJ30pDul3GT+qO6QTlsXa3GHefZMZ9hyUvjkMtg6+d9EQmw1PCt/08L5eHY2sceUpsb7J0P0lZtlPySiXMh3AOBkEeg7h4xxWDGNUfY2T6Rje73Lhw9FXH6vQF67LMbDabz+edZ8tUQ6fsk5L01hygTD1MF+7KUyeqXxaqNmAsU0Y6Ecu5ewpVu/5OkRhSu31whYVHe90Ru7i44O/RaDSfz9+9e/c//sf/+J//83+qkkwsl4ESM8lut+MufXx8BO+UGqdLGtxs7CUA/mRv4ZBRl9Pp9M2bN9fX18PMPBnv/mQyYZ2Nlym3qiow9UObdz7VSuFWKt9uKsnA2ffpeUH6d0IIyAqEyUUkLZiljHcd1iOyzAzXxA+6M5vjPOwsk0cg/1ZSOaXL9rokwKXJ+CH9tYwKLjcBSpDmccVlB8a1S7asXgE/HJZaLBaLxSLlSQoeYZViyDDcFJ7uw87ZdXErbFGSm3wQmizWa2rzMpoqKX9zPxQ2VAjuPJ7iZC3UAApH7O/+7u9++9vfWh759u3b3phlwVX+cBVXJa4ba9rrRBg920vjmU6nnbzwyy+/tLNMpfwUBatkoYI45vllYdhdxi53CigjIds6e0PlUB37MkkTpD/vlMqDt18ssWUQOMA17+fx6RxGmkM7VS8LKRdGOO4deRMOcQyb4qp1iKpFeOppMEUZSSthm0W0NHd4SfRNSoNOPbTAMu72rjyzu8LndK2rThzhT9XM6SksrypXy0V9xZKDiULeQttLqOfBmMLyLtGs63qxWMCnCHVHuvFub29lEpzdbnd27ugCjrXEGN+8eSOfx9b8td/vEcNMQX5YtEteHJlMJl988cWvfvWrf/qnf+qF/2QyIRodMYTjcSezR9JE/LbTzbt3+OSUTVcCLnW25Ku8wsGEOPPWRo09NSOXRki5GpXXoLOelBKVgQEzLltxqaus02Ul8diPLstX5rReiq+fOaMeFXBcPSjTEFdtYFWnXTcen6M4heindM2qTZrjfiUdCc/m9jiLkTOzcFPPC2U9affvrDMDEKHkxRoZtWm73boGwEz9UChjjJ9//vl4PF4sFiljb4l59iwgR8mmex0whvkRWCwWf/3Xf51XRhlWijMJjD2R0qSN+5ftwhydMazJjW/F5fxFx2eEwaqqJKzPoIPCwl+oU1qbIZ+XfCifQKtRRCC2Cc7KO674TUpdsYfrhhml+s5IbOMlVevy3pvgEUOV/OH3X/GXZFQlUFUVRU71nNFf6/X648ePjIG0h4QUq1cIqDmus5fkjcSd43VXorgUO1TGW0UpOpcpFn0tEmna+lNdcImLfFtojx2ww9Un5cTLnccg1kAGmZgOOcY82rTjoectEzgwnqLstnI4FGQBzKOKVu17wINJ+2RKIL7tK54jr17G7/vVV1999dVXd3d3cmzVOV2AtFy9ePFiv99jfaY47gDqVh8ntVG7iaGwXLfc8iSmmWPErvujL4YlkFqoikBZDEmR5CuX8kwmkxcvXiwWC7CWvNKZ2eaVAcWrpJ2AupRtK687WtZbHt3qUlScDYvHlxw8g7DSCbxrTCKj56YwdsYybdUMZdi7u7vNZmMpFz63FyrZYoqzuu0q4zXrTxHuSmTxd9+mTKwZUCs1Uyx/7CSFlbItuK3LCvHjdF2ZneosZh+CyWXs4ZKqSkNFyLKT5XIJATm04ZopbopbXd1XNh8KrCPAIR/CNp/PLy8vZdiRC3Vdk2UinZ48D0cHklwPMihMCiWFHOvXv/71v//3/z6E8Itf/OL//J//8+7duxDCV199dX19TWbvWl/H4/HFxUWMMX+0miEqeXyapuk868JFpexgch/la7DxGlwzJ+aClv/mJb9hdSqAZY4av6wcHzbtlX99YzLsMJIBnGJIU8ObUuhl63Zam/aKvbPMWiekxiEcD5f64Y728BtQLRJBKGdMP0vq5oI041iMFcT2slOLCe9kGIy/BEkRyqMGLN9K8V2Xa8rosgGTolpHqMW5hDWLT4ng757TVexNfnV6yIOF6XT6/v17+3yz2Vi+CH/kYrGgGmo7BSShGfDAiYXZbLZcLpHcTi6hpgWwz845skRwtVph16jWv/rqq3/37/7dixcv8O/Dw8Ovf/3r1Wr1j//4j+/evXvx4sXHjx8hQEhRFQcELy8vM6ZsBVJBUYnfAJl7bGRheygwth4Zq+i4NMQl1r0UYneH9k2x61Ik9SS/EVar1eXlJRYMlI1o8vJY/mfbVWKHi0kez2GQWsYSB8k1ZYyuRebZVEwloASPa7pwTr+m4nyIUE+JDxgvKZBWVQXThLuUKY26SZljm71sAM6qHj6v03ewZbimfFUVeETwFQ8SKZT6KrvqybmcsrG1prqD79on8n13b8DAUhmNRric5Ox+x5///Of4gRxAtsByuSRP6oQ8dSa9Q0odnB/Hv/f39zc3N4VpBxStnE6n4/H41atXn332mSw2Ho//6q/+yqbTe/ny5d/8zd+8ffv2t7/9rTwxQliv1xjt8lv85HmJvmSX3cFoQCV1tzNIRypDb7nxcACoAyHDoDKBl7bAdDqFdvHixYurq6v5fK7SasY2qXrlxXnkW88oeRkoDGzuJZHH48CxaDL4qB/PDHJ4+TsfFlB0X0TJc6tpISSv1+AqwbyQXQUxJTB0ZEITM2siHqcx5PNyIagyGYJcHqMsclUigDbVhPswtSvkfkOZWly3VDg7A86BFNZsWePl5WV+ySqr/nw+78xXB8ckhz3FF3H7Zh5wnuqzzz578+aNypc7m8142qpuE/EjcB+3aW42m9RFHG6IQBDnsiUsFovPP/88tFZlPES+BXT26upKXm+yWCx+8Ytf/OxnPwshbDYbxhlkxnk2m7lK2CmMhADDtX3uapl/2rBardbr9WKxYO6I00e4ai/WrY/TyFXGaZVREOW/CiX5let6k81JOzOBFpfzznXV+t1Cy4D4XJaRP4gqzcWhgHaN3UnK2xwyY80xggyVp7bukFGKSdk2U7YaFkCCAlt5bO9jcpFXaSOkI4GIqc7aSrAi5ZDayBHFNTMVdoK7GogJu1CZqChpCu6UCcrlykIpOIip76sNX11dqSd1XVsdazwe47ql6XRarkUtFgt5K4hlxqPR6OLi4vLy8sWLFy9fvpRRQtPp9Ne//jUqWa/X8mTkfr9Hrr7NZoMYWvfAWTn52O129/f3l5eX4NMyOedsNluv1wMS0hKQn+H6+hr4qPufkQ47lLlaoTbJUcKyzGQL+knxy16TMgBGo9FisVitVuf1TUj6SUEZHJTmX5fCp8gaQ0Di8emUwegN5pcpvblujzvKeyAyCob9TdxUeTJ4+fBsFlpZLy0P5Rkf1GSkBjRlsbGiOmUZPqEua2sgt+N9bFxesmnqZy6tzy99LNxUdMzg/SklJj4pEVf5SdNepJAShqTVurNalx/YAiCd7og14vxlifIXjvO3Aa6urq6urnBzdfnASq45n8/tjYaSB9jR4OXSDCkKbWT/vgXcFHZi1APYMBImqA4+Pj7e3d3Byt2rToT5cPehL9CPVUls7fKLP5k1CUCWmTdgSlD6QXgu5vqkp87m8/nFxQWssnBnPl1bQdi0KLgEwVnr9lKUIGK+QGyr47tBnhNcguMSN6xGpBPht6SNQUgP6jkgZeSI7aFqxTXGqpCLfScpVIAJqAtSwvaCjAFH6i4sI3+HVtdMqaosRqFMlYEK2xzfnpiq5CwwTAF1dVkXZJrm03HITE04dh7geZO49AoZ6R4fHy8vL0ej0Xa7lcZGEHEofJPJBLxhu90iFne5XIJAQwmT45CRDAh1XV9dXeXTJoO+IEW7XEtI9/rq1auXL18GcVEr8mIjM23TNPf390h3oLYGZs2V5+xSBNcEjUDKQOsltVdpWpBJO0MbvfXw8PDu3TuGHQxez7D61ObacGv5KIdyZPJbII8DW3GnoxCBTpjP57Dkh0G3EaQgs2GpcabKV60JFydH4Vqu2rtQgjj1eAqG5barVF/s81pca+OWd/sOiAbkc8a6y0/GiuXKD0KrE1jmR5uY7T8q5Kmyx8dHigAxcXj2LJwmxgibsOSXVK4VB3U/Z0l3XqWQkjEUu/WTgKq3nM7gDYIkl/nkZKwHNFSmZbF1yg7G4ww1ss5UcykcOiWkQoqDnQlOU1XVw8ODHbeHh4f1ei1zIMBcGdqBwn2EjPDEJSohhJubG1aiMvgsl8vpdPpf/st/+W//7b8FbzqWy+WbN2++/PJL8HUVmouUy+oTOjXBKfEvj2yOx2Mkz0If1bdSOlavEGG02WxA4EhzY4w3NzfuQlosFjFGJMSHSCELjMdjnBD78OHDzc1NoU0bGtKrV6/c7VC1sfTEH0o2xsHWlllyMcbUjitcqNYzZ1fjMNtjyrCp6iRAmMMmxRM3Y1rnZkmZH/NfuRqtHFtkLQcC+I35YhLHExWDlMpB/BmOlComLbT8iwzMSkqW28eOjGR2jQjoJeMLx/5X+e2Y4yXrLRcGU0enp9NpVVXYJ+xPFIdYnwJiezSladNEyYSK7ifS5oO9xOA9W5IKQUapCt58k0XZOqGXz+fzzJi7uq8iqUCJSSNjjCNx97Vyyg7TYkNiP1dlqYNj2YkaoNq5TjabjTVCgtxL5YbRRq9fv/67v/s7Pv/qq6/kh3/913/98uXLN2/evHz58r/+1/9qW//uu+9ubm4+fvx4e3tbvoZpnqU7k5sQf+kayNSZijzAXGdOdh1aQAGgEVoRB5OF4ygodnd3NyBueTqdXlxcWCOqQgPSgyKaWKXovqKVpHr55Jed+7oQntQYa2E6nc7n8+VyyRguBYrWSzMjFeVyjY20y7pFqtYeG9t7k3iYOJgL7Fimb38V5nmQA9LZRzlEKgCKz12CrMg1n8h/k1zT4lGiQSMoICMQjcfj29tbWMOlzJKv1oU821MlYVNqjsF+C8zt9Mhv1SdcWBlM6uP4NPXbRQOzC3uaWtCd58aIpPTw4yCg7GY4vkBtMMtUHSSUKJoASRMH4wDAFdDyCa2UbvKBzWZjD25++eWXYLH/+T//5y+//BIP1WUDm83m+++/326319fX1smXgdlshpvCuAhTYpM1Y8oC1fHBJAnlUj8CiO7v76HtyStLqekO0CEQzHJ5ebnf75umub6+trZiGaslm5DuEi5axTVT7Z6i7vwUAL7MjG+YIqbUqwazK/KSfL4RJgem76YS6SNi62qRtDHDAizCJbNW/onljvUxBKFHpipRvZMsU4H8Svs1z7IcoTJvt1vsUqu6cQLcRl2mJT9MvWIr8NB09sU2XYv7KGynOB+p5auIgpUSlP09tmeZM7XlOW7VRvSwAOzhtmnEVcayEAzWdjgc0GXabSwmUt2x40ZLVOOd1K57HrxJAcguzZXIk/7w8ADJY7vd/uY3v3E/vLi4+PM///MvvvgCxF2h8fbt2++//77ER6gA+Q0QNIv1nDq7XGWt9FVrK6OboxZJ7+q6vru7k+a+ZwNcz/DFF19AWzocDpAtVDFKNtJeorpp1ypJdh4Hd7hKkD9lsalG47Gxt0R8zHAargSY6OQ5imDQTvVCKaZVewDx8fHRDXCrRDRQbOPqQXMqk/D28fFR7lZlFFWVkyw07UkYVxupjlVq9dZlB6R+TFbFjtBXBTKIXqhQcEJz7LOUkpziuHIQtLAzTB1U/URcxsePH2VLUZiP5Uy4g9J3P4DP4ZBZia48zM7QCXL0UpMdjC03xYlpW091R35C9hMSrHG32yHqsq9gJEUcu4vKjUWynqeG/X4/n8/v7+9vb2///u///vvvv0+VXK/X/+E//AdSEzLI3W737t07GGZ7me+urq6++eabi4sLnM50R8bKaqqAmlke5rPaCeJ3nplrIp3Q69evr66uJpNJr8gjtS8UNTiL1P7TB6VYh3bGU8G0Vu/MK2FMa0rNBK+oWkhyAWZJaawSRkTWE0TAh0y8QOjUuArldbfj+TpB1jB08ioCK+hTD0nZfvhQWoks2me+8wSAtIrWh5EZNVWyb4uUHdBbKw+6dSqhrARPVZtdPQNAinX55iTm6rkUEl09Gxo/jjCm+phqyzYtJTJCqne2HpU0+FNBXdd/+Zd/+erVq8PhsNlsfvjhh+vr6w8fPrx9+/bm5ubh4aHXUpxOp998883Pf/7z9Xoto37salRHLzq5ZudYIcaklwG5EGCikKS8bkOQ0CiQzwQQuUTKOszwXBl4U0HvecgMV4k47n5+ruWK2YfBvGkaKBih9S+66EkyVbf3UhQyTos2v6L+KuuRBzrlNofoRssTYyZiGzvTuVPUAjgL5Qxt6AB6QRVTEvMobtBipxQF4w/ySPIRd/l1c01Xre78pG4T0BTSHdsHgrQYuK9UPSkK7koW4TisRg5cHk+JQLmB0bVS5pHsVRLL2jWD4AdWg8xcCJRSDuBwnK2Rw9uLnVjotWFs/IJCbDD8+te/fv369X//7/+d2tLbt28fHh4K090RmcVi8fXXX3/99dd/8Rd/ATbDMJzGO6oUW9OQHUalNdql5fo4D4fDcrn87LPPfvOb3/BylcIuWLDZl2R4MLjmarVCsvvO2hiXZy0xdjnJASmnHqdAHJT22YUSdkuuiSRNo9Fos9lAT8IJziDC2aqCYNq++KRACTHyX2WorFqLrjJ75ut3KWcn7+zsArcSTMdBhG2rvgDkcTviTD5KYY5yrct0jo6FprhFxmvtisk8Xe7KmMFYDPK0uG6vw3SZAaVdCYPJOsmcbSjFueltUmpuinN32hxK8HQlAApc6pUaN4hm2KhN09TtvWauYFW1OQI5UwNk/xJIDYubGBMLcrvdwqmmOE25ufLrr7+WIUID3BOj0Wi9Xr958+aXv/zlV199hZU/nU7BhrkVXXdX5yp1aYqc3xgjfBPb7XaxWBwOh1/84hchBFhNr6+vb25ubm9vy+UAu3gWi8XLly9lRM90OkUI6Hq9rsoCwbB4pGdXEjJb/uBdppbagGcB5bno1UqTTYNHCo5/Ic3gYBXa3W635JqHw2E6nSI9U+jiGYVacr4GzCDisRl+T7cLo1IYaN2UuZwlRKGVynbLv+0EqXFiOizL52aUXMlyU/k3hVJvC620GIT0PPE6pNCHh7mMPV8e4Bazs1WCQEq+yHzStLnryhuykP9ccQ4XQwAZYepbADK2gOzmEYvH6XlPJFupblLXx7/yYCUANJqFSccVj3zz5g3uQrfUXKWN/bM/+7Mvv/zyw4cPA5DnLpjNZp9//vk333zz+vVryuBq8IEMuqb05pT0k0IANnb15OHhAWwMUbvA4erq6s2bN0gT0TTNu3fvYoyIBMahTESbg+kS4cPh4KYuQuoG5PySo4Hj8BmNc7FYQJoEaSaPZ2cVhFYUSAmdbNodvVP2oPxWknW7fc7Cue2+G4/HP/7443w+f/Xq1RdffLFcLqVZhRtcyhCpygdgKJkKecahzdGBVSQZJ75KodEXAcVHe9GZKI7C40OrStHgoWw81OJkSCN1AxeHqqrGlhCU9zNVbwgBJ7ul3TUlcT81uOpRSiFLyYwZ3nxGcNnbAN5/SnN5cFfzAEuatHDQxN1ZyeXlpcWHxtU3b97Aofj4+IjEK7IkD5YAvvnmm//4H/+jzDrUF5Cj4PPPP//Vr371i1/8AmcWocQryxXHR60udzARapHJr+YaqJlOAYogHyJxblVVuEFst9vdtXB/f0/CTYR5qtLGT61WK5UEGD0lC1yv1/bqNPJLZkeSthwl/vNhqu+poXhSkGJQJ27l+h+r4gDix93d3W63G41GX331lRVHpIShapZbqXBLWkZF7hja2cHESa7DSUwRkAHUQHEfxSmkk0hiK3shG5WpEjAUkBEt12cxeQdlHv8Yo3OTs4Kqp219PB7PZjMQL9k8xBZVGF7lJzL6AaKXWkH16OwIkAdbyxhuZXG/clENT0YdaKpNtasgeoYLa4QH5MkHuYLcLZ3dVNOEA4iyzrqu5SFO3MH0n/7Tf1L1nJLzc7lcgg9dXl5+3sKLFy9SErccH9eVoJ40beCf63oIaWVUTSIWHsguDNpVVS2Xy8vLS+xEyLWh5biHNp3ew8PDfr+3gUW4Uwz2cMlFpM4kEaPOCl3WZmOIx2fnMUqfJN+pC4owPoXYmoL7+/t3797hfmImiZSQopm1lwons63Ib5iLA5MluaY8/x2EoOOepBrsheWaz9OiVK/5FkJnOF5dtF6Qa9oKUx5A9QPwBwstloWdIfmBdTa4fZjNZtLskylMZTl1tDGUaet9FeUmEZWTuRA0eIGCPARpaVke50qEfePDjOyWmU63sBW+bA3IdBhakpo/PKDMGr2EDGUwQSBSar5Olw9gomyaZrPZjEaj169fQ0NV0/ru3bt8PSrtXNWmGkD46N/8zd9cXFxcXFzMZjOcpJSMJLaBhfYS9c7AMSykpmlQbTmxBvNTGjYCNbEkRgKgkj4+Pl5fX3Mu6jYXfF3X8I+6Kguyl7FRUAwprEA7wWbBsuG2ovMseKT/6WxRncOYMUdVJyTOHQZN07x9+xbi7G63e/PmDXZrid89tvZb/FsdR37ItWc53H6/l8mh5JZn9piSkcwMV0pglfYVSRxK1r90kFVVpZJwoQx0aFvbMCntSU6eWBPBsy0769JLKQF9Ge0Zge2SZVbppHTlSErOXW41zQsKTwGnx76mgE5KxFMgcw0y0OYTLc3nc8jUV1dXs9nMJnCvqurVq1cIlEUZdRtX4T5XkfFnh/1+r25BAbFT1Aq+T649xuUiVhZBniEEJCpRTWi5ezxGSG0UCR0BTTbKz2L+01E0JTy/0gkK9vHjR4hBDw8PX3755SkGEu64zNaDHkaWI1+RNJXPZglUx9l8qEhIZbFXheTrvNtKEVX55BQb57gXV+8E7MbxeCzPug0baHap6nO0Q1nqKXTYYueaflYCNtxrMqxfIYWSW6cdk7pNLFLYO3r72XrKBtJ3rPJCyVMomtISsN1u7+7uLi8vlTtTaeHr9Ro8FerR//2//zeEsFwuqTlBJ7u8vPzss88+++wzV2Z3IePsAHQukqYNVrRV4blMjB7EkYbJZKI0TsVEiQwuFFPWNlBP2iFWq9X19TXf0g/ECuu6VveSyi7AU/PY3pWGhtQyozJaYlN5BqbVicOJlRR2AZcTwFqwXq/rdNrFXq27EI8v5zmj6dXFhBsB9yvw39OFEkVFJVmTBrO+7F+V/L0V6Lzig+38WepPZc1IrYnOobG7lDfMFeIfjT1kcE8z/NLthXVgBE/Ll4XdyhEAkkfDUrTCbrJdOvwLReaXL1/SG1fX9XQ67aWINE2Dw3BIrRfMXCs09vv9eDz+8z//c4n5fD5//fq1m65lZK5fVa3bEePWKKTCoFy89ZDAJUf2tlgs9vv9dDpt0tfYpQCXrsjYvUObO4Z9mc1mys2pFuR0Oh2Px5ggJGqBLZEnFiQ5btr8Mqw/k4C+EJ7BaKSE476tD+CahN1u9/79+7quEdLVF6TW4SY1jOY+O4thPOupVvBIElsscjqqbOFhRFXyS+b66VsD0ZDPx50O2POy1RPBXbJcEKco3Z8KpPbjLlYr3atvJUjCJ0GFlvBDxjeq8kqqVU7NYYuhbnNdFjJO5eroLG97Lc8poqrZbAYPB45ShBCgDNlz/ZeXl3V7Qbx8JRdYL1JYaDKJJjVxRigMYjo6EQBlJHOVr5i7GOEn6DLiY+/u7ih5hOPuw3Eb2oNAoE2y2s7NyOMo+ZKSeP1ECNFzwuPj47t378bjMS6zK/lEqXTkSaP2IlVZOIoAn9Mzqhbipn5IJhpEaFvf6ZaqJGN/zs4Uxp0Lse9KnUwm6/XaXjlUVRXOk+Hf2B6y6VV5imV+WmAvLDI2ugoWbBVLXSX8mgNoRPSc9lBKpNsAkLKM4dBC+dg+9bzUdQ2XW2oDZDIbKL+UHHx1VCO09kY+YUc4nurMTAmVIQnD6cb1er3f729vb/PsMIpbL9y3qQ9DCIfDQaUQAg2qEmnbJCCSFr8hUqREarJJUD3csYwrdWuRGiyKaEa3hr76cR4K5cvzQt5xeCKzjzFut1uENzP8MP8J+wtqkylApYg2TFWStkPVqOrpYEkafnFECB7aayWJnmoXq3ew4H4uGHdKtRI/W1h9wr1qDXqqn8rwKC1CFgc+tIuSoywXR4oJpfol11Dd5sqxn+T9CkqdV9Q2D1JEUs8zNUApUVOQ8uPKfyHZ3d/fIzTO4glCdgrjZEMuB3XnkRAEu+JVDHnPbsaCBBkWf2HsxfNUhZKthsQ67wvoBWQX5pjGqbIMz4AoIEMECfR6hnbu4NGE0oxTH+4ZJ3VnhQWVwccWiMYrGcT0qZLUYB7ba2sppdF+m8IkhUCmWF9jaf6hfDuYTJ+RYXeqN3IWYgvqbUjckNhZfyGk6EAQxtggXA+VOHMSjg9rpQSgT25yOCIQTOUXjsON3C/VW3QGRKEy3jU1CoOFBcXqAHV7lZLdPH1bGbzE0RCtCsN0RPdhPjxHMc6U7miNolApShIDFeJPGDaGiubKbSaRsQjHGO2h2Nlspk7c246kktoos7DtTn5MDt4NcVL2l1vMhsgDJG97bC8Fw5EPliTXhGEAh0DQa3Bi3GurtiETucl+SXeXrF/1QnI71TtGc9h6XGDeg/OSv8G1ZaJdetHovP2gEwbH+1gclE4ig1T7EqiMSFoIdZt2lAyCW1tiRduDPVipOpgSu5/HQzcm45EirR1TK0XaujC4k8lE5gGRhUtuFLLTk5+w2uSacrHqbBdwilmfbCxVgOqOep6yvGPppBCDuS+Y7VGILeaIuqYFYFX1vPzyjJK19MUO3gwfPnyg2cdtAj+I9gCqF8tyRMj6wf6lIdRtYrfbIbFt1cZEwPvIqQdAk7Nxswhx4pHKIBxa7iJ0+X0hYJGoGEVZs2TG6hhrhj5akBNUTvrzyqhL7nqt5F5MiNJYScywBG7JTmQYBR1E3gxJ561Kk9dk1ADaYBdild8LcmCjsGZFkRXvpw+/D1PMCJh9YTKZINVIp4c/pYDjRwkDIMvvtcTPFUXdF6r2DlXrEnhmibuua3sA/3TglpCTKIEpDlKfKyQZ/jqMa8YY3ZOXGczPBbR/oMtI6d40Tcro7arRfE7ZfDqdcoShYiorQtWefcJzHN9M2aKp+NKC6nq2FD7u7/I95aqwnWL6J4H8qqiy4Z0l3J0r3H0VTBDfADgcDrW4XOyUqgDRM8ifTkma40sOniKEJ5wvmuz3XJP/99Xc7e/xeAyHGbutvCBkEmfpgLUOpQxr6iu3Hlmh/SqPcEl3XBn/jFyTFr88DkjRUr4uFXXIfyh3VNVGx1XHkPpK/utGyRdC0zTM/47A0Xz5Tl3T1p8vQBFhNpvhLgv48FwqGUU6VvWKGcIwIE17n0OGYLncNAX4XPoy8+uH9mSWidnA9c7N/hPXMFyNkHAuzK2k0jQNXeCn1Mz5Oq8UonTTwnGgWskfXBuMRYri+pFMPRlBhNVKS5LVsPNI5kGb0UvqtUYYAqRXHP/KW3vcz0uMD7KkpMJypPI72QXyXeUq71tPfgDd1ZDimsP2ZH61hRBGoxHzY5VXy4HN1Cz/xXiqoybUmWwNo/YSdvl5OXoKSIZw/W9hvP4TQb4jcje51JOVQG+ACOKeIg2tVV9NVpO4yqpEfpX6EPklZV8SOymESaVBCdYk4oOlc4Dc8vb5GaGTiJ2l3VQgAg7jBi8U1pX7U5iUj3bqc1VDZtlkXCFclkpEtmpVHnNrrgsJv2bVGqWltlYC+Qkd6HzOYADbkeSa5biypLQqdGqNKACTo5yYwkZlJUEI9b0wL4TBYVBnAfpB8e8AmSAFSk0k20MYJ8mu1DvV57Tcjo6viT8dZB8lbnk14kSI4jrS/HaV7CeDDwZnt9vV7SlS91ABeJj0aSFyB4U5ESWOWLg5uR1i67aXzI8qMuODEOZDvVmxWA5FiQdHdvyZAY2W2wnl/PZFOM+YZ7NZXdcqK7KEkuawGoeprSkq0Xd7ZqzNimuWtGJrw47O3CPryljDiMw4HOd9H1CFiwqCTdTzYbWlXoEE1+2xk6aNZsJax9tMQhm5hlzD6QBsJdrPwB0HDKlSaMqldYZ7pN7Wx4dM8DseW3JGx1lYWV4yMzvykuvIb0Mb6UCCUp4/yNoV3Cljc5nda8+MI6I11bRLF6CfdRoq9vs9hnq73WLQkE2+bm8CsGJZFKAeqmJNm6aHiq/ibTwqcxBX+DKGKLbnTJTxVklp7K8rTJyoPrKwXUVqKkuq7SQCKULsCoUu+8mI0ZjZ8XiMq9c7sVWgPqG9QWoFheBOUy/VLQ+UTiiQ4XmK2nAG7bDgopggUj82Xa76ATAOYlBKFnEeRqMRD5lZXMt5iUQps747lVH3bebJE6lfYdBilZVYraKv5AgxArH+uJEmwwkkc6J0Eo+9BfYTO7D0w8ke8UAkbANYFTxfYU9nuuzECpvu3CmcO1dLySuFjKyTSlWqntAuaeDfS5vBh1HcWMnBvLi4wLgp1lhSMwAsmTFijbn2EsxSHgwgo8Xc4bc8gilpazyGcNa9RshIOWpyJWFx593Oci9M3MHvWwlyVNFay1iwPGRYLA4NW6wUIU0pfPHYn52ZwV5sPgpRXjbd6VFW25misF14qXr6zgjKdx/b77X3qqqCD8klB6TaversXL5N01AKLkTSfVhOwvJVhUROu5i46TNViRLVZaMD3H6Im0W1+dRZJNAy/JWVhPSWGKb7yg6qFZ8HRdNTxeShwLyekSG18hNlva9aTy3nN7WQZG3Me5DtYhJiqwsyfag7aPLYSTi2KtnCEm01YpTZJciHoeWaUtdU4o7F8OyMs3PZyFnLFDvRJmlL2onulHpHo9HFxQUmBbdsqttsQroXmd6BCMsdXZmAStUFucuUNTW1W2OM5WJ9+azJJ65aT8jLxyWQ0vGqqnL8Im4V5dsbMbSdleRlsTx1S31eCJSm5cPU+WJqRakW5fRUiSAFQGYM3WHvHPPyPSPVXFVtasblGQkptZUbDILIMaSeK6JM2O12uLTLLazQLqG5vHvZItC5qfKcT1alBOTU2pa8DV5GxXj6QtM0u90OPBjjLI9mNk2TSTSo4HA4MIn//f19FJdiBpFjHVmHlJsTv+/u7u7u7vCbyY2tAhqMON5rReWhbz2085+l9VRVw+yrq9VK5Xosr4cs0DIPpVZKyVhGrUsBi6Gt0q7ukkRGLZBWZJBMUUtZs6tmyJKS9qqFJLvp7i+1DlUTSZYpWcW5Fm7JQky5cFKGvnxbKejVo3N1/9NCdZxZUMIwuqymIyVaWs986B+TJZtwHw6Yo6ZpSMplPZWICepb52CIwnhQi0ytgytEuOzhcHh4eMCtI7xapCTLjGSKMnyvaa8l4S62OdYxjNCEYmu9IGHNyAED5vE55+iZIUWa1+v1mzdv1EM7DtZEKQEhYHYlVMIjSP/L6DhxsUKSzmy7BmTJps2oAPapguc7uyOrLVkkDGEJIoRYiQUnghre3w9pyZcD2M/ZHbB5OH2Mzig0nKWq1LrJq7NKq6OML7W38mMYIItPwVoyQzSMO6agaZqbm5uHhwfcoyn1G1nsiegyRfhaJBOghAs34eDOHtqE7FA0kV1ku90ic5DKH5SBzWYDjsg9C/oo2SSi4lWg0KHNikCfKB+6mR2tjnLiRJ8+a2dUc88I0+n0xYsXioe5TpkU16TdlRnsVFWcmko4Ykbe/Xd0ZlNCkm9TUVdugGsQU5bibbGn0b5pkyXF9swFmz4LD5JIwqtSWQutC64DOVU4dVLzRLHaBaLhhoE0XtrrAU0Q7dpcJty0SVhK4Lzdr7yDj/JonaTRA0DuE5XQ/ETIoFQlbgvPiKWdzeFe3zPinwLrzpzNZlAEOR2cFDIeFrZqfWdzoc1YC7612+0eHh5AMeXd1IyxOhwOqpWDSKFOPgcqqbgm/uUrAnrN8lIBldhKlslXKZobyratS3NThZXtrrPyXsAKB2w3i8xiscANPxJcOqOGi8zSMifLXPFbhZErX/vhcNjtdoyHGGDKVhlOXBwknFdozkChwERmT5YZmIc2/2U5FQshPHq35Sn5tNBjVAK0FKnnjTgodnpbHKXMPi9B1S3vDkgvDG3hlGs5HN8DnBdlYuvFLNwwscskS+UVe9VKY72yV3dOLmrLHOGSVRUOeN8tLTkNaZC8AVii7TqWJNCqLPVC2GORh4g5EJjD1kUpCKYrn2OsGGfEztIAi+jrQxvE+9je82XjRDJDVziG9bPc7PtEZgYJ+dgihQDyLxbWLEmKUuYkVOYWBJfN211Aq3shPhko4ZpPMReUF0+ppDo+5TKOMdozZ6eAsvY8NTQioJGCUooxd4I6ooBNSwtAfgPLdZBZEHb1uNgOPpKc8hkTDsc3NLkiUd/l22TzvEtzkByHJyKIUpUZjUabzeaM4R6ATqWwbu/LA3eBAYa/t9stpiA1AlAWQezUkJLpysLIEQGTQF3Xs9kMSRNRA621VXuClsKr3KcM/wHvlMsSOB/ao5lNC3Rksjus/yyTO0CgB6iYEVstb0lyDWMuUyEdKEA8h1soiw9Cc7AZXF1dZegPaRQ3YIxxOp2ig1GE42GfynrkAlDGOddmMBjsVBK9lE01NfupZM6pr06xM1UmUqSqqjGNM5kNXPgwhIA7FgYzLVu/wirVrhRjUzYiVU/nhlSbJLVqJaPtxLNvyRIMJUAVyH/VJII22RH2tJM3FIKSZ0NPy/Yp0DTNx48f7+7uXrx44SqySr5WVLJEPWJcD78iy3x4eLi/v99sNvf39/f397iajVyTn8QYM5dFM6CjaZrb21tL5SF41XWNQ/GTyQTtVlUFfbFqs/GhjBof/ACX5W/Za4TXAnmZ8IvBsTFGxtbSFn0Qt+bZvZOS1DNy51MARqMWV+qei0mcUk9d19Pp9OLiAlMPa61LsjI2Eo65sltIxFxxtm5vfrXmEAWFFjJWzjDg0fEtDhmBwFKJEtJtXWlK1ZbYdnLZqgUWHkvlrHylplRJcM1TwjVVTyzXVGcHbbFYHJpY3l935+fRKGz3FOqgeBvFhc6v3L64e0DZ8cotqJxKK62H7D4ZBq4+AeRvb283mw2uzTpj/WyFf6NwpZM73rfw8PAAByf9goolu8p31TpUYozgW3Zz8QQL1VBk3wVJZSgHkOTpF9k6nK+cZcWYwR3B6eUr2RHmzWjEsc7M6KVWqbtanhSepxUFLrejcjlvAcaDvFUmtm6UTASs5KCpZcbfUvShr9qWd0mNsjYxHEl+yLuAFJIu8mqUyrVG0B8GN7lc0zZq62c98uGRhOuirkQwl95V4sKQkHBt9gLgmrJbMlQ6j3kvyEht+frlei1HIyUWlAPWNEgq3YSuuUmBIrvuGsqszk47VdWaat0yoOADGJgraPO37bhMfvvP//zP33zzDToOIbdcjeaC53FGAoyoVevwbsQxf6prYDb7/R5sCcdgmqbZbrc4S+qSHu4m/laWNPmVtJrWdT2fz+/u7jACOJGC0/Hz+Zw5flkDXZioyhohiKoyC0sOKp9Lqy8Y+WBSIDUhPizcL51qkFwDmY2fMsm4s1aCWB4wfTipmV/wAFVGidF8SFMiZEfIUniLRcuaGxHPlZm4zCyAMo/aC/KUbYNSYBDqDVlMCfmSHeck2iOUZElgnFyi0qiQElyCYP9EVXb5iHgNXt/ov41aHgzDBED0LWWB7NUu5iMlmtmvzqs5SQTyeAah4riFLbFwl6b6FsGW1jxSskIqLw62cEKHjaT7CVFtmgY20r43n0ThAnx4eLBRRavVCtoAD10wzOf29vbu7u7du3fX19e4OG+73eIh/u0V3hxN9mA7iUhRCw4HarXf70ejEf7FSmbCd9DK0KX0g2VKziejkLjq5FseQTn7jjgvVF5CnGcDOeyS3U6n0/V6fXFxMZvNQAF6OTJSao/SeTq7HE87ScyrAuwZUEqBRCZDK/KCSH18FYSthLqmUsTJNV3NUuKZGqgjrunKMoVjRxKTKoA+gBy7w8H4wJJJzeAg5ztVVapAZ9OuAChJWJ3Ici4Ny+yjW7ITmXh8V3voearHJZQZM0MvyA9g547tS8JSGy8cy913d3c3NzdXV1dBiFYwH3U2AQbj3m6NizNDOyPQ9eEg3G63d3d319fXMA4/Pj7CWrvZbDabDfTOElkeP2guk1ipT8CxeGQTxzfBNalihtaTJ7/KLB5YldURFH7IvjdtUC5NxJ0LEgW4KU40TfUFHk98zkY7YTQaffHFF2/evHn16pU0M4QuAw+2VdNG+ribiDaGvJwkCw8Gciz5A68YyCMVTbKxYK7yTSFTHR8F6cRc3gKkdAz3k/za6KYaJaNsP+lVPpzgXTjRMCJpawrkW8tlMwxSAQiWlAzY+um9OJFrDgM5GpYJyVakZO0qo7LC1HSkLHVkhKo8t+tut7u9vbUVZkgM60csjP18sVgo/Y9ogHvxkAm8jHBtwiorcwJkusmBwid580lsc6lT3+WJFyidNC1K8y99kHb0gDmv/SLZxVtSH9I+6QPLrDG1m0qWYmHUSS8AT1JG4Hh8JMPFLcXgBzN+tLhcLl+8ePHFF19cXFwo86MCd1uxvMtyJGfq3P5nIQ61AJo6werq9tKCKDRa2ahyeLmLpNxOoIbRTvqAiRseH5EBF48zEmtCp6s8ZDeYFDcUTVHFUrKzfZjHpz7O4sZlIbWBp4YBMlDn6pT5J0NC95UdH2D/yQjaduMp2G63Vlm01ZJ0SvMjWKY9/6rOoZMewYX54cMHfPXw8HBzc/Phw4ebmxtEopIVuVyTJCa0Cw+fqCge29ko7kLZtcDjm9PplP7L0Wg0nU7BjIMgrGwxiONJdHHxkInqL6ZSHu4cBi59eOp9gfqrqsLIUEw5vdFyKx22/9XV1ZdffqkCZ8orASjM1WTZAhZc+WkA0LspRUB66GPrauUus9vQ/SHLDJOcLK+1cR6dYz5OoTUY8qFchW1RtS+vXP1gPe5z+6QRIcTK8p63PCvI7HPbcWmBkW9x8PQpzFZ9KUJe+Us1kXrOeg6Hw8i7VDlTgxoNdOSQuKZRwXa7fffuHQ7+pxqK5or50Dr2bm5u8nMR2wOL+/3+/v7+5ubm/fv3PHMC+zBMtXBqdvIYycMej7Ofk4epT7BfwDJx+OTh4SG0h3ym06nM0hIEg1Tton7pmyQ/lk/k1shHjoSWMdRtWkG3wFm442CTLy7oHRYMcTqMx+PVasVcThyrAfwbn0AVc7mm+xUNJLYMFoyr7ru5yWaz2Xw+53qzDUXhRyNidneH7N1Kyl7Vi0CRcULvVPE+Ch93CgaGMmYoY8nnZ9kk3P9V2bk6CW4xMnVabzJRNu5oVq13wT5n5JhCICU0dUqa1bHnI5TlXXRx7vxqALiYQ1+p2qtGXc0+VZuVo8uXUNM0d3d3m82GhKkTbaAH0+6HDx+srvnixQsZBQN1cLfbbTYb8EgAbLObzebu7k7aZjsRro4zEnAEMkoqy9MyjCU3mUwQXQK2V9f1ZrNBiBBVSfm7EdmjorhrWvLyKMLuJCtVWI3HY8x4FGmhRqMR5IazcEoX3D2YL++yBykEPxHCo9Ho66+//uyzz85SW2x99uqhwpxGr8fHx4xqQXBHr1PyAyb8VsZax2MDXt+BzUtF9EF0KqmSZUrGSanFRW+IhTbPOPPgntHOp1jsRMaVVjKgiK/6kTczpurJP+SelERZvrKfpCTflNUiJhx7Jeh1gqq5FilIwrGA76avkyoO0SBIJFOT7vaubxc6a2AZsJzD4XB/f//x48d37969e/dOFV4ul69fv6Y9k9ZRJgTYbrdknHd3d7e3t1D+ekE8hqYrPlwytqb1O4KdV60PftReKMY0XtK7qQYqCs1A/RvN3SZ2kBnEqNhzYfddGXQYyHrU74xB5am1z6qqXr9+/fnnn/OYhBKF+0LfneKa9GKrPwwj9RSS8K81ikouznVVXn/MZsjLTCg7yw6GNGt0awB0nDzJ6MgppAeDpK1VIhis3AOsrKy9MHkKoVLKMgTXDJvio7JAaC2KHKXCrULdRT13g7Bjm/NlNpt1VmvldAmWQYbjyBQ+dC14bs0lRmwM+OPj47t3796+fbtcLkMI+EuKry77RZ0I4Xn37t3/+3//7/HxcbPZqJpvbm7u7u4WiwUYJKyv19fXHz9+hCcSSurNzc3Hjx/BMg/HB2qx+aGk2sOgIYS6rqEm0pSN0CQ7RNLWTdUQptrJZNIcp7ijNukOKSOJmjYhA1ykUohsmkYamSnhWVGvczGfd6/lq5ISZ9UmVMIK3O12593yJbUtFouvvvrqzZs3VBvoCxxGspTlqYRapgowxvjQJ20cp5uWpMlkwrUxGo1SJzLPO/iSYduG5LDQxZPpoy0w/H5NhdApCmg55BeB3LHK7ED0OjHMDyIgT6zttyqSohMy28YVRcv18kIEzgtyCtRDQKdw7Y5G53jKFvf7vRtGawE8AwdFbm9vb29vEeBjS8L6it8oiVMl9/f3P/744/v372HaBb9U38rIHWQ/sPWDnTM3UIrVKZBiPjVC8DP6HQ7tLWMyyIjqJv8FB00Nfmb86zZHHXTNzNQ/P1THZyFiOnHu0+2XqqrW6/UXX3zx6tUrNgQbgD16MQAO7W3w6GmTuO8v00EwvEqY1jt7FFrqxBWYUn4AXEK9+ps3GlVd/s68cG8/kZYVPhyzA5laXCJuhwObcMCtUvnWe1VV2FYJ78y8dRVE+codgfLFkeLcmfVXUm1mME8hGZmNUYhVp0biNqqe5Ffdbrd7//59Sc1Sx0LSgNQ2k7wQhllYZT98+CDxbATg4WN7YQivDenEijyspAtKCzy0qe+4Q+FXxt94bD6VTFRGAKn6FW9WBcCZUsT6GSDVaNU6VhkzT936eREMr169AssEwFpQF1zzcpbxxLxIEdydRARJ8VWnWibtXmRgUrGTbfXimuB2FOzUW5kIrNO20angEXO1L1hgXGLfS3FN6d0F7Pf7Kp3EINPEMEjZr0+BFLs6XQD8tCJ2CoeY9go/xZSlUKLR7MRRUjqEfHVzc5NBQHIamiXtCk/BZrOBGRYK6Pfffw/tE/5RFsO256GOwsoHiOTsC5VL6JpEwMa5RBHm49LHxvg7gzfOgKqN+Uoh1rcvJwJP+OHHob21IiUZhCcQ2UejEbLLrtfrly9fyoZKUi5IfIZtE0kwqQ7JapWUU1UV1N8ggrdLmnaZk1zGncKBAil62g8Z0xSPDbAuYp0IRBGcb1lmANfsxN4t4GrKzxm6nYoikRMfy1LidUJf+zM5wYntnhcsPhlxD1NpnecWUEkJi01JVKynFy/pC/f39/v9PnV5IRUs3O0MLlh+y9h2u33//v3Nzc3Nzc319TX8war+x/a2wk8iP8XWFAk0mCxUPmduBBdDqSuQWQ4TdLiinnMoaNUAzodsXqTCCuWPzqVS1/XV1dWLFy+gZcqrNPNo9OKXhapbODY/8iu1zXmgAOeaBtA0yuWc7r4s08pwblQpra+MEKYsYhmTO/UsH48hHI/qk2Q5SEEUN70Vgpokfk4LgxwmDk1qkXH+UnOmaHqJwSSF6vODRcD6nm1f+MS+atpoHRweqFrXRQkOqUFT9liJ8ymZvksA7DBz5S83CYJuNptNyY3Wqgl4NENiPAegHQqEUYSQTCaTzly7YJDQAquqwpjbjEL5SpQY3mmpwj4CM4Ye7xbr5RRQ33Z+Il0noBWd4gvoVaZ3mb0DmM1mjKSbz+evX7++urrCCpxOp71sOdy8eVEj/5a5YbnUrfZWVRVxpmxB12Yl7pu0DblyOeXvXodQpaLSl8sSBu+4aEC+1fdtqo8HCIO9Vv9gUIknoomAUPicKNJ2MoPnhPrkFJrlA0L3vhyBmHBkDh6lqqqUJVMi0LeqFA7gmi9fvsRSUTkWmuMzGOpMhYX8FMC6W5LQoATU5lcZZPiQxrQMkNuxEukukqjKRu2osp5wPNQZgVWOsFs+DN1fqQVpATg/HYHCLFTtdeLIxr5cLnFN5mq1YrFe1cYY6+M7I6WtVT7MD2BjTv4cjpNU2OmQ9Bzx2CSwlifZgaWwkud8KXoiVb1ywwCn2Kqk+YOYsPRKFZyDI0t2cM0BULep6G1PLJa9GlVrwsYxP5HBRypGfU3Q0k3t1uxKKuVY9eqvsmOHoeY1a5yHoc/W77Zuf6Sc/HkeYI9y59HGYcpKHFsM4k5p0PT7+3teJCnxIb0jXF5e5pvrBSo/HzaRe12UAqiYob28Whpj3PJN0+CUS13X+MTdNc1xJK1LZco1gBKK+dTyaEwc8htscswDYlBxgcnFxYWa32FNdBJPOU2VuNSlOg5vUZ8ooiq1K2sZQtqy1AjYLYmSild1gpIJiJJr3nCHJcWGGDSeaVryadeTWqprlq8tNxV96GO45zxlGnWJ7Hg8ToVvnMhQFSYZat6LC6b08oyCIldwXdeQG1LDJSuRLn07dO7DIGTzXhK6W5InuCsRpI5Xh/aIofpERqy46bv4O0UTJTw8PHz33Xe//vWv2bVwTGgKZeHxePz555+/evUK5z5DCKkkt+7nEmpzbS8gZUa29YzHY9jTeMwgtQEtUPN4FPdRq5sX7aQww1/0LixzdX2loXYiVgi2ieeJX8sD1M3ZbAZFE5bYQgtcptiwkBG3Qs4aDiWz5qYNqyafINfEguwMO5BXdynk5d4PXRJAdXyAhJ80xeFI7A5/uxJDBocMHEmag/UeieihPV3bS7IAcHm5bKDzOEeG0/RFxn4uKyEHKqyToLrQeAehKE+55zKleVaJgfmm3dVcriuUFCjEAf0it6gS5tl8bZ0ouQMrkwn0FQcJs9ns9evXSBxaVRWSGPStpDJhk52qGxR69XA6nUqVFCoOn3DSIU3K7iMBAnycwVgdMshYWqb+5WFNPDmI3A7PEwnVV0S2heWhyb67ZjqdXlxcrFYr8E5KMyWYDFiNA0BNtDSbq65xw+I5PZRVwurGnqaoja1flTlxBKSaGNozHexCIR1L/UsYV8JXb19n+gDbjnqIUIIBPa9ae0JqhVU9r9OSHS7fRYpnDzBgquVStR4OqlaMR3Dl7ihAvUIN1CQYRh/asB0p0bu4uWy+fCU1xWlj88B1TORTimZ5nSVdizFuNpvtditTHUWRZ5UPJXG3eZFevXr14sWL5XKJCJoff/zxxx9/rKrq4uLi7du3LnpcFXLWiEBTnDccJFiODOIwuWLBMpE7m81BKFExONPpFDQdS3Q6ncoRwEZWo+ruCHcNq38ZuJvaUCUU7Y8F6rqGookQZRgDkLAiRWMzdO+8ID12fCgDo1xXpaKleKL8rKw/JA5NpuZdif6DFZIUoLPWNynfqoedVM6RXsshM80DxD054oN1Z8oarlBTCUuji56UlTjckhtJNDrJOgorqwV/9x15rjBiyL/uanBr6NWi/Iqa2bn2NvvynKeVkMO9M0EgAVRPPplOp7/4xS/evHlzOBx++OGHd+/effjwgZl9Xr169fHjx6ZpfvjhB1XPbDZTgTBNm8O2nEZQsiRWkKJgQAPzm0wmPFXCFisBIYTZbIYccjTqwkRExJCxSAoTrppYbqvI8MvCvveCvgqiW0PfTyaTyWq1ghcTSgWmgxfrwlrwyeUDK9YoN2HKWVMZw6kq2YjjJcEkrA5dZLycyHduGUu9JXCpp6ZDkmv7dpxvPjXBA5ZULxiguVfCi5sqULf5pTrXbmEHJVbPsxmAueSdrqLWqQH0apF1UsyUBeTI9+Wpvcqz8OC+IL9deXkrGK3X6zdv3jRN8+HDh9/85je4gAycD4kRvvjiiy+++OJnP/sZkgS9f//++vqaCRZsfzGY5Yo189rgE/zL6CHonVWbQ9h+bg0h+KoRSVnD8aHyIHQUvE2ZQ1xovBOBzykqDQMMYy+lp67rzz///OrqCkGzUP0hu8hqz4hkk82+FEUyvEzonBvTIOc6iEBrRWNTjhUuQvftYIgCUgVK6mF/M0OXKTDOcxrU7jpg3E8YWTAej5VFqE7kV3Rn3RIRd+77Mm9aR89oAVCVEzH5W3UwfwisFzTHl2A8BeeWCwi0VSJftbG4creot8oCI23UwzCxUOgWRdI7BgoGT9iE3TWEYM8+Inco7s788ccff/vb3+Jkpz2AOJ/Pl8vlarX6/8j7sy9LjuM+HM+quy+9T88+AwwAUgBJwVxEyfpSlh/84uNzfI7/Xr/Z8rFlSrYoUgIhiyAIEBgMZunp7rtvVb+HjysYNzIyKqvu7QHkXzz0uV2VlRm5xZ6RJycn19fXX3zxBVVLrZAWWNpxPoyYbmyQTqfT6/Wgd5JOkxcBPsZwkaOx1Wp1u91er4dTK9Bi98LSiN1utm86q1SJ0FRKPzcGk6/MSvWIOpPCIa0GHna73ZOTE/okdINsiNVxW5d4lYcTtvAdSvuLlC2hNhEXxEMKXw9NOk0cL1ObfNUTrAnznIXR1mu93ieCZURlOYhvjJKQGctCPIlRK/kTorlpkRarBqq7ay0+Yv7uEliRU4ovbmH4ivdv0RrioqLdHWPJGhLr3iGyrWQ79MmHGnOHvLKRH/pcs9frPXv2bLlcXl9fX1xczOfz1WqFW8D8z+H4zPO82Wyenp7iak8kkce9KJsigTtl+/RZS4g8Yepx/xd4J0U/0tssfC0XPkzTdFVAt9sF312v18LtWo9IUbjjTUiopWCsc7EL6lEAmz0jGss4pJGyAyHxLVYtTJooybv5ttGy1DvAW+TLoDbZJCZUij8VFoSuxoqqiq3QCnyeJbmmLcsI8JU2TEN8pHUIYlipj2SN/el3jdZZzOdUzA/BVw8PiK2SsPg0QCTX5MqlamBRkaQlq1KNGmNeG+KzbvKzlbuD8NX5b3k0r79brq+vr6+v1+v11dWVuKXEXwA49+mcg48QD1ut1snJSZ7ng8FgtVq9fv0aZVJ2D2V8d/Ii0AYp5vl8YVWIM+wE8HomSSKifoAniQsZC/SvLeB/I6CimmjnGfZYP8D3mqs7KyT3q1DVMCMU07y4fEZY2t8w0EJyAduhz5jzAIiaaYR3NJOoI+Nvn2aoaG2A7OyHUe3Sim+1EGYHx/oWIj0Jc7/tq8uRopMBquEovkLwgFJSmxR21EiUjLeikhh1MGdnrlGYuAhOf6tBazfEsz/77LPvfe97zltO9C/Y2MHBAf5FglmyYsF5SZuT22bFyCBeFzdTChx6vd54PG42m/1+n4YCLDDZjlOFiS8UnUEaJ6I0wQjFSZJcu2UhSRJgTuWTJEExypngtl3a+B15VZktnYjCPm6lX4WAWvSbTrYvCKuElVC5DDzVvRAysFWSkHzGqdKxPM8pHNrvb4hlhmgIpVekxRYjoHPeFpoIzh3z7UhaH0JZUDj+BlYG1GME+89Di7tw/ecYF9VhSeNlmPWTIh6VSkJS4/NkTG2NrUiSoM+h9wW+ss5fxdQQEr7s2qqKrjcKaZoiGqXqh/Wkn9lstlwuQ/laqcI0Tefz+WQygQ3WOUcsE/mD7FaQvZ1yDHE86X4G51yn0zk+Psat1ySBibNlMSMDhkcqBVdiSOn0y5PGs1gsEHkLPRi3iTkmgBpKsM8SNsV9Ee4G7J83Aba5tdIOrXo0S1W5/BaJr+wyqlyEFU8IQpQh8mHMxPG1RMQ/CedRIUcGaQh+u/uyRYUQFk/2zzVXq1Uosj80ppG2QWNKsu2gmBgwVl7o9Mt+wRavQiNAgkWMivkvAvzYqH2NvDqG4/F4MpmUZjlfLBbPnj0DM4NyiWu/8NYY+TzP4e/Mw5ELkbKO3RCvjc6NgF/m20cD7fvOkiSBQJAkCZ0v3Gw23W6Xd0Elkb49idO1b49kRhBCKbQTQ1q+eILBRwAzLa14ckQVGkxXKGeRNfPP8yL6nQtkNL8+N7IbUgUpI1JXdAE/kgIylseHgGtB3ypat3+uudlsQpFju0CkFLOvtlQ3fukqqQHxOHMLZ9VvHYuiuiFBnjZAjQ8jK+dPfEOx+omgXHmez2az0WgEpYrk3Farxe/2ajabL168uLq6gk6ZZdlisbi4uPDZDwJqyIXpnNtsNrPZjJoLGb5wXNLusisCBdSliEOZ4jkpnZXWBpV//fp1u90eDAZJkUTNBY6OoGl6TippqN10+w6AvR9m/8YhTVOkBKInpdshRE/UBAJUoKrrjkswgmsKTkxubD6nTptWlcu66iGygpfn7DA9Vr6dHOObgj+wN24BKAVjaMi8o4JP3fiTNJBy1zfbhlTyfQ1upOSVl93fyTEXhhEVW06Y/Kp2MUTszuANoD0WEyO9l+ZKn/gsE7Bery8vLx8/fswfwlBBTrvFYjEajWAUUuPysyxDNgP8699xhhBZFYFms6lm3nHeHqQfodxJSAxEY27T07y4q8tvlH6TzrRYLBCdwD8XhrWsOIZEW0PdCEmRHiv+pM0NAd9cIX9b7cobjcbR0dHR0RFvxT9ux/9VhaFKVi61ZO7ZYHcHoxccQkSgtHKx7DcMjAtfI2Hvo/EH9gYpRlWx/VHICw+KXyOsWK1WS70uMWZA+WlrQOROUxX5ep4GQOn6Q4HMSyeLkyEJC7XgseY8AlalYip3JHliL3QnKfzEpVbi0gHkFNOvLS9z9fOB2iOoel6apuv1+uXLlzjyqGLrnLu+voa+uNlscDG1YEhIbkD/ioWHQ5whB4zK27rdLpi00R3xBLuVukmuVnUwfReG3ylXiBok71N6evokhJ4BEIX5tzZjIJ2Dlg2VF3uzNhEM7btSS6nRKPIbiFzB5EyphydvN/L5LsMSicANNSHaqteK7zLw35YqOeKJX34rN9BexoLv/NIKOZbY7UjqLbD3O0NbkQ/uTU+nDyERmzY5ac9iw9OPkHi+XzwpoUwMUOs+t7NXVe5dgsGpHk86T9YIyGqqIhWJLTXtP/H5FvjE8+fPR6PR8fGxLxrDTjuZTNCR5XJJaX0IxJbJigMe9LDU+uoDDTW3ocXY4tRbR0q9cXmeI7JJlCHbIIYuTVORs1c0RDXX3neVVCuBg7FNDLYXiVWlz5Mk6fV6FHcdA/G21hpkrfbZP5U00W+yMbxhMrtf2J26xjog1bCukPrFowRDnxNwekHHyNQCjlHhSlRVLKDQRk2KW5biawaEuCYg9ZIxGh+qwOXu0NvSamnoePkQAkR0VDapthUi1vSJqvmF5kJVBfhz+hZPQutTDYS5vr6eTqdE4zbFpVfwo1DWHldcpSQ+J5YPhVLF04CQOQS7JimO8UUqKDHGFZ+zQhv2uzYcDl0RLYywIJVr8tkRKqw6cf4GLOvWNwy8FzETkSRJv9+vxDVrQwwTrccySyGpfuC1qlQkQAx+ohm9YyBET1RlRpTxoUkfqIvDHqbQV/P5vIZdlBtkxFtBxDF2wuZjrBK1QnWMSNKPOZcGUAVG7kjnz/O698gn28B5le078euJCSniLFa8CnnjbPyxigj/rLg+RV0/edllmWKp1BDGX7x4cX5+rq5Squry8rL0hIkAznFVMCrkjoldbHpZlgklMilOZxLQOTwBSAyE8STmDVbqPDMdhIxQVcn2hTxpcV1PVuSsdyy3g9oRX62MkTv3wi1I4Y4pnCTJYDA4PDxETvwdm96Lwaw2nSmtdpfPfZS4rS4tcqXZNfjiV+g4itpiDfT8MvWDXY1o4Pl8jlACMQS1GQb9pkBQIjEkle/iv0y2AwHeTGhfDSMe9ZorJc67n1md7IyliqXyeQF+eRfHDkt7RCtb1Z/o/u0QJoC9hzLN5/MscPEZUhPQ6ZH4OmOWjXEIxHfn1wDVWykAKrjaO5wxhfIN4UyIj7yPYJmhSfeVDJKZqJv/og19HO7cuXN2duY/3wv/2yM5UufFBbiR80Kd47sjiBU952xyL7BjVfXiYHY9IuIjnWXZZDI5Pj6uRwJ8Ss23Geea+Xaojj18tiYOIMtbSHbe0drAIYSwz6U4A6OFaPfXr4RkfMGcci2ER/wrAimrdopUYQpIybKMhhqyeajakO2BHtabjjzPx+PxfD4nLYrDarVSE/pQWz7nq3GejEaA5wbCwx2zgpUCpV/wX1GwLngq+Cu363BdikcdE9yEiuN2II4Cn5vg00mS3L59ezAYxBuo6MO9I2PXL+IbiKQIaaZeW1RJowC/WI3xT5KE3yjgk683D/s/WLler+fzeT0HoS9up9u3+FJIqmBgb2D4kip5I8WH9Duk3xAgdMgQBvcivfJlV8q8qel6Mi9vC9yFyzq2K5RXIuQeP265EkpIua5yTRUodw8AV1rC3LrxLnx2AWee6Kxv26SDHM6zT4bEqRpg8HhyUiJAt9FokM3WLxx6GJJydifN30Lo9/tnZ2fHx8dIfO+v2zx8OG33oVBXhS8Ec92RK/qcuu5o1EU9iOXENQA8ro236MJyIT/aFFp1+yKDBnACpRZoctdCvRusRNV5noOO7Gt78FlPivMSatMhb6XbmfSrzRkPRQGa6Ugc6nm84+FbYhmzTaCl5oFdNvlisbi6ujo5OYm8oVrc80WQZZl/U5iqcCNxDD2Zz+d+qG3OInKFQKPSR76Q4tdMzBZA63RgTqxb4UayzVxpkeQPbDiGOt+cEravlU+E6N69e9/97neHwyFddOpq+SZ3RIxTSEF4c3b0i2x19JDHKibbvhtXzGzMdKAq5GVEhil8JY5axnfzWytdpWkaq2tWMnRg8/NcByKcp9ISUecsLTKHiaqEgiuEfRJ2QqFPzWazNP2YeFLaF96WSIrt2DrmhX1yCd29VEdUITUTrJdCTEOkHoWkFr88YkkMXVOoJqJmX3VTUfITblByc6T+6XQ6aAj7nPM/INnpdKBThsYhD2cP4LIal5lwzacvcYeiYxIvaFzcuIKe+vHnPtinQgVgjpAdPi9CtPKIWLksy7gIDtJMR7AQoEuV+EqJATGE6OaYLkG73X7w4MHjx4/Pzs7a7Xa/3+fMKSku6jJq2IVNhrR5cCyV3/BFTgiASnPiTFcQcjqZJEmn0yHCqBKTZrNJ96NRnUkRtlnDhQGABh9/RMfvtfixFyjnmqp1KIZVYPjwb0y3hVLIWyeBiCrkcx+jr0SOGuFZaSdH1ukKxuwCkaghyovf/jHB+IWoVl76CTXkq/sh8FvhnJ4eUrqs0npUaddnmX4QnUq2OEG5vr6ez+eHh4dpOIGZAIx5jeOYHCs/nzuH0nTKYHuqQ7E0nigUBBQCdHY+n3c6HQorjT8Vw1kjocdXlK1Mx8AeqWGe57gDlUO327137554cnh4eHJycnh4SA9rOG72pVzyJ1xQUz9ZrVZk80iSBLloeHkxQVCg87KYdsIHwr2wA/uFhW/VaYSaBPFk+z6DN2AnI+khVKAO14zBO8syWLdjJFPRluGvVm2zeSApoqjW5hzUTbJ07R6UQYyHP+S3LYrCPnrkx/WFgxD1UWuu4ZHl3I4EF7GmfQgp8aJmJKDxUfLF2DzgFqptaafVBRupc46y4cTAarWaz+f73bpUG27KNEqCh/luVJ4z1vi8qsifZRmy7BKn9NGzh45oYlqcr6VdFrOcSmG/XHM6nfKakYc9SZLHjx8/evRoMBgMh8PRaIRsi7vTB6PXauW+qVOYUiKlWxr8JEmEK00VZZLCSmfwYxBnWGgp5igvgg0NXk4FQOIIAU7xkkJn3TvL9MVxzm5cQOjfGvRKErdRIM9zCDUusDLUEaSx4ysGlSRM3XTOpWkKed+32qn4cI7omFOagx+FFCNhhUAIUBwME1niGeIofMZnJzyCMUkSdVJIBEm2TZ1Z+KIDV7i31YVurNqYMw+ObSS1KrUL6jCqR07j5wu2Wbopk4yHZEtUvwLL5PdrVoIaJJ7L2jVa5IBoA06J7PKLxSJJEh4wZWz80FLhYi63Y0eurtpMsd6JAgFIn/T69euvv/663W7/2Z/9GU6iNxqNkB8nUg5QTTI1pjjfTj2IdQKykLKc3rmW1TIprKniOR1P4EQMBCE0hklxW07KwO9UJEXlXwlbRc7uCXABdaIGUGeJ3eA56biiiRJdM0TdCO99JIiXtAABAABJREFUMX+ae1EhLL3iLef/GzMjvsq9jE75KNXrzu6fR0JkR9wOBCgSQrPgi5B7QaZqlD8Hah0aAyn0zrlerwf3zI7o7RdC/s548E0+VfuoBvfy+n2SypPuiu2wS1DefiFEDfjDV69e/d3f/d3l5eVf/uVf+m9FbaEfocr3BfaE5iwIiwuFajZmbuKiz/2YDGo3SZJWq4WNw7k4wLbWCsyNkbk5OuYLBMRuVLIWyzWFyFDaN7fdvdKuhmQ0ISXlLLKLMDHwUTdzKSZccMND8q75HQntulInUwyEeAyPZrRrCIkje0FMPFE1RVGAltOOq99uywYShKfT6Ww24+oUghr8LXSj197GwI4z6G9+0kL8htTPkWvQBSYaz41RwiKkTfFNcU2OYTwOWZb9/ve/f/78eZqmf/zHf+w0q0ZaXPKFf4lw1dMgq35Sr35MWVqcPyHkydREi6HdbovE9AD6ikexpOwmHK5fihDRm+7m7sAHhD8v92tW1SlViYabudWqDJJn2NPjgch0qcCCmeZBKISwzwUNz2IIbeLxIalNPDHwDL0yqo35al/qYGkTLiCB8XG2aTEvFj8gsMOsVqvr6+vRaDQcDkWcc7fb7ff7i8UiL5IqIzOAnQ9PPEnYiW+nHesK8a03AFUPSHDZNCSA59smWeeJ8IZ1rt5QqPjf0LrN83w+n//VX/3VarX6wQ9+ELIAU0fIPJCUBXvvBbdKvRZ6J4F9LzKnnLSkeWwRRadTvBudXKKr8ahdOxiwHsQQz9IFI/5VNZ9yrml0z5gqWFbjoxON2mjZlWZPtUHwKsHVaDVgyqsudFUHrbGB905DaU2TP6B2EyFyWa+ngJBdV7VY1KhcPEnZse4sy8bj8Wg0EkGSjUZjMBgQDxiNRlmW9Xo9HiriQ6vVUokOcU3wDG7+tYNpK8FeDBsxgK0Ruu8w2Y4/4Do65kKN/n1j4GvbwNY+bMa/Xa1Wn3zyyd27d20Gw5u4UamIS+2lErZahtyQKtfEcsXb1LtHpdVq4eAW/gWRQdwGrROEbadpiosjq+pgbxjyIoyAP/Sl9iZZTjIv6fOOzbfb7U6nwzeJvYZCxJdoH9+QoeCXHdEOYRgptvDCNLC74LO7JROfQ9arl9iIgspCn++OZDyoOPhUL+SDcc51u136jVwHOI/onEOUx+HhIc5TikCJ0qkUu0toXc1mc7lctlotdAHJU+bzudteXaIStb9qLBs9FHTNmVEYQq33CyRFMAhIHv0I6Zo2iA9LmUpoXe2R7EKs4bF1duXPnz//u7/7u5/+9Kf+q3a7zY8gp4E8ODUkV6KNVUOgeaM410AaML1qNpu4SNXfRzy6h2y2KcuZhz0CBom+Iz0QCA6nhCAgdOQ3TVMsTk7JYyIKheVsX3o8twqQOIW/WXH7+h9GjA+QfUglEoi3ge5gWKna0JYz9BXuxeRl/B1YSbXlq8cXo2Ig8pO9KwFJYQVSLX6RHrgYETXxDpzsDiRsNorrUWO+qnFsJoQzdrUrTkZeXFy8evXq/v37VKDdbg+HQ5xrJHPTarVqNpu9Xg/6k09fcNSdGm23271er9frofB8Pgd7FlgRt6OE6a1Wiw8L8XhoaTCIqYuc18zFf7FHOMXxdS8A1zlQnpQGO/jOrypUkpt81S7UBrVFYw9iQikozJAwAOv1+ssvvzw5OXnvvffEKwo05YwT+EQeWE8CQaGVRoZmmdeTs+hTTo0R/haylCRFnjzSRzm/7HQ6OJwDlokVQvsFa4YrqWRcIeCx+urE0aT41D5+QGKA6udTAH7p6z/7z0NLsFgs2u027iCkcQnRykjnpRhlvodrcE3HyOtevKcCkm2D1S5Qb8X4xKKSVIRlnW4nyq8EYt9ykkSys63cp1WSoBIYywDGIvr3+vr68vISXFPUmaZpt9vtdrvwaIIROi9JGKDVanW73ePjYyCPf0FWQI+ePXv26tUr2HthrSJxm3cZUiYdCcVZSZ6WRWgwak9DTEI8V6Ne3XaIR7fbBWUEROpJxDVRIUQQcnEZCutNgM8Iecd9bTuGjDx79uzk5ITfc7IXvecNDAjnQPiLVQo7qiiM9QZBs9lsIlAW6xnbAcorDjUtl0tkl1yv10hw0Wg0ICmS0gmKHbLwO0/OgxBJC4YXox+GcBY/Jur4UM0lXFMQx1JsfKK22WxIbBG5N4k/hYQpnzSLaAIeVSQ+J7ARVgG2Cz6pKnr+Q7Ukt5WF8AkNrF+hLwPyzWn3FwYTFc94yFkqtRDahtNUTUzBK6+NmAGq9T60xr744ov3338/pMDBy4CTjqAOiRZS2+/3T05OHjx4gH9JHm+32+12+/j4+OzsbDweX15eXl1dXV9f+83BMJNl2XQ6ff36NYy3V1dXlL2FUwfio7bMQWVgglYjP/0wJVcsY9y0fHBwAC5e6pJE5BRWLEnoWZFUiBuN7HreGGCOQgGxoQW/XC6fPn2aZdkf//EfQ05yxVEodN/noHxGqE6DjgmUQvzYpzA2DeTEmQC6JuVb50BZC8AycUs5SAoccNgIsIJAJcWk83Br4kNJYcslvVNsSXWH8rMxYkZIYQ31NxKozoSdNgG2DXZLDKGxq66ZmklnSJQW68OYVzHrVc2bIfukQECNE4lM5A2w2ZXNwmsIR8YmtMGQUWpgYtDoUD0k1QppUb1nahc0YsA/071er1+/fv273/3u4cOHFAYJZQs2KNiakNmARG9BeprN5t27dx88eHB6eoonIDdpmhJxabfbR0dH5+fno9FoPB77K3CxWOBSz3a7nef59fX1crkcDAYwDsMhSnK3akXwlSoAqfWqMqH6ZbAdhsPhwcEBKccxIxwCTt1qVxUTylBpbYAHhChYaHeg/OvXrz///HNXWNEx1y5gjOV030apktxP3MhXj+LrJKOrvzx6vR4teCianU4HP3goEMwhxH2Xy+VoNHKF1E6IkQuZrP2ArEjTmATsheRfpK6RmO4Ke9W+HJxue45ohB1j6lEZ9eq1nWUZCSOqZC2ekM+5RrtcWODPiV5UQbwcSpXaJGCbJdd6fCiTqinWOz6oEkfVRhoSjdWSNiGgngqXmLrQYyZ9lx0ChiTGc7VaffbZZ4eHh6Q38Hzcy+VyNpuR5tRsNgeDgaj24ODg0aNHT548oVVNCazBLxuNxnQ6Rbu9Xk90AXI37uTCt4PBgJCErA3inhV3lPKYJsdiU2ezmcCNKA4oGn+VbNud6F+IC71er9/vd7vd6XRalWvy4BE8ydl1LvWmzzB18C7EVEXT1Ol0fGshr4QnahAwnU6fPn2KNO5iYH3M1d8x5Us/oQAWm2uGPB2uULi5HZ6+6na7jeIOEzBLWGiHw2G73cYihCWGRwzBl4/1TA5RLGAknCJUXTGtgmELdTwpIjZIbaW3eZ6T2Fdp3FQQlYM88mWM31tyVogCii6VLnrilLPZDK5NX6tYr9eU5lF8aPdKRdLeUbZCHAPqQjTiEmuIGiozSPd3JLySWkkSVqmun1dxeZYiQMKjYTMQOye+chwvU1+9fv364uICXBNKA3ibc242m5F5qt/vq9Le2dnZ48eP7969Sw/FqiblFSI5fKXgHzDALpdL0CAQ8cFgAFoDjgXaTdqkcGoie21oppIiC3Gp34HiPujEarvdFkwlxPOSItTQMa0iLc4skl8KaMSsw9rCeiSQDGG72WwYj8evXr3q9/u3b9+OKU9Lt+pm9B8KuTYvkiqURor5AKboc00S+Ei5pLihbgFYwNQKEbFer4eFTZYbcnOmRdhpzm7JJVKTF0ddQ33HWuLKHy28UJBE/FCIFtEQN9L8X64paoyfS7twUoTRkrncn05s48iTTwCuL1cC24rIK4+vU/WAwgZYimGIQfqgVoW1xe+UqAqis+qCq6fR2rAp8r5yTFTcQmOoihcC/AIUy6eO2GQy+eqrr05OTk5OTvAEDCPLsn6/P5/PYWuiqz84tFqts7Ozu3fv8kswRLE8z1ut1mAwGI1GoDvz+ZyuQCJiCofQZrOZTCa42h2WXiCDqoA//KyU05g6xW/tSFn042q1QphGaIVDMiCpgtQLvsLjdwfFE3FOydlnaQ1cyYgHg3MI4FzTLm+QjizLXr16lWXZcDgcDoek+vifA0ICn4BQAf48LwKXqEJiJDHblnMaKIKqOZAHAdFfbCUKHINjC61DwsO6hQ8Vs4/1sNlswA5SFpkP5MkrrBoLecc5v3TMn1JP7gkBZ9t+zfX9mjaWaRHph5NAKhAB5SNFg0IjKIaJN1F6eiEprszkPCm0SfZoyKXmfMuDymtrQAxvDn3o2GqoKisA4rm++mE8P04C+Rl8nGNGI4T2er1+/vz5rVu3yEjrCnNut9vt9XqdTmc+n/uJDpIkOTg4OD8/Pzg44Ce+uQ+Pe24cu496Op3SzZ1pmk4mk6urq8lkMp1OJ5OJuICTp0rwu2y45Ek5AOP0C4hzpdgynU4Hn1CLMcIKVUL6xLoAbl52jClGrr16q5Tw4b8HgwHUeuLi1C9/CZU2Op/Pnz171m6333777UiN0wDj7F+uOa0FOyFZ09hfgjRh7anrB05f1UJLB0KwYDDRywLI4wCE8ReMDRSbhCfYdcACyGEv/Jdi6lN2dhzlMWh7d8MBSILnfGoPJ0/8GaIGsiI2NYSQqIFK0iubFMZwjnjuQo3GWKSNOhtF7mOVkYTkzXqzblws4wqbJM8DxznlfqUzgD+DKmQst1YpcMJtFDPUU1coXqI8r/zq6urZs2dQGcmblSRJp9NBEGm6fVAE0Gg0Dg4Ojo6ODg4OhI0ryzIcu8KP6XQ6n89x0IV8kAiUBRrgl6GL5HxIkgQKE1fmRJlmAa4Iv+Larao3J+zKJzq06iL4Bw0IpZgAv1wulzz0wxAZ60lCdg0CKNSTzg6qumYlEdA599VXX0HaoHAwqiG0r9X5Eoqj0SOxenmj/kYg6YTmnaOXF24R0QQOkCTssD9claCotErhIMCZExw+wXSTtEQBDdk2+LyQgLMGKszxFKEhXMsSQ7RHICTr3BQWWspcTcQTjFft7FMGwxPLJcQDyI7htjlxqFpftKkHSdlJTTXYPXKvUhORJUV3boJZRqJhMzYOfCkSwgbmRBSMOkXTk8lEFHj+/PnTp0+dc8Q4kTYFwrW6O1Dg8PAQnsi8sCUI9rDZbIhfjkYjVWmotPC4qGooKBQeCXqHgMYQleTWHRLn8zyHkpoVB0hKeRu+Ja5J3JoIqCi8rwXpD6BArNVqDYfDhJ0uKDUXR5qF5vP5F198kRZndVycC1/lmjFfGeQOcyc4CpE1TEFS3JeJtzyfkQAsZs6MydPRKNJ3YH4hG623gaY+K7zaIeTpuI7gkWLvc2lb8FcondyS4cOOi40UofI7T3yTsb2S+ErFZJCELj4EVYph1TGkNrSZc8/3XsldpxKX0q9CXDOGuN8o7GIcvgnZrZ6GXYqJXW1oEBaLxbNnz46Pjw8PD6FZNopb6ozILwSKG6uiNPlq/MCSvkv8T6X7UPgoiBeUkZhiHjigIshZsn3ZbaWl61NG3KftO1b3IqSW1gCJgSdvcs7h/IMhbVeC5XL51VdfHR0dvfPOO012PYivANnCny9YAIROHFKRMcuhqDcIT+TQxQqZzWYhlDZFyiSOId1tDAQ2mw3lN4CWmWtmDIS/cSbKOWi2ncqOzBvg8bR0YSTAQ2JMqhaUawJ6/OoVT4QuG6sFxjdMChMoBa7/NehjVqQrs1VY8Ql+QAMwZCVeyX6Jvl2bf/gpXjWMBC5qETUs/UQ8uTn+HdPfGK7pY5iZaSjsdm31Amc3v/7666OjI7hboMbhinX1QwptsHuxLxAirEqCkySBF4oYZ87yVGxYpqFS2BQHRexxM4w3RBM5rYxsfY8g8h0a6tousFwunz9/fnJycn5+Tg+5trRhh6/U1qs6g0KAqBxOFvwoPA4hoTA06RDCIAMhlx5l1IOLgTLqxYjpiRfARZQt3U5M5hdLClegbfzfERKRG4j+2csaSjxn3mKxOD4+Rl5j9ROSrfzQZ14t/ebKu28f94EKR7KWUoipx18HtjpCX/llVNaSsETDAjHxrcCB/ysUC//zm2MGMDPAzmOPJEnEnPQb1sU8cKMq2jKu+gJMJpPnz5+fnZ1RZAeYIsKVVbs6ovbhhlA1gJsD9Bqcm/TLlCWeRuBiVqTtxm8KvhDyvg9kUyUwMEkLwBNUuypAveBlx81Y+jmZCsQR24wFZ+0R1us12WkRBbnH+zA47Ivfc5XRKCAENcdCowXArILp5n4Km0obKxDTx0UNv/CbF8VqRgPF01OMY6fTETGBArAnVVGIc2J/69Ybr73wA19EcIWTSSXrlc7YcPBbiWHAobQv8S0aflZ6xZU83ta+DO97hMgom6urqy+//LLX68FBlSRJt9vl6TQ54PAlhSDuS++EGc1fMGoXkFYeXLPBLhlOkoSSsNAhpaRI+abqAUKnJENZjGRDQFNP+gcZ7nhDMeOQVzza6AOSwHHCkrELIG/C/vTZZ5+1Wq3vf//7nU6nav0hnb7GosrLYggy7zBi1fpDz7l6zfkrX735NtgN5duRRHmR3DE0XDcHGNLKdLzUAgajMxnE1+s1ch2UehOzIsG8XabGQvQf+uZTHtBsf8srURfcRkv2uF/BlnRN1bexe7shjU3FRPz4Fw1Zlk2n088++6zRaLz33nvQGBrFHbx+HxGOT8/FAq7BRJPi2IbTlp8axEtp5alR4rhgogjowCXbBp3imiU9VEV7A3n6HKSNx4P45SvtZZJa4g1xSZLgsIRjSlJeRGzdHLX9/e9/PxgMvvvd79ITdcxvCAGMPKdO3ADAbQygeKr0H9OK2iN6buiFBJwRGnViCVVaijcKMsuBeO2jJfopIHTWwkXH4FBkF3GyXcixOKYd0y53R+/LzeCKQTB4TKVq87LzAPQ8K6LObPbpL0efAVTKqMDHE0/IzVYVqprWI0umRfY46hrZb+fz+ZdfftnpdJ48ecIdBxx/aPPEMukVznFjkyM+As+pMFLLIoYCXHC5XDYajcPDQ5wKhWdI5TRkiaV9wU2jCYNGkTI3TVMk0aXnRDczdqUup2J8AElLIGT84eWrmrYbKkeFN8qiVEBWQtzs5pg/mN+4QoVDAdLOo1o0y7aBd7FY/O53v1uv12Ccu/d9X6MnLO0Ji6kppc+CuWZFeEG+HTeO+nnUj+hIFgDO0UXTqPmb4pG+7Lt1kV6MMYSEgkoNd7vdyWTia2Clmqtjs1VVbboh7YewMtaZQVlc2LSrMhU/hrkq8M+T4toB/lCVgfJtO3OM2mRQHxXIWkhP1L1hqEe8jDNnvCrDvr6+/vzzz5EsDVY+tU6hgAokofZhwDudDrgI1QZisVqt6AwMmJ8h6nEWbneWnJ3Ev0mFdcU4Ey8UGgDVAxMrxUa6sj3ICQinpDWciPU2L4gYsjrwpBMEgm3cHIzH43/+539uNBr379+3s9RysIXgxDtSIoqFrF8EIbYUj15WHJek32KiN16IrE9q6C/RopDQxr+qhCoNzo7Ek6SuLQVgvwuIUORWyizLYKGlsI4aNdewdIV0FH9hkXk2j/CjGEI3gfEq0Q7zqFi5MCutHS2Wa6HtMdazPOKoZcgtLX6IV6QKV9KGS0uWiik+hhxwCuX27duDwQCOMdVJzG1fos6kOABA1gugwQ9iITknNF0qgJxEfkO8C3AfxhBByCXIdYCgRxJ8Q6uIqBh3TPqzI+xAqqWKk0gDSaMSUWFpDa1WC0nnQzX4I3YTSgz4x6efftrpdHhIbT2dyeeaqhEutMjzQh0MhVaUCp3E0vyGbIbnCkcyQoRyDYy1kdfyXIYov6DtarX+kib7DT3f/63U+Xa06mazmUwmOfOT2XOzKXKyEMZ0ptPQ7dQF5JdXbYwkv/NB5KJKJIeLgaS4N0N95TekUuoau44WLn9IEW4cQjqlytX4YkqL04EhHES1SREelec5D21V9QPxYVrlyErCPIUqVsZs/upXv2o0GkdHR2gxUmkAi3XbM5XneaPRgNEFFASZZpHbNi98UT6eKjfCDz+s11/hYLe4JZTzeH8VibRElRRE2uyuWCq7mNR80mZXlRSOFSTZ73a7Qlaj8B+e3q/ePqpUfjwe/+Y3v1ksFg8fPlQLlFL2UhBeg1ArRp3ZdnZyuyofybxIXxBqOmaoeQFOasRzAx9YfVC+3uTy2ui3qr7vn2uqsFqtjFSZvtwUo9ngq5BRIuakh1157W8NgATAe8dFftFobd5MQBSHhEGY2vZoYKD1KpBXmxDaEsgc0s751fIuhN5GQhrOdB/ipkCp2Wz+5je/mc1mf/RHf3RwcMCVY6rZMItxkQJnP8B34bykvY1iq9UKATtGZzN2Olkd4ZBC7/edc6OMOaJ4W1WpD6+T6xCcwsbXVgkod66hTmX7O3ASuQLzPH/9+nWe58Ph8Pj42LcNRHJNVUWuigxVlRWH1pIkgbUjRC1VjdZHzG0zZptJh0C1SZSqhj7Cjp3Ws3dTaYWh3f3muOZgMChNtu6PkT1nNs0K1Swg82KvQwp+KdjYZllGhr5GcZkaedT98rsYtAF8TWd7yhov6neFiEPyvjPNrbSs8S9u/wjVvC8I6aaYC86hwT+owGKxmEwmWZadnJwgtKRRXDdGHYmkWWlx2QCUbBqoDUu/EkLSFclAXHFHEPFOQQWEEED+SLodBTMF4zCWhwhzpTVDcUCcZPvzwrkUVywwkjkLgAyNTFUZyJdd4MjEFcqhr0jRrEfTd4HLy8svvvii0Wj4N7OqYAiRKvjky7agcMaJJ1iEPkcRlWTFZZO0wXk6Xx41Fuk+ECC4g2Ci/BVQbQRuP02Kg+CRtalAw+jLYeUZ9QC7r7P1et3r9ZBVSy2ArZUWsZcqMi5grytFzz4qGrLH1ui4rXZwUYATUCNdi7+FssIhbyNgWPZqQOS3xEt8Hc4wk940JOw6CAE5i0bOssxPg9BoNKbT6aeffuqce/z4MZ3xiLQEEIsldR/7GYx8U1wHAdFNTfRB7JYuL5vP57ST+bwIorApbpyYTqdE1DabDZKfkX0+91zdxEopDTcvrKJHCNBG2xRJiPZo2PABkckIsPJnhBPKjAWehGozmJPacRfdu6dPn67X67fffns4HNolVQxjDG+Oket4MxWJOCG1EouWh/8kLO2AiJsllwFZ6Xc0lpYOb8LA77Ww05D0FsnOsbZJN6PayoNaCSc0Rju8hsiG0+Lqq5uW/uzRz7RLAFz12IQ8fMzRqKrSXrUriWFLhiJoQKUJSrSUDvsyOFMTfqMGPn6XsYYhHQt6ygW79XqNG0s6nc6dO3fAunCGJKZH8CkShYVEj3shkJYsTdPNZjObzcSgcdk/TVP46ubz+Wg0Qo+QJpe3tSlSgIL9E4udTqdglpBZRX4DYYcg7ZBCZznX9IeRnLgA0jBIu73RrQ1XMT+uyoErvqoXH0AY0g+QSBtz0rpi8Fyv17hQ7PHjx+Sr8vWHXcRKYe8xgJa60Ii4q8ioJ2eOTNo+3GHsWC7GDUvKWLVHpV8Rb2oUV6CHVE9iYVXd7ck24GGTBzioGk/iBV+kxd2ZamFnBkC3Wq2qWaYMHkZzb+SKoxhF/1VtQAdDSnO6HaZMD3dvNxJKt40Nu8Q6VXpbqSHxuWpUd4G0D/xWZ4IscFuZHzaFSp49e/ZP//RP77zzzunpKbJ+c4cutyK47TWZZRmy9nS73aurKyhGq9UKaSazLPPvoKXegTXiBjEkF0UCP8KQ+w652S3LMtxNBvaJW8ngQuZDkRUeTeJwZJVFi8RvQo4irsxxKskJaCntE09iNimsst1u11fQRYWiCz7sQhMg6JCqZxC3LMs+//zz9XrNGWckkJHcoCqlLJN4JI0DV9HEBgEfwqogTYvQoDmFRQHWC5KuSBjl4Jjw6jN4Ica5aOE+KYyxIYMwparP2YUw2Pu+FZcPLJI5p0WWtC2uGYOWY6cG6WN1enjVPoi7HiMhxgBtlN+FhQgRoxLEmGptCBkVQ9WqLdoN0Sdq6Ca1XlU6c9pK2JGXG23xH/4gGFeQGjzAh5cvX4ImNpvN4XDILZOqYMcfQu5MWELU9Xrd7XbzgL8ZwmVWOFmRmw3EiPLI4zpDwQLxY7VaTafT2WxG9zeJnHZcqyZyQ45MNEoHTohWqsOCLiRJsimA9A9jnP2B4k98j75YPL1eD9KDf32vv2iz7QseuKal4qZC6epNIrw5WZY9e/ZsuVw+evTo8PBQLRNaqOpzvtciKRWvisr7YiIZQhDFBhmRmAetivV6jdtsyHxCQlgeOFLCsTUWVWlHVAhlpdgd+Ng2aXGXHrbLt6M9Q1wz1Cp2VLfbNVybTpPZY0ZQpVZ7AdVpWqpUxQeJuIhAtUoghqK2V0n9MLQKQTd9Nk/lI7UNu1hVlcWoxNcJQkdjASAri8XixYsXzrkf//jHpa3wAaSweFKMuIYE5sTLq+hRup98+6wOh81mM5/Px+Mxj7Hya8uyDByXD2nmBXRs2Al0exdQEzyASMUwBDEyYlJEYwmphYB2q+gX2fpsCaA2RJIp59x6vX7+/Llz7sGDB8fHx+Jt1d3KG0W/alCSnOW7ENDv9/3xdCzsi/zfPGM7v8zch4RFoqjiZlVQKY8oEBIvVJELBXDEuSSGdu1dfefYoYUQHgbkmpOv3+/D0aJ+Qlw5dP9JzOAKtpEX+r5dVahmtaelaKiR3EYToWCwqkCzjn/3sijt5njN3D2MkeehSf6Ap2m6XC7pPG5opVUaGZV4GT6tqjCZTCaTSaPRePfdd5He3TlHP2Cv82UFQ0ws9bhTVbThhceEn1fh5WGbpfubYKIU4Rvj8dgxupkXZjd+EjQPu4tC2IaosPFtDOCOzE6nI+yivFoix9RH6nhtCXLv8OLFC9Dbk5OT0sJCAuCvYPwnUSBGtcpYLCE2bKkJnZR1UgaSIsXYbDabzWbT6ZQ4JfmzDUi3s5aGSLTT/IC+Vs0dEyHg0fJczQ2xNlvtkRZalXE6b9vHqNjClwvhN0mSXq+HfV5KL/xFIJyUKlBvM/Nyg0iuGfPWBx9zEo03RRoHV1ctDlkF+JpQA/xscSymaVFhpUOxQsSjAxWO+R5UWyV51yIbElD7qhkDvvjii2az+eTJE1hc1+v1jq1wkXaz2aRerj4qlmxHoEDSJwKEBb9mtzWBazp29IIUSs5ribtQFr298BgjYF48sdM7JElC18uomws/8u3cXsQ7965c7g7X19e//e1vb926dffuXVo8XBog+AaRBxfMi9xSrmA/tJDIKksmWVVCValEUpy2r2oSI3ou2KehqPAfMSqfDVtnrVyAa/p2AFIOQljSW6H3zOfz27dvQzYxRmpT3KFKn6dFru2Nd7DMh6ohvknhu919QJ0WDJUU93a122061E+LrNKKUbMFibZAc/1Zoxr2JSLEj3CqXQai2iH9JxCVeCb0SrDf7gCH1Wr1+eefNxqN9957j1i+UDFFbbuLLK6wrIKQoQl+dSWoWJZlcDIhQIPGjTiiCIt1RUwHviU2HHJKhXDLGUR2JwZglEYGA1oehg2D40Ou1toSQGRf+Oaih4acB8ZzfX2N2OkHDx5ENqHS5xuyJLlCqIUYlxWnU8gMu2EnfUv93yGoSnJDep1aLVUewiqkgaQMuEKCAlu5s0MmskjsYyDLsvF43O/3Z7MZl0N9ywPXnKjnyEAGqgFQBz1NUwpkKEWJ5Hridvyr0NJPtOgbhGvi9ii/cJIkrVaLlCfQsqoqFOXjDhUgrhkS85Pt8M5KrdcG3+gRWuviyWazgZ5RamPYEWgocFYkL+7wC8F4PP7ss896vd7bb79NHIgS6cXQAlqfpcNCrxAKSyZHnkAgZyfNl8slwhpJFXAslBRPKC8ocUoeMRs5aIT5pjj0sg7fCxZfIf+Le9DEhooxReYsgYNNB3aPGVHrTyPyPm42mxcvXjQajdu3b9tohHhSpl1LrGpduzPX3LPVV9LjU5YFhYyR0HDSIpkAdw2oXmreHa7C+QXwOac8gpWqGLpC7aFIAuKdNEF/4JoGfvS7qijBy1PfxuPxnTt3KJxhEzh6TP1MiwSnRMgo1BhGefEhRTqEahat8EEUvNAgH2rwCAYaRiQhnlAvXBGywXFTY45clSBP21IRAl9KuCGovWlDy1JtQi2mmvpDDcVDlmWXl5eff/55s9k8Pz9HYpqqgr9oNBQTC62RLhHLCtgUp8ghhIFTLhYLip4lhkGaAX1Il0WTL6qGDVzQwc0Oh/MEoNper9fpdMRNL8ZschpK8sEbWN4qJEWySTv4cTQawTt479495EDw93hVwntDXNN5qm29sU1ZKpu88C9CyOBuWs5cRQ2+FB7ZaD3M5ckToWv6H4iHog/iLckO4jnvnogU8JcUjWYSuIck2Q6a4rXVMBHwOv2HsAn7r3yuyVmvP52I/UvTlMR8/raGcd8HWkbQz1yR/pRrD4kWXKMuPsGGDdz4HggB4WPPTkh4Au3j5xRFGRI8/bcq16Scdq4wl4kC/sF5HLgUD8fj8dOnT/M8v3fvXrfb3YSvlXDe4hRbab1e85S8ZCPFD2IAeXFajiuO6/UaQRk4A0ApDqg21LxmZ9I516ynHYIriLvedgEuYuIgZrvd5sTR31n0hGgFEdxI22xI2NqlCxxh5xzWrUFdV6vV8+fPV6vVO++8g/NIajEVfGqs2t5q+GWM8iR48TVclfYSKwItJT0Kd6qTCy/XFFxRFbKOxDBRFDO02HQb6LwNr6Hmii/9SnRMkJKrqytOs/zPiXFiVgxn3n5tjL6IwPFRkbTrEXOZ5zk0BnW2IkUnlXaIdkP7x6iz9EkkYrb1wwBjJURWou7brMhcSP9Gaq5ITVBacjwev3jxotVq3bt3b7VaJeGLV/M8J66fs3wCBETo+TySb4mICALruFdps9ng2BxpmXlhL8VXwp3JDwm4sL1HHRb8SFl+Tq4T1BZbHSNYuLqEErBE7j5/JFWuWc8qc9OQZdmrV69wrZhIVxs/pCjmUxLamFiZO/aaCyWCZ5fi6SNGlEolgGQa4Q99uZ8sqCoJIqx45EGI2vB6xFtitOW6JrVXdfKMJ5PJ5Pbt27hBzGmcj+6QCkkESXF+VCiaIZRqLJRQQAS3aqpjAuc5b5paF4fNXcCXTK9KkdzXtt/dtcMrUdec7eZRx4GEJxtP+lCdjnp03Gd+uaeSwnKwXq9fv37tnFuv148fP1a3nMiHkBfHwxeLBVlNeUOGjW6z2UAqV1mC6Oy6yHNELW7Y+ZOchfVVHSLqIzF1leuHNDmfurUKgP5KI8aLcZ6tYkUdISO2Sjp4+W8J48Q0ffbZZ+v1+uHDh9yqEcmN+FCHuGa+7edzEeafEFRaM2Kuk0Ijp0pIscOTjOUS2sVNrmJidLmxfX1TSLVrCpPXXqinD0RuKOKm0Wj0ej06uCnQgsyO50iGMp/PVduFi1M3DaUBwxQyoaiEiWrzLXsUD4J/uWcbiUDJ7FaK847Au2NrgRxCS0olf75w4C84v6TaVuQODGkYxifr9RqEOKZ+Xq0Qaf25xpxiH758+XI8Hvd6vcPDw8PDQxG9QiZW/i/I+nQ6DR1fps2C1nHQmTYs1UbHMZfL5WQywUOeSyTzji1y3iaUhhDl9YEXEO7DSC+AK7QE5PqBac42ydJbQp5ekUQCbVu16ERCPUnLB77NBbcOfQJT7VtvvdXv98WSMzagGChVGhAEgf8O4UP5lkt9yUKgUVElZokK8+JOWVdEhIBrlu4759HP+XxOLhVbEopZ1WL5+Z+8oZvCfBiPx51OR9ALX/Fdr9cU2S8cVFzdrtq6L/iEwGdvpYKFGlWB0NnS09+AvADxPJLzuYAdMmYxqYvextnnl75oqa6/fdGmSpAWJ1lLea1/MEbIBI1GA2pfmqYwkP7yl7/8zne+MxgMSFim8hkD2EhxDdn19bXKOCkvOTzTdIDSN9hCZ53P55QPiFyhpP85pn6ReTYU/hMSsf1iSZLsogqAU0KApnhFFRPRqI8Y6etYVELlNeDNr0AbVqvVeDx+/fq1nyzQh1CB3HPQGDYtSjPiV84PF0RSHuecGqTpGL+EWsn9ApBrhTM+vkUVBxcmmDE141uV2kf5Nblwty+YTqe3b9/Gb9twR7/n8zm/Z4eETdWyF9pdlSBkpLVBjW+yOQS3LIknoh7fq6+ujGw7twNRTANtXgm3KIYsXRw4VmLkuZIn7PxZcfyGQyVrR+0p5uZivjeoNvuubFf0CyZWenhxcQFu9+DBg3a7zU0OmyJDOjHOxWIxHo9Ho9F0OiUdkYA+XywWwridsVx3WZYtl0tKzr4pbtMkES0rktkSv9xdWAlRk/hq0+IUJhL9xEuxIcjYLY++y60qnlVxKC1PwxVDT+bz+cuXL9M0PTs7i9wOWZHxh9PqSO3WOReTTZ6I6i52MmJFyXbydBjwACFhrsai9cchkl+68CJ3am4gnyjnhenZlQnplZSh+Xze6XTUS4lDn6xWK4oR4MK7KAkqIyxRHEDlRf4zH/YoKNg7uaqh0v9WDHvGQjMIMpYTiwN/4huQbSKrhufx8lkRU06RCFhR3GIZA6pbNA1fv2OAbwWiNWDvWF8FF8uv1WrhXossy95++22utNE6zIt0BLC44j4Tv2tgqxg9SOLUXM48+hm71zDLMnxCJ0moXeKgu/NLZxIUA0j8h4oJ8LPhcM1GXas2O1yzZEnfWijVQyaTyeXlZa/Xg55QadZ8Gq6W4f9iexpzGjIX1QBeFc0+FmqlXGMCsrgDZk4j+GL5UTdDyETpmrxMqc7baDQil+xyuez1etfX16WtU+VcFSMqoJprcnbo28cHS6TT6STbQR/cYWmLq1UBobOG4aJetYQhV/U4D8694MYYrum3oiq+TjuBkzEnR1JYJrEW6TDWht2twaF03/rlI+eIhPHQwcSYcNlQnYQYlLzPP/8cHX/48KG4cWVT3Kw0nU5HoxGyw0CCFJUvFgu6F4wu90DSH5I5siJVEKUH4vkK+LzHGBt84PPotMAcvq5KAUsFGbLa7ba4TBQ/Ugb0VtSfFAEdvvSzKXK8VermtxCyLJtMJvCU2yuzEpshERZfhXyQVC1JMGqMm9vesKWGn4QZe4l65IUnLvUiYCt1bbPZJJopjvC0vbOcU3Ic1B4pXFM8qbQxXCCbKJ94QgjqV7fbtTOloXWSR/LiHKdha8qZET8PGPQxNKS5imI21zT4XGimQ1pvqdTpgzpluZa7mbNMeliDPaiN0iBsisy6SRGkxwuTgkUFcpa0RW1I7J8kHI+ATUIOSFUfrdHTLHyIgm8nY1c/ffrUOddqte7fv8+fk2pIMbT8LIpoDu7MNbt4i8qsCoBhluqkJrJt9yfvXekIGP1KitN1oQLGFKRpCv3SzyVLsYuCZtkYimI5uxM01Jd4MUttkRqq/bnYfYYos1wur6+vW63WYDAIWVAz747YZPssu3ibFe720u7w3QeTAFFdx1gLr4dnlvYJPq0cyrmTJAmd1IIphWqjcKF4YhXJpOIdtLykqLxc1/QFPbWYzZxdMY58tyCS4uTkBNfTx0DOLvMLmZtyZg0rBeADCd0XF1TGKaQw9W0lUPm6XY+603DihTMY0jMM9h+PpP8kNP5q/RjPpNA+1c/Xxa1+SZEXkD5UGSdiSchlqIItY3LgkpbfF9Ejm2vmef7ixYv/83/+T57nd+/eDe0On2j6kgTUUJKKwErzPIfOOp/PyR5LfyspW6B9fIhCqzFh0RyiJE/0CO4oaiAvJhFNXrOKkmhdBXIbOecwGm9A0fTxoWlVeZhRlfE2y7LRaAS94vz8XOTprEFnbDTUpZ4UCbSdJ4FxBPgs+MAJpis4PQDMOM9zBLpzSwNnzMY2NMAuoy4wciLY5beip4QgllRRg2rL+CFJR31CGkCI7FYNdkiLI3cqg8y1O5IS5g9XTeRq65TbxS8fI1xzlBIztsgXwH3Nj/+rSrvxnMZHz/+3VKKKgSRJBoOBKqrbYZy1rd87wnK5/OSTT0AOTk9P8ZCjSjq3Y8xS7QvSNKJO5ACiwiQ+5iyjbKSjl/QSECyaLEMW5AxPSGNCUaCHIassvSWWTPybuLhKgmhJQ5IgRy+u6VYXM/2OJ1P7YkulVNRX+wjJzWYzn8+bzeZ0Oj08PDw5Oen3+wbPxsiAQAlibrv9aEipcpKQKEKHu9WrDIDSTbdNWuHR3Gw2PCAoLfJT2pJH/DQJ/Zj3lC9dzmgEwvRbRgNxSc1mvCHxJLIPHJvDw8PpdKrOB1FJ+kEeIPs+I5qS2rJeKfhxj+KA9o1CiKM7zQZLrDGeasSMDKmP9CSkgvtgxN2QNCqew54D+x5PuJWE0/G4NxWUG4LLy8u/+Zu/+clPfoJz67DHIgEe2WbJ1hJa/5vNZjqdijOgPGiWIPJaGNrapNzjOUbeMGPaniH/bZqm5JdVRUzOIDnL5AuAkBGnM7kz+PLycjabqYjFx4l8awHXjI/H4+FweHBw0O/3+WKgTZ2xTO55EV/D6/EtugKIo4B7YRb8I1hVISmS0uBfpBcVVlxf0XTbUlrVoL90OxV7un2NuRDsKtVcfl5TZY1VKYtBSUejEU93EIMJCek1Ahw4ZFlGqThrfKueMAGZEOMD7l7VDGskZquK7f8DADMOZDVuD6SQHBegj/ulmFXlQsz7L3/5yz/6oz/qdrsg9PP5fDKZcGJE1/iIz4H8crnsdDpZllHKGIiMSNdO5y9rLAwud3NhpYZKIWQXVEVaplBiuH6Zbp9/p798v9tNj0ajXXIaxEOp4ngTgBUOTXo0Gl1dXZ2cnJyenuJcP/ESyqcGpa1qK3kRY89VTGO1k0WBh/i56AshiBiKJoTYBCWktnYLC3CqpZMN+QhiuFtsloPdF0pe+IH8sDfn3MHBwfX1dcxY04m0kP8mnq5lWYb7sWv0zjDi+1HE9cwaqsU45kNhCajXwZuGXPPmit3ul8Gki4zh2BgU6SDqTLe9+r4WK2ooBb7fONHntdFvInZ5nj969GgwGKhWcVrJqgnBMZaGtbQsgHI01ptl6ov4NqRu+vqfuuBdkcEgTVOR7ocostt2T9CPqlLO5eVlfGDEXqCq2uCvt9r7cbPZjMfj1Wo1Go263e6tW7e63S63ewvBkTueDaw4w6O3pZuCyzqiWCkRhpxHM869A9zBSQmDci/MMIQSX2ykwopdTwKBT5lplxmtWFxTWLrF89An6ls8NzTOXq+3XC5VjVPQIHJjGKE6/N+QhpeGrxmpqk/4wNdoDC3ObywfJkbeCMAJzdd+8fFr2xSpwznAe5eEjxa4gJavNuGYvEnjEJKF63m8/LCXEFxcXMxms3fffffg4MAoFtpBm+JuL7rSpOrhKEE40u2MEyFrf0ggCB14BcAR62cxBAf1z5lwMueKbWt3DbYHHM/YxeD0LwJEBymZ1OXl5dnZ2d27d9V1GCLg4qExzvHHCCuRC1o8pEcRTeZxtnmeQ9ckKTPUCl8/FHbq2zB4+RB3zAuXuYF/ZQutzRdDjREqoQJIJKhyTS4X8MPdpZvKR14UqL3ZjNa5TI0foSMWhEa+fWgkKezs+1IQaWqM/vqzvHfDZsy+okh0Q65ULeqpFrfpGAM2GvV5MCVx9CeODwt2pr2KuMY/mUx++ctfPnz4kLJiCTACefIidzxlP6ixesUskFBijI/PO2OWZbPZFCyTrHlqE0YIhQqbzeb169dXV1eRftxvG1BP+YDkgYvQjQGfTCbz+fzy8vL27dt37tyhVBjcqknEM2OZRvbVEdgSEu+aNirAf8cwJGKZ6IJgfqWf54UxybdhuLhjJ1HL2yaOkabFSOtQiHBDiIaLWCWIlaa5VJEnJQaRWkblKq2H7BOibpBf+KrlaoE6UEmcO7p29NruEC9yAsjnQZAkCfTIrDhHqH6Ym3YYmji1gIphylIXgSrB68PDFNWv8iLFFz0UNi7Qu1arFVr8+NwPUfnyyy/n8/nR0ZFzrt1u85AWGF3VvmOR8Jy0oRkBIRPUKvdM03hIZ3uglFOcpN86/5B6xxulkjyQhDDnB07wyl8kHIhu8lAX/JjP5xcXF5PJJP6Qib+LhTRQdWfdhGUoSRKERBAyFO9mfJUVB1SWy+WtW7ewrgA+D/MviFXRIBuA+iovAgsajQaiybiqZ2BL3TFUL8cyucMr0ev18uLsmW0uzgujGkKNyMJEzeVlp8XsYaHfkmveEF1W0RVtrdfr4XCohthUwi2+C3xAK6lWpZJ+vp3PiBheaLlgCRozqrKK0LJ25tKsCiGsQJ25hie67ArW0mw2abuC1LbbbT8C2QeOP4nMar84DxBI1lOafc21alRCqPBsNvviiy9ev3597949p0lm6lyD5YA4hu7nAdoi0BQ/RBPEIF0xWUlxCiVkFYjse7IN/IljvCot0gSKbwWz53Y5CLjz+fzFixeVHJlvJqY9BKVC/F5gtVo9e/ZsPB7fuXPn7Owsz/NQ0LKIi1EpM80OKiEjH58OzB0tHmK0UBCpy77JLQ+cdnPb96IAIJW2Wi1EAtrWMpL5iET4YqIxFyGVxnmLvymGzLd47EWqopEVtQlJfDab4Wpf/Mv3Px8RoyH/bp3QQAjgxTitCTH7/e4EjI+xvUPNhWYnxF32C9z0oerfeEInsfwP64HKNbPtOAg0x6NtXbShWIVWq+UrgqFtXDr46/X68vKyEgJ5nlNKoFAZrjsaK5+/SouAVYBq+SgVE7m2QUCaZcpCIrmiyQ2G/oglzFafF17Mi4uL8XhsDZMHWcTJk73rjrW1WFFJ5OeYnfF4vFgsnj179s477wwGA346hXYf9qmBHuYF+YDITErFiBvhB3RNPCexMmemZiqZbx/QDOUFo1AgWjCbzabT6VBaIhU4enwlq6OUBiLgQszCJ/hv+qawrOxA2Gw2g8YJuk8EIssyolk+8aonTmbauUACX1oR4KsjSBa62b6VOt62yWe61GH27QGKzFKt6/v10cYDBQWob+l5aCv6Ng+7C+oOVJclVi8Ca/Gk2+222+2qx9E4JEVaMmpX1TMcS9HMVz7nWz6l5nQzxLCBPIJ9hBk2KWy2aZpSZrh4LoWmZ7PZ8+fPX7x4scso+eDz6UrfqkuCL/iqy54oAJfzKlWCIPOPPvro9u3b9+/fHwwGRisAkiq4DYCy6BEym+2c3iiMJcfNCWmRd8Ixp1K2HZJClYiuZezeWYGkKrOqkLOzN1jnXEUm7iu8gSF9TH3e5NMTg5O7YQpI6TAqNVqJwRBpyIqUiSqlACcQw8L/FSH1btu3X2N7Z1lGNagi/00AlpftIlKRwbipCY8IQFmyLFutVtxYSlLkja4lI6pINbxw8FeUusaq4r9arXwV88GDB41GI+bIsgCiVuCUJLSF7PkZAxLLuLgjtga14jTnqNoEFUiYO5PABdYS1Unrny/I169fX15eTiYT260VMWBvAt68gOi0/fv8+fPFYnF6enp8fNzv90Mf0g5FskPwS2SlAH0jMpgUgc2cZYD3kHbIy28CadqItKoGDKyZrLjxzRXjSU2UDi+UFujTN7QqtrhmJO8x8K4qGfkArokp5A/r1VaqH4QExk34ijG/MG31enwuZ0mwSOjjTe84pJyQhViI6hHkn/td45YAt022uA2EVn+apsJkhGiC2v0SIExPaMKOsQxtKuPE5I5IXl1dqdxRDS4tBTEvFEHDVy/3qYuviB3yhUE8mH9Ob7kJROWaKUvIgkhaaJlqLj23zZLxig/+fD5//vz59fV1jBe8NlDT9IO2Q42txz/ZC9UWFsVIlJCSFwmkzs/PKUrIVw+IOOCCHaQLRvpDopD4zeOzaKJzlh6BS2xJ4PgQ0QTV6EpLRRzHT7YzHoQGgYQAgBGLUM8YACjfq0K6DDWTbh//CqFYuoxIPT87O6OtImIESnGmr+oNiiA3HHwGw8mW2jtaGZHIqPwp5sMQkNQfEowSL6tLun0s3eZt/vrzW8Gi5+IFYaUi47vARYtiTEh5oppDnl0UIAxFwgRAiGtiKNRVgR++0Z7yxzrnZrNZaCQpTWuloxQYKEqLQ8MLaT0vPEmkU3KEuZeEb3DBFzFW/ESdgQ/RCgQxgszRbHIdNGaRT6fT3/3ud6U3CcbAt0cTrQ0k2ajiaWhdzWazr776aj6fJ0lycnJiNwFzBXFNrHaSojbbNyjQJsqZwZ/WFW7+IjOp2FA5uz9c4EB1kkWXeo21FGOgyjVw2jKIJK2CkkRJuIZNRhSLp++tVkslEBQ/8tVXXx0eHtLzGk4+m8dXrY3XyUefr2b+nKYcGVNTdq2dPUo+LQtByHAqHnKu6TdNsbuhMTEkIXFa2fgEO4RiB9Jwyi6iqn6dlaQH7gj36+HqhRBIQ62gtpAshR+hpAcwZI1GI1/RBGXBfXk8iYco5nN3LtbgVaPIokK2LGJU9FcoLj4Nyop42rywjDl2GVwp16ROEaQsMDIUKC5wWK1Wn3766YsXL4y2/v8QKlGtnJmCIFeNx+MnT54gHhXPkZOPINm+MJwmDpuX80XH/Je+LkSrN9XuQoFeFNI1iUYJG0mMxkUdzwt1kxYe3wJUzHkLz9/aarGmeG1bikr5IvCLoW4goJg22sCiTLvd5pw1xppHvIHPXO2wGnUQ88KitV6vuUuZc00aBKwM4SUyyK7aeiVuAUi3w96ofmN+VTeDGEy3zSx5MXvl5EXqYGwkSLXL5dJn8LwLgkUJyTHUC2IYoelTP+RBHK7WmBuQJMloNFqtVv7xzeFw6Iq8/2dnZ0dHR9fX1xhh/3xFkiSU9pqut+t2u9n2BeycXxKjwpi7YhCwLBtFdnjORPNt/yUXPmzKxRk5V0pI76QCITPver2+vr7++uuvLy4uIqfANkuoAu7/AyBk9FJ4+fLlxcXFaDR67733+JlOgkajQemCm83mYDDYbGe8o0PAtCvJU+4Yd8HS7fV6yGMlJNdNcZMdidE+JpwmkOlRkALRd1rttMEFNaZ/hdRogFFgbzG0lbw+Pi1WYbVadbvdfNt/5qr0fBfIw9de5oWFQbzKWMI2cmXTRMZgq5L1qly/UdzyilwzBCGNKtRN+rEpu9w41+JHBGCTgHRiQw4GA0jBfpcprMDXQtTyybbxmeij4MoG3y01qMQvNvLYgXksl0sEsxif3L9/H2cqNpsNhMXxeCwEERHgQNYwQozWHu++EIZoKSbM7UQy1mb7jBA+7PV6XClBK5PJRIwt8svzY4I8GkhYZRssuagrJOblcvnll1++evUqdHtJCGgEKjGSHcFv61vLkok5ffbZZ8vl8t1330V2KloYFKjV6/UGg0G/36f5Ivs8B3yVswvkU5YYZLPZQCAmoDK0f/PiYjt/0Lh0RSVruNtyzXScb0cp15uymlwzJLOX2hCoA0J9UWtbLBaQgMRzn93SPt/jtlGxEuNOJkc0zXNw487tUM2lr0Iczgehn4FCQZqjG11IXlO/NVgIIaDql77FI4QhbRJXcETsjZAlIBSAZ4BAEvX7iyeEbVYEqauT7rRDF1x6E+7thPmGp9Pp9fW14bDs9Xo//elPnz9//tlnn11cXOBQSqPROD4+/s//+T+Lwp1O5/79+6Brvovd9+byHnENjyIm8GSz2YhrWAg36pQrFtjV1VWoL45RK1JWksJxTv86bxdfXl7+5je/qcovnTeV/tL1H36DoKJXWsx/Yvxrk5enT59eXl6+//77T548CZXhUjJcaZxvYXmT4KUiH6kKq0TJba8TLulWncdcg90XQzMty9K5d+BjYWtRYEt0xqu0Tl/6NlhFEvCfxYNfMwgBp2WVYkR3n06Y7yDB4Tg8p5jqRKuMkzss1RXiszQaSbWhxvZtxpuIy4zUubNjfNRKYqrlr6pyaxWov8+ePSM0Qurm/fv3e73eW2+9dXp6+vTp04uLiy+++IIol89xnz59+v7779+/fx+CCL8yzx986q+/L1AYjCrLMkPOc87hKEK/31+v1zbXdM4hQaZjp+BdcbCKrzeSKuDFfANJZUstCoRqJN1XK38DIKSBSK4JmE6nv/71r0ej0bvvvov70kVn+fZcLBbT6RSGIlxLpyITaQ/LC08NqBM/AErAO0Uc2jHVNtRBvrzpE9G0Y0NXe75KdE1fosnjbmxRqzJkEH/seHiYSNfpQyWJ0p8VtbZIoMKkayZJQkEf8Wdm1MBCgLGw3Jvdq7tAXjj56UklyzOZxNWvQiLkZjvjRCSepcp3KWA2yfVo9DRN07feegu/j4+Pj4+Pp9PpwcHBJ5988tVXX+G57+D89NNPb9++PRgMyEWkun8cS2sg+gXiRU9Kj5A3m83T09PT09PxePzZZ58ZJX2C5YpZ4zFNoMsvX7787LPPIgN/6lGeelBvGUSqkt84LBaLTz755OLi4oMPPnj8+LEriCEtJ2IwuEuR65p+p7h3k2uiZJs1WJRK3IRolbCIyxg1j1SylB1KxpbMijD7ykPGoLKF1mbRqhLgtllmVd7mvCTX8R+WFvDxqbrQuTJHT7jhK7KeyAWhfqjisy+Ir7C0s/n21bU1Wg9pzOrDzLxdyK8h8c5x2/ULEAG0WZbh4mhbhTo4OHjw4AF/0u/333rrrdevXxPX9GE0Gv3DP/zDj3/84+FwCJolLtokAkeWWP6QZqp0W+EEwtnZ2cHBwdnZ2fHx8e9//3tj+rLiMF9WpHfJWawfjmJjRkaj0Wefffb69ev4rf2GYXfhqVLlBlRqlwLujIWHaXr16tVHH310eXn57rvvDgYDuE4mk0me5zgERRe4UvCOKv9xU4eQ3vLCcZ5E3P4GEBsw2Y4D5xHvIS5OFDgpkn6kaUoe96wIgosHMf7KYTUDsiIxUvxXJHTUNoei27du3Xr+/Dk9CRXmQ2xDwiy09ahkCLLwjSilKFVtN9TTPfLOyKrUXpeuztApUrhSQsMYv/fywsdGz40RQ4shJaOU0wuuOZ1OcaUXGbV861a73X706NHx8bF4PhwO+bErFZ4/f/63f/u33/ve995++23YV+lsDPHIrAjlSIvT6LnmojbIa5Ikd+7cef/991ut1mAwgFNTdZrkLFkHcevQoP32t799/vx5aSZef7L2xbeonno7pYbofxMgFPcacHFxcXFx8dVXX33wwQdZlt25cwdB3aDz6/UaYp9B+ZPtq0VQTPwlc4gfVyg6Imr2H8KzvimOQoWmz5Z96YcxQeorPKxgoVXxiISqiqYPi8Xi4OBgNpsZOMRXDn5Ze6nZsFwu1diZPTZB9opQK7tMlt9W7apsbY/2jx/pqhY2ZBHVauS2RV0bVW7nDCkZ8SryarXC/U30ZDwe+1yz1+vdv3+f/iU5ut1ug3jZcH19/U//9E9HR0e3b98m+Vool+BhnLS5Kqzi9PT0gw8+uHXrlivumj45ORkOh5eXl6ISrlnmxdVOZGqj8YcO/fvf/z4SAXEiiEAVtr5tsCNv3hEgxsV4i1+9evWLX/zi8vLyO9/5zgcffEBow2BLvnN1FmiKseq4VropLknkryopXSrwYFKjqjzPl8sl0kw6ZmKhXRZPk6mkwjVvTjIqzfZSCiI+JaY5445fF6aASRHii/AH/604qU1bt1FcN6HKUwnLvyMS8eAHZlfFKl5zjRfZONgpaYjx1EDJWJ0+qnQaIaZOH/wxz1loa+nyqyQc+Kkh8C/N7Gg0ms/nHCXfN4nw1HfffbfT6fhN379//9/+23/7t3/7tx999JGByeXl5UcffdRsNu/evYtQHVIOMKfkYY3pnRiiBw8e/Mmf/MmjR4+onjRNDw4Oer2emg2RN0GME7QSW+nFixdfffXVxcVFKSYAMbylb+3177/lIWyRKPFqK5ncIusMqTj1OE0eHYYyHo8/+uijr7766unTpz/4wQ+ePHmS5zkZaUO7g2yepGhyrsmd7jsyS/VbHyv6l0vkdKkZnhCZzbVgiJgnJVyz9mz5IKxkRCKN+n1K1+v1EGERPweR1lr+r63O2hpzve0XEqhrQL6dsictzsyRv0H9ylC71aGuGmITA9wxHCqz0fJpxQhSovxehpqvBPzGME6nU4QdEslQr5vu9XrHx8c4cs7rwdY4PDx88ODBX/zFX+B8uooAts+rV69+/etf53n+1ltvLRYLssdS9m1nxnJT0yLHd6PR+Nf/+l+///77zrlOp5MWabXH43G/3yeu6a8oMNe8OGuE+ufz+bNnz169ehV5c4Xbwfldu8xegJ9H2mO1VRctKVjxn2RZ9urVq4uLi6dPn3744Yff+c532u22ajmjJvjsc+USUpptvKmhRGF3kOW/kiNM5ZExLZZwzZsDv+2cgfP4liFjdjqd6XTq7yiV5YfmBoyEVEk+9/Y6K51shFOLh/b+p6XAceD/2htAVM4daa7gKLUF6pBY41dV1dztr3iV3NAiIQ7kV1WJoOxREOSmCCwMaHUQz51zm80G0vp8PlcbvX///vn5+Xq99q0azWbz/Pz8z/7szz7++OMXL14Yl0oiX2u/3+/1enfv3oWNBNJ9s9mE6gnlOCmCJP1K/CX64x//+Gc/+9n/NUk1m6RVHB0dHR8ft1otnFTxZ4TiluFRXq/Xr169ury8pHy5MbBfu1dpu6pxqLRaKsM/J5fb3k13e1y6Nnz55Zej0ejXv/71D3/4w6Ojo+FwqNqi/D4KMyz3FAhKUmN8kuJ4N0XDigKhwSHDLC9ptC4UPL9ALNesZL/aHTitJwTouV+eBGFe3rjy3oVZkVAg/LditmgW1YnkEFKS0OINDS+Ft9G/fplS7TlGDghJlKVPBG61tVgj9sTHQR1tv5sGtr5fPE3T6XR6dXUFxklKv2H9vn//frfbNVB9++23f/SjHz1//vyjjz7yz1NyifPTTz/N83y5XL7zzjtpkeYi2XY0CpGO90705d133/2P//E/8tRrNL/D4fDk5ATpI0KX2NOqm8/nyL5bdXmL5SRInmH88F8ZJHKzfUmOAJusl27bUvlbRZVjSwXox945sQ/A4fLy8vLy8uuvv37w4MHbb799584dP2mtoLciyBY3rkDpVDuSsDz+pVqjkEvE0BlDrUbM5kWQYAzJ8uEPIqS6Fqm9N8kyDcjzfL1en56equesiXvtflw6dAgkYQmAOFY095V20ZvZA1n4oNWbBF/iUZdcXpxldjcgXFO1NexXAkj9opqXy+V4PEbgfmQl9+7d44jx2lDJwcHBj370o08++eSf//mfQ1kIMMXz+fzVq1e46enBgweEA4UIqVj1er3RaCQyKN25c+c//If/QGFKSLYMBWK1WvX7feKaKjLYpHmeLwrYy31wb0zTEo2q//Ifb1idUIlGKYeuVJ5gMpk8ffp0NBp9+umn5+fnDx48GAwGIU0j2wbuSs+1yO2U3R9Xig/RClWIrwRc1qwHTUIochxtvcR/VTsIyNAb8jyHg1OVUNQ4Bb/y0JkTKhAaE7/RLMt4XuxQo6oHyMaTgzqMxtjStPKgylBhHu7In9c7QqPiyVHdox+XQygol7e7l0ax4UmmnM/nSLmOjCdUDD68zWajHrHgJzUTFlskMPzOd77zp3/6p7/61a8++eQT/60rJjrLMmQRyvMc1l3HaHpeXBSMXcPHwT9G8rOf/exf/at/xZ8gxyyGt9/vn52dIaUfx4F+YxCm0+keD2KWLhhBCkt1kZitZyipNw1VLca+Wc6GeGY/Ho/hHfjqq69ev3798OHDw8NDeAG4TkVRsjxPguCagixDjAbjzLfBRyNnIeL7ohuheko1+8p+TV/X5iDWIqnhRj06WkXmrRDgBjg/LtFtJ/HaBUKVhHTQ0gr9D+ONimoT/rd0kqm06TcD6XaOi8ivdmfVfrvcEp57UVH+Ew5cN8VvuAOyLFssFpvNZjQa+QlU8zwH20BOMvG23+8/evRI5DfggkvC0jX/9Kc//eSTT0ajER1ZVmGz2YzH4y+++KLf72dZdnZ2RrdYkDkE1SI1GirnB0MbjcaTJ09+9rOfCVWSoslckSSo3+/DaYqH/DQeEVBjPGmIjO74YMiybx5KzRXfBjxtDacShpPJ5Isvvri8vGy1Wrdv30bWi36/n7OoH1oDUDSFdxP1cEsScYdGcROnzziz4hQ1RyYyREPMUYgZxVTCoU40UKWx3vHAido6BBlXpo/usdFSqMQVOOyXCtQe6hsdrqpcc3dkqLmkcLMlSUJXHfn1b7avwBWY0PamLsznc+xkaJOGbSMrToD4cP/+faHnCUKWJAlyZx8eHv75n//5P/zDP1xdXZECF2JL4/H42bNnsLg8fvwYZAsBQbg90eBqnU7n3/ybfyN4ObZbym5VHA6HwJzGjSInSyUeIRm4b4i77OhE//ZASFCOgWQ7er+UFU0mE+RSvrq6Ojw8vLy8PD4+HgwGXDjjahU32PJ6Unbgku9TYb0Aqc89iEH1hiDxz2sa5XYEccaRM3+//vgWB4OBmhGb1yBq45pH6Xbdl21ZRCqp0Ol0+BLh0Q0+noYenBV3d/CHtQlT6MOq5MZnnPHSIroT6jIFFNjgb10VQgFBKbv5eT6fz+fzUEQ+j4bNsmy5XKr3eDSbzQ8++EAc9nBFQDUtzvV63ev1six75513fvazn3399deffvqp0Uf8uL6+7na7SZIcHBzAB9lqtWaz2XK5TJKk2+3iali/hn//7//9D3/4Q/GQLubERW+z2ezs7OzJkye/+tWvEPfkPI9+6ZLj6mZVpeebBaLyKbt5CgJZpV5UVVJrD5EIzw7to0rOQoT5jMfjbrc7HA6Pj49PTk4GgwGplQSqb4hk0LTIvEgyq7pyqCrylcaMhsEF4kF8+H/NLfXqqgp5dQ9BjDa9Xq9xslsV52PsOaq0a3i/bmh7Vz22kRd5CkVMipp9I2cBQQJCk8I5XFJ24zQV4ykiOZ4xPTKqdYWKE4pSVpeK/wTRdKFoghBbzZkFEpwSkaihnJzAB/5FOiTulzk/Pz87OxPdVKvKi7CgDz/88OOPP3727FnIX7hcLmFZnc/n8KR2Op31en1+ft5sNofD4Ww24zgLxvnkyZMPP/zQD/MhfR3j3263u91uv99vt9u5d/ctIDct3pWAeLYr1Gua2TejcPhTw22MhAx+8LsCazdX+m2kpOgCQexq/UisHx9HmWUZxMfZbDabzcbjca/XOzw8REy4qiC6grSSgkuKIx3f99knt/caXFN1DnI6RrEspUNEQEqIHKvIMYqUB33UqXn/3xiAg5Moly/d4yL73TEvhXhrkrrNbCRJ5toFQ1eQfj5KOfMuODNKQnDupHrGMnuoY9gntxcJzg30/AUQI10B8jxfF+C/FeOWbUeVU66TyDEppT5vvfUWBdA6b16o42SlaDQa3//+93/6059+/PHHv/vd71Q06CH0AOdcu90G10FCn+FwiGGcTCaCOw6Hw7/8y7+8c+eOXy2tXtCdfr+/2WygW/iYu7h4jfilBevfDTHIeJGOz4jYKbROKMxql40cqaMbD/0aIrsJj4CLS8JHsNlsrq+vr6+vnXNIuHh+fh46T5Wwm1ZJUwfkLN6HgongXMCGtQeWquIPRRY29QhKaOvxfwWF2b+uqc4QCBYtOBFqCCDMfDueQRmzLDs8PLRvGlLZWEk3qgNoiq9vuYiw3hrbDINpd4SLKbQifbSxZDmGtHni7TahLtAmEec0VDRceG+gHn/dR8rd9sk8ahGtk0IZ6pTqwKNtCaPlaDTKsix0p+Z7771369YtYOUjFhqBH/zgBz/84Q+vrq5evXql9gLWYBytQy5cGCQQ8QhatlqtkFeWw3e+8x3fNksalSuEGCzv4XB4enqKMCI7iirUlxgAzsas+dxiFw1PPFEXFUw7u7PwUlE+NHSJl9HTedk2hHwshiXULp9rpAQq7QWIAycRMLHMZrNms9npdCCrqV1wbK+RMUPdC6WY+2WElsk76P+OATHjUVyTDNA7WooN71Qk+AOHrCuDwYCHKdoaj8+Dxb/Grki1nO+0lOGZV60HO3Y8hEwo+l/AXrTt2kB41rugh5trVG+c0EqNCnPNcrhhOabJFiRC5wWPNFZIVtwrEjIlOec6nc6TJ08IJQNtvE2Li5YeP378s5/97MsvvyxN5Yq81ePxuNls4vBAs9ns9XoQCISiefv27Q8//NCvhOZLqFBJkhwfH8fkl98R2u0211wFL+GDpmoM8XQ2BBR6TT/UYjexu0Ngt5Uwhys94X2Msb0lSdJut2nNV6Ue2DuQO8FBkYKRHzLhP5IkoYwcfDM650hyrRrxZJugVLYaDxUstCRkhca9VEyIFwbBgfxu+2OHJ/1+fzAYkL+HiJqPUrxBT4U0TX3HDx4ahinVOOB2uN+HIFLsrSGGV7IUxRc2Dt7ZlXDeKSpXrRSiZB6IOsm2b2agTAIiikGd3JBZJS/yUoF2iAI4uSFsoTbvpFftdvvDDz/89NNPf/e739Htmz5isELjipLlcjmZTF6/fu2cS9N0OBz61rP333//7bffNgiT70E4PDw8ODgIld8LgALwFV5p1e0LICjbplefpOyoZ+8XStmDykJCdLJUMKVNhLwfkLGQfwOXXFINPJI2Y8dUaPctl8ssfL+Y3R3Snklqp4e2DFQKTRcYMh8PKhlimYYgxs0FpfIa9VC8DfGYLMvG4/HR0RFxTQxKpHmn6srm6g4q8fORik9gTY1fl5HgY+6zCvqxC9dUhQ8bE15SuIKazaYg0DZ6eSASj6Mh1obvAs+L7CREzlAnGAyPoooxZxmAoKG8yNejcs2HDx8iC0EM8Kty8jw/PT398z//888///y//Jf/Al4YAjDOxWIBygUFotVqdTqd4XBIQ3d6evrd7363FA3BwJCNNrILNaDb7SJ4GP/SrPH9ZaficgH6TqSsKkrUdCQFt7U61FYak8F/0OEfKiASDTq2lXixUoRVY5jqBbTrES1Su8+ePYNig2zJfnShT7j42d/aJnEQH5j6OVvZkfA2qXa1Sf/fEOPcUeflENMljgCZ1/v9PhgnjbIhIfJ9GKpZBV4e0w9rRqjv8IWonaqdsFCEzobAMBJWgvhpVfkrFq4YtzwQoATArGXb19v6JUPXI6sPgQDuj4NhP2PJptX6aSGF1FzxpN1uz2YzulxQPXPSaDTu379/fHxce7N897vf/ZM/+ZOPPvooxDU3mw1Y7Hw+p12Ja6VxyddsNhsOh1i99+/fh/OJaFmpQJkkyXA4PDg4MIwlguJzKGV1iPjdV16qeqDK7kbhm1YrRVhAwozGiZfmk6Mdg1ipduHzgnw7EkKA7xaF4jiZTAaDwdHREQwetAGFcJkXgXulmBto0yiR0sJ7QfS/RuVNnDQKLVCVNIdkqBAdB8XZkb2XOuHX6/Xh4aEflM8Hi34byFBstEEywLRI/QWtDK08ODsNXdlFOGLt3cs/T4vEwuKAsPH5XmQdFbjtlNNi+h0KOsgDEGoI28OO/UM6aX4UhJglr5y3ou4LY7hon0N/9fHBGvjjP/5jA08bsGHfeeedDz/88Pr6+uLiQs1Py+Np5/N5q9W6vr6mOGRout1u9/T09OHDh752AuC7IM9zWslJkrRarfPz85OTEzVZ4I5Atl80lBfZJMSJhZjcmSrELPg0TTudTqRyieXX7XYjA+hsLmUrqeIEhTgLrtKZXEsDWxtDG0INUZ5FiJVHR0cQefMiUJZKkgUoNJIhnU08wSghFC5ERflIltJJgiYx5EiRxJ5RVdUI1RMqSdKNHXUpYLPZLJfL73znOzislud5jZsWANCEQuoFx4RYFHK4GLj5DwUjEa/isfUPmLvCD2cbN7gUqbYYL+jU22O+RZSgxsSpVdE9f9iEIGql4hfHULy1QwxIYcUVsGqxW7duqQc8eD30218Y2OcPHz783ve+98knnyAITl170DhBksBZ4W1NkgRcczgc3r9/n/CErhmppiC2SNX1OcQo6Px5o9Ho9Xr9fp8nXRKbzhBnQ2+rrs9WqwXthDY4f4uBUlcCWJphRNkdaDRovnwHcO5FvfHUGWI0BJ6RaCdJQg7yyJhEAI5FwX1wcHDAE7gTv6xnkhXaUVJ4NBMGoQ/VkQnBH/yauysckTVAaLW1PapNDfRw2txAlplMJrjUJiTs0+bEj5A4408bza6PUvxFuyGowTXpE5U1cq5fW9Hciw4aWl02R6cLhlCM9OZIPOkTHP/ItFSWjtmBxbexfWMJkyF3gj8hhCH0yaNHjx4+fOiK4331tt5wOPzRj37029/+9ssvvwwlPSDn7mazoVOPs9mMZLijoyM/OZEriyHHoOFk3tHRUY2MbkZ/YUZer9eCEAstMwTxK4S/4m/xu9vt8qmJye0FoINnIetFbSBMfEO681RMFdskSTBTlFpSLelXVYo/nbiL0bOzLMO17c656XTabrdpEebhfCw2EM/jzJID4cm/4qTJ1gYFNEPfhNQsY/1Bto1ptRQ/0QoRJttOu9lsEJH/4MGD6XSKrNk1OmLsPXv7pdq5lNqLQP1BAIW4tCrj0CGB36l8r7c9JLvFLRszTulVeeFVAX7SqFKyGxKzDCAVJyvCcSFFhe6Rfvjw4enpKWHrmCmC8nnGwFtvvfWnf/qnv/71r2NspBDhsc0fPXrknOv3+4QGwA5vBjnDBoSj6NatW2dnZ4Jr+lKIixa/oGiqhwVJ59uFAxmUkTavoLPUumqN4wSBes3TcdDaEB8KOcNQCYg+Y5Hz+ABbkbApVSmLfTOA7ELX19fwsvMgg9p1cq6ZFKdZRLjTjsStQpaDGzI4+LDZbNQUbpwnhYY1yzJcDXF2djYajSqd0y+F0rGGY0MlHDcB3+By/xYCzDtwW4YssUR21Xyzu+wlhM4uFgssgPF47F/I0+/3cVIz1FAopoOIr3AcfPjhh3/xF3/x9OnTZ8+e2ehNp9NWq8UPTT169Mg/gV4Jjo6Obt26Fa+H2dBqtYbDYegMKDEP8ZxT/5DKW0ouuYISMoPFL4+kOLeNT/ZFNslL56ONjgtey9eMUS0EIPvQUanIm8al9TZgOp1SsIhY5FWBa5xGGV7ShU+mqdCML5pFnJvZl4IiFjoHG0OoGshSfXBwMJvNptOpvyYgMlfa7aGm7SVljC1fGVRJpbVSqfAedcdvIeCMx3K5RKrYUEws6Uzq0EUOkRri5IqYC3tS7t279/7778Om2u/3d5yUw8PDn/3sZ//0T//06tUrwXH5mserRqNBymWv17t7965Rs2rzFw8Hg8Hp6amad6IG4DxMZGFf34oJ2OG/6xk/KvGGmMn1fShpICNKsn3rjg+qNrxfns2fgH+HtH9KaGBb7+lb8iYgufEuXNOZIk4ScPxhZulfu/Vm6T4XsCPFKS0vpACSGmLq5xGMo9Ho/Px8NpvlxTWHbnssMN+i2pBFxcc5cuPta9X6RKGSPVzd7cJXxK3/9NC2AhGUzg5fnaXjVnXQsiy7uroi845Rrb0bY6Qojj8/h0rhV6FDMvj2nXfeoaxAe4GHDx/++Z//+RdffPHxxx+76KF7/Pjxjq6EPM97vR5uWKwRRiucc61W6+joyN99sNoJLSqUBtYAQ8Wkf303mAB73fJdw1nFHhUJceabfvsyd7ynGZTB7xrXuf3hpSmw9Xix2WMWWOQerEFXBR+x58Wme1EW2r2z/dBC93uVMCM1jB6RQiIMdP1+H9GM8FftyMOoL/4KNiB0sCfmIhGAijZodKmmSxRcnYXSpiO5pvFJYsZCk0GmtNoQIJZd3Wy+emSr/qpNwjd7+N8ifhvGYRhp1aDWRqPBM7b713X5YlwptFqtDz744Ic//OHz588pzR5MLKIk92K+/fbbFP7qL6FI6tZut9VEo5UA/T09PeUp3AhSLzdQjQUZgwPtaMyIETtti/uUZ9xGchcdQ2VOoeb8+BfxbVake+MPySnYCN8RRBVy5u2PG5wCeSBPlg8353WKVL0EqBx6y0ruwuEngrSVToZj+uIuK7vB7gniAdYi5N1vIsuyyWSCkep0Ou12G8GNopjfzdRLwOFYPqCEZbpB73jktMqbVXJcafOXqkf++ANDiA5qmchJqREh6dfgr5YQIydoNpur1QqjjTAWoRZsNhtEe6n6JdaJ+mqPsj/9RtgR3SAWGrGDg4Pvfe97NdpS9m2zSXbXR48e/eQnP/nd737313/91zG1/bt/9++g2CXsqEwIeEJdUbLdbh8dHR0dHZW2aIx5q9Xq9XpIkEuF+Tkun3EK1TNhGXZUjsIFcfW3274AGAioI8M/2Z0XxkBSXAhIT3h4B9HYtMhUjOdEr5DTg3/L8fTtw6LpEFaImPU3F12xKc7eJCytHefBkVTIVxDVfc2hRrLS+Onb250nvkPY72qNOklAqEr0wTVPTk663W6z2ZzNZrT4chYhHRr9Sm4PEjhylvutqr1LrbM2kLyye0BaaRl/rASH4yFt+LFarVJ2n7sNYgPgrLR9usOA3YVZ0kv4CJO6mQeijZxzBwcHjx8/FlXtiIxzrtlsPnny5Pvf//4XX3zx+9//3i75//1//9/bb78dsqnGJ8lDN5FZVLwq7RTXTnBbJ73ivLNUqSJQo3jsDBWc90A09+NmQypECDi/p8rVlSD4llEhjQPJ66VBLhxarZY/QTlLyxWiD3YQUEgXIq7sS+pUngS+NwM4eovftCS42uMiZkE8ufFbqdWFbkg3wvJJXFNMYSmbybJssVi8evXqzp07IGe0DkSgvIqGygk4FxevUA/JWaUutFDThgtBLRyiI5yRV20oKy5TdEWv63kRSP4QjFOgITAk1Zwe8j2Ga/xEDWqsrIqV4XF00cTRsdMFyJmHANrZbBY6Ogl4/Pjxb3/7W2Rd9wkHrc8kSY6OjvhVZRgTxOguFgv1GvbDw8O33nprOp3ayWl/8pOfIMgcYVP+3Smcr0AR7HQ6OGHS6XS63S5sbthT5+fnt2/f7nQ6an4iFYgHJEnSbrdRf1ZcFGOolYCGdvN5iO6rrav0RAUqU5oiKgk4GqqmHQeQJYZzzf0CNzir4+xrQQLUk29EOUN3leNHSFV1N2Oh9S1bvrkiN0OBxBQ0Q+X2AiGaazfnC32uzDbiA8osl8tnz54dHx8jXnE+n4e8jARwFhoDlxd3wnGrSJIkFMCpmmRVDGvYRoza/I7sItPxZV3DbEB2knQ7N4cQiZyWg3tTXEhLAT6UMSRyU4kKxVeq/6ySdQE1ULV0RhMAFuKP1ccff4yYHZ+mcH+nc+7DDz9EE+PxGFf+IhfgdDodj8eLxYLcARySJEH+BBVOT0//8i//8v333xdXfl5eXr569QrXU1xdXY1GI6SGUEcJSUSRun0wGPzN3/zN3//936urXUhCbjssAGsDKdpDCLuCgKiBSySnGt+Kv7wj6koWvETVmXjlamcjoTYv9JWKXThr6PNdWLUxKeKVyqjUUAzbmCwqjEderEwALYMQid6PrmlP2y4TYKhTAnhXnXM8GmKxWDx+/DhJEjjDqHylK8tDUDUIuSrUHj1+XjhezrBb9CV9H7h+6djdwrTD7YYwntPpFKyoUiZYblLbl9DK17ZqCYSiyRPx4Dmn9al2wZwB4/G4XpTNbDbr9XrqVditVus//af/ZH9O4/b8+XMkcFkul2pGULA9sHP/lW3cQwGeFMaAkNgNQLhKqRTue9a5eZYH9Pq3iLiIPQg0aiy5SrIa/0rldjG83PcTqzolsRPsX/G2lA74WRRulEg6z8XLRbRd6lSfVzivyZETT0KDmBdxnv4nqnTDeXtSOI3oCdZlCGFM8Gazmc/nYpPPZrOTk5Ner+cHFu4I4MRormrUjFi7oWI8yYhf/qbXoqpz23tV1dsSZns3Bgr6OmKejZMkKq3hi8ewS1cdsYRd9ZqyU9hUgFLowYgaqufk5KRSu7UBt5qIyy+Pj49/9KMf2RRkPp+Px+PJZGJvE1JDa8iLRM6azWa32+10OqFKSokdFQCBVuWkZPuYED0nimSEqtWTupIiChcLGFXxDHYCjGBdqjDxjt7tzg9CTdDk2pXHByXwVnbCsqw2n2XGH3OwG/LXp5WVTbzyJ4+eGzXk2wckeH8MIZFbYEjqsYVKvtr8YhcXF9///ve5TlAVQt1HB4luhnDjH/rWBnsMfUwi31YCznJcWZpy41VSpk1CY0PQKacasEDGhPnEe0RsU20McMrrm6zzPMeBE6xY1apZtcXd4bvf/e6tW7f4k3ffffett9765S9/6ZwTmijSGE0mk1evXl1dXU2n08lkQmFNeweiABQGbzNO4xVJMMQ4qYA/0ZxB0vTx2VFNwQYOKtBK4A9rmz2I5jQKiLwi8JsCQ8bdMRTfh5DsHlLEudUX2heRZZVeGWR2y0JbujjIi2s4LVTwHVdGK6Jyqr/UDmO8vbq6+vTTTx89ekRxB1V9fmoHsyL1KI2JPzL8d2reCL9HIKxUZACiOyGXgw/xZnMVoGpw7oi0Pgh1Ca0NlSeVxpff6FADZ+KaBnGsEQe/I1CULES6Z8+e/dVf/ZVzTk2V9d5776VpenV1hYAmhDjd3NCRuol/6xkA6Fv/YWnTIWEuDWfiLQV8vhenDwGhCo7us8zEM4YLmlN65m2/UIky2NJ/bYjnRLmX/iUS+WpcM77eEOQ7n4VQ0Si9HHyz2Xz99deLxeLevXsIfCCb2y5oQGESS5Oarq150OIzZAWeJDrEqmNAaIeR6AFDId+FyrdaLSOlw3q9nkwmdJmzj148YgT1TmqSSSctDsm48JSBG0E5Btc05LDdk+dVBTWoNTTLuCxoNBpBDoBTeReHvWHBg5Y5GAz8IMxk290Ior/R7nsnFSHVbvJynpjCT1/UmAgKSKRVAcxDG99HNR74nuLKsX3mJFRV5B0PtlQXn4/FAEyBvyyBIY9KiecONFZikLlLxfgcbdkTpPLgP7jBfVXpWwu1KSni7AeDQagMBbDEzFwekXe0NnB7wjcFDe3WX27ItZklh1CxxWIxmUzm8/l+DTiq+mKjiv0T2oc+LAqgeFp1JWBFCS9jp9MRT3yv52Aw2Gw20+kUhbvd7mKxwFENWDjm8/m+/PSXl5fT6XQ0GoFZxh8jMYDfzuGcS9OULgeGU9NFxNITo7ItQ8K4GhMjTeIRPeGpA+L9VqEytm4Qv2uAoc0yOcuxDUilwAfKlsUpj4qKtlo5LhgXD8VWTYp7yPnbUt7mijWg2uFVIH7HzQ9C+0wC+ViabgdO6Q/rm7FEhWRP5wkXvsHkxYsXcITkeY7pUQVVdbUZ0yDKp+aNZj7si/X6DpVN4GbKGPNIqQobY5CB2gFCRtdu0OBcXV0tFgsxVqpl224lBuqZAVWzPGXOi2H2nU5H7AuRqbzVaiG9AG17nvqq3W4jQ1O73SZ+s1wuDw8P1+u1f4C1BsxmM5iaORGk30kR4eK0DUWo+sObFnlFqAaMA26vtIVOOjQM3lnqT6ERrqTwhfKpGjvCXkV0YtvG1kCVQ8LCW1wErxUFvkEVSKinNG58mrieJsbfeSffSqeVEo+Qxah0uHzbrAhcoL+C/tR3LewdQp20STMPbkThTqdjZ50dj8cnJycItQ2J1WoUqNDWyam5Fz1pv+MvsLLXnDH7ate4NIok8lSDatAgUgs2A7o/mUyePXu2ux9IPZYqcCg1lW8CqfD9zGp+sBISbPoLKSmiNP2rPEQWusFg0O12G9sXhdIrIi6LxWI8HvNrpcFQd1QNsyy7vLykc8awNhv+MFJHwAgx+IvFwreSue3MLK7ISgo1OmbB01BzE6uhyXEjKmFLtK/SFlNF8xqbdMd9LTaUGvTrf1K73VAfS1M0R4IIrAshyYkt5lolRPwhfuNEE8LII1EidZYw9Im/WGzlBuvadnmOE39ST2/wLSoAjI4IoG00GnYo5uXl5cnJCQiQSrh9+lVvlUSC754kNPxG/UH4xiUeA7Is81PiXV9fj8fjvYfV7Q5pcSKTSI8fwIVtLIxIoQo7nY5/KpGf3UzTtN/v+/dRQ63k3oQsy0ajEY5IttttiAuUjg4owWZrhHMLADOGuo+9gIREqiCSakcnQ/6qbrcLnVI873Q6Nc4t8HroMJu/wVV9l0uH8S2K6ajHMkvBJoYJA7WAGvTLF6Tq91X9lAlz2UaesFSxUo1YvqkTGmFM+HRVu51zDgfAkCVRXcxVr7cTSEa5eYWwhm4YYxpj/Sttka+VpDg47/fW38kkm4TMktixFxcXt27darVavnMo0vFeo2u+GGjTXAMNWkn1snbFwA0x4+fPnyNcsxLaKu24iY7zhmh2+MbLirQGYDmIBvIrcc41Go1+v2+vJeTHaTabRMvUayZJ7t5sNs1mU+RMyPMcl2BDXkQQLAdwNeTBR0MQK8k7i12jJjRwtdQXHH3xD7DyrLMA2sJVuZrvSbE9EaoaEarcf2JXrrZeD4jeEt0LHT0kZ7wf/Ss0VCovavAP7VQCnwHTfQ/7tV/GSy3cFBH6yjcLh6pyqjITg4fbjrQ0GjPEIlEspjlaDUmRWEvVu0luzePCc4gOvnr16vT0dDgcisWkHiPxwbARubjzjpWMVGormZkpPi+gtBUD/M8z74Yyrngl5oUDl5eXV1dXk8lEtQGmgaNdIZIRamUXbsrbUqVDmOXp7K/hckOwqN1cv9/v9XppmsKslCTJkydPLi4uiPMRAuB5yATLsVqtVuPxmIcXbTYbJCsYj8fT6RT57oV0RakK+ckZynwrBsTYsEh9ji7Qw16vh3o4d8eqaJi36JRyJht8g5DYjDHMz2mKtWFLDL3dZfcJikfu4VD5nLmxhNhHZWI2xS6CbCTxrwHEm/0DdT7gLYIP1ut1vVAbe9Yk11QXUPxw1C7mr3Wf66h8KN/OulspqHWz2VxeXsI+xisEEYmshIMfE8SXco0tZLDDmAp35JqRR1pF/Xk4LowMjLVRuiH11xWKiGoSJ6B0uPCIG5mAAIK9uWKd82x5BwcHsKAkSdLpdE5PT3/wgx989NFHz58/d4Vei5LNZlOc4UFC2na7PRgMiMvO5/PXr18vC5jP5xSoLNCDikwu8DwQ9I/nIZk1PlNgjAnHsNfFQ4h33jTs13XCaSDn+m+mLy5u0OKRoQAUPia2od4fzxjDPsRBlIRzpCrjVGkm7+n/FWFCsyvSUPFNJeavktvPiFBtFkC/qX4/cBmjw233tuk49dJ/ZFmGnJ8gZHQnLSn4Aj27C5Ug9/JFhNoyatgFARKoDd4cQqzG1h2NRhcXF3s51XATkLBz9yqQARMCb+jqaQ79fl/wql6v9+TJE1qElKS32WweHh4+fvz43XffvXPnznQ6zfP88vJSDBdWKd8U8BGu12skw8vZzWWr1QopC5DoR0SHwbzsnAvpl+JHJHS73X6/P5vNxIfijAeGLsbslldMqVHKV3yGmmghl7640yiulyJDlE8Eut0uJCq7X9RiiIzACF/poCQ3B6oAuSdejDbUaKMJiHF8sYkggMiqaD9mxUW5kZY5Pgiz2azZbKr32YWAjw9fEvzh/81DGylWqL5lv4EYzEJN+D+Mmrk1Pz7g24fZbAZR/fDwMGRSC6FRSdry5z6SaxomoMjWfWRSdhlQiJSoaCTbR5qMJvADJwthKozBLSQbtlqtUvWOg1+Y3y7utkU9ccyL73M6kUnOv5gzJ74DD5XzDXzr1i2c3EjT9PHjxz/+8Y9hwHzw4AEswKqQ0Wg0oOGBNVIg96a4K4bMrXRRNv+c+D31S8XT7p0AGj2ch1HLiGPQSZEoLi/uCAstZvJHhrRhA/lQMLz/lWrMtHUOwooMP7tQIaqTr0lyUYW6Y4PaWb9TYsr8PqrDWIP4EGunb31nc8LM43mRxy0yfMyPb8f6h52GH+iKAd7BLV0TKEbunEb4XjRbUqsN3D6sRgaSJ6xGglmfoLx69Wq1WuFGcuNDv3elDIx3ZF+wl0G2sQrNNQ01sR+BGKDRaMznc/9Q5u4G8FANpTRLdJY4NHVB1b34sg+FzAhQLy1Rh/rw8PB73/veD3/4Q3rb6XQePXq02WxevnypVg4O5N+eRjl9hHGebw3KmceB+88MSIu0qMjulhZn8NFf3JSpdpPLCr7w5AezqEDEyrYnlVbiPyw9vBQCPv7xNhsDSJzFv3AZCN4ZgtBe5koIXxiRiPl7iuOjNmpwCg788JKA+EGzaW+e5xATIYYOBgPbYBvilByapD2o2igHW7jwlRWnWVciJZR827mNraJyTTwnQY9GUI2SL112oETNZhMZWMgiJ6qqd2SikhyKGbHL73hyY18BqGQkFw+RC+3169eCRhvtqnKxvytCYcOlFBMBqKFGQ8uDnze9urpC03YcULvdPjg4UK+eJkcglNF79+59+OGH7777rsCz2+3ev3//7//+7+0e0SrlQ0QiNu0Ou5J4MHKIkyDfaDTIYENDmud5qd3SOJHCCQJvWtWB/GpDLdpbwOfuxPu5KaKUa1aClKWGcMzCpxK0UNf4IKhmJFRFo20E2cYAn2X/rbAIugguUIpGvaHGmbckSZCKqxKD4DNeJ4bWrt1GwtgYISAzjgsMVlacLuIWEjUBY8oSbQD8MqCMx8fHd+7cmc/nuA0YVIlPfJ7nQir8NoC9fN88vHr1StgY7SUkpoZPelUBOR5iBHnwP1oGQo6mb0ljOz4+brVaPtdEDiBAr9d75513/s2/+Tenp6d+i1mWXV1dNdjdIAScxkE6ybYv1LvR2UdwAA7D4d8aV4HWO21C38av873bwPg4C+OHrfREQlJkt4kJnlJzG0UCp8PceuTjYz9X9SWnOYb9SkLcUR1GruDtaKwajUaDwaA26da5pl+d0PzUT25ir2KM0jTlfItDzs7kcsKqyhEcXFhXWy6XL1++nEwm/X7//Pw8z3PindwVVGpxDY3VzYHftZuYF9+EIHghJuXi4qLqxTKiThHAspesCCIsJXQSjgBMCLyfjJ+h8PekCJE9Pj5Wsb179y79Hg6HP/nJT1SW6ZxbLpd0b4kARFtwdyYp31wi5taXXSYCqg84JcXx7p7Ru4aERzK3sar3ktQzxP/EMNoqURJ2foVsnm7bhSl8fr7/L9R06GBYKVQdPUED60ntAlvVi5lXyequApmIXGFFqM04S5a+Wqkagx4vOdplOKfhTC4kypHEFz9PMSOV5zkCWBaLxfn5+enp6Wg0guoJnhGpaH5TOh9JG7UleijThjCo9p3U8dFoRN8aNIIj7Fcl0C7tRWRnKRiylPRnWYZ8szxHY2bm0HDOkXvPDwjiufQ++OCDBw8eGH0RF2ES8FPkZIPNvPv7KNYXtL4SgSBqCDYJqyz4ZSXCihVoHOXCKvVNhQKMz32cbwgMVdIX6apSeWAu9EvfNiZeic//nwEx1Ht3NDjncFtRv99Xo/Zs2I/AuBe7BMlWQvdPilAgtZWbsEfxDXB1dbXZbBqNBjydoJiEbV6cEK2UT5V3sNRQWQ8E19yXCzMEIiBlPB5/I+KC6Gbo7hqiUKUV5gxc4U9V/etUMyyWfrtJkhweHh4eHuLffr//4YcfUjSs87Iq4pBlCCv/CbBCygKC0iPhPpLUC/yFYIEfJG3wT7rdrt8EH9u8LLI0MU9A8eZKF1UNcrSLEkMNie2fF3ecqegZICwfnACq9XDF1MaQP+HGORuf2sBNeiqoxzEMoaQqAv6A+JwY0mQNw0nF0s2mSi+If0TW449mSG9LixsPDKWn9tw3m80YbrdcLj/99NPz8/P79+/jtDjUFDrnDppSlX/XsN+WrkXKj8X5ej0DQGjH+mUc8/VuNhueXlwNhzHqeTPgx83SD4hEPvFFB3HMw86kcXx8LM6rEfz4xz+m33/2Z392eHhIKWr97XN9fY0keWLEut2uv2iz4iIBpATC5dKr1YrvGgrKaLVaahf8MFrVfJ2yxJaUiF+UoQjbRIto4z1KipNvKGmfLOI4q6KnyiSMCmtDqFqbBtJX6oJvt9sYNF+n949n8Fe8Zl5MRbLGgJDkVNXuKlijWHvCNBIySMQEUdpU0ZClNpvN1dVVu90eDocJS2rmt8g/r8Y1QwOXll2AFwPcHkvzhL0UipkMmW1j2nIVF9B0Or24uDg+PgZWFDiapikysCSar0XsIj6AeTjWl5AUS4E/SbTEdYKsEOe7ObaUMOM5jIq0JdQjHCoItH3x359lddxCvD+yF66ImKfnxHjALCmLnlHPwcGBulb7/f53vvMd+vfk5EQwD/EDFiRRiZqIJy9OZ+JOaQASA6kx52makg2ZA2yw/EgrjoeT3QLP+YHm0K6nMRTsOWRZIV8ANn5I/8s1v0CNtR25LEXNMV/tbtSBCE53kYbwCcncosxeQgH8yn36GU9L6UAE/xZRI6rRosaRQgEGbljAEEPFlbeiBo5bNa6pUmobLfF5aQFuF4Kom5mpVneEGM8W9up6vX7x4sVoNDo4OBgMBsvlEsmjSd103jIqtTjxwmrrdg32eBICKiaRtCbGJek0MscpPn+F36XHjcUnNjEy1gaXG5LiWD1q43x3vV77kZlgkzhpiggF6JqGlDMcDnFEVbxqNpsnJyfEkG7dujUYDOxBULscUjgydv6E9E71XCkptYJnU/4U0nJw/qrX67VaLUjiiPAycBZAN6gIBIxFpRru6ENjBCpBPDEpLcnXOYWLhwT9esjTLo4XAY2qSulSDNWijhgUJjSVkFApqosqUR0feSDyzrZIx1sCKIMmrpfHlQNqtRV0TW6iEWK4qgap1JmXNITTvLAroh7fKBGz1g27ItdljV74H65WKyQUTZIEgvz19fXh4SEyiGZFzmsxJfjX1ksiOyWA9o/BCykS5IakDcIEP7LiGpDID3Eo1oUvYTA+5P+qe1LVrZMiHbZjTJEQhusBsRh54YcTlVPToWFvt9tnZ2chBv/kyRPimjiqQdxLJQGhAFo/k99qtUJyK1wZiwPdQk8FhhQZpEKapgcHB51OB9eWNRoNpMcDd//qq69CH6rAp2C/i1CQbA58QarPI8FmPMbzSF3Ttwmp1GlHuLm9v4tKLTxZflW+kL0jlI5DXmRCuLi4ODo6Ki0fdb9mqYiUBO7ec9tUzBgCYuaCpVWNj725hcKJLDSP6XR6fHx89+7dTqfz8uVLwaIo7YXq79xxNYS21n67H2ol9Bys+oYMA7XrBFsqPWHCW+HqGlcxDa2XH+1X4cc//jEqHw6HMbfmxnjcSaeB1DJlAL9maQ0qtFot3JKNvPD9fv+LL76oWkkNN7//r8oXs+LGVvHJHkPeVAXAmVEUu7SO9Yncs6Es+QK9PTLXGPA7Hh9KXVU92IV67Eh5cHMtRdWqdhFnc01uCbSxobf+XKrOG2fKiRyyIic7WUpDnxjGB78hQyPxW8mybLFYiNW82WxAmEAuu92ur2465zqdDmVpUTEpxdYGI0Z0d6hhULqJkOYawJcuvEQxWNFgksGTglHpvKY/xVgVnU7n6Ogo1H1+4AT/+iyWVpdhBObPN8Ul0sAKMbfT6RR/5/P5Lt6gZrPZ7/cHg8HR0dHHH398dXUlCpSuMdqzMc1lWYaZ4rY7+lb02mmn+3dZdb7ymhdObq6al5LBeBBEJvWuQeSmEQ7c4xDTkEEwK7He0rUkUFXJe0gQoXDW3cEwv8V8gni6PM9xd3poupt21RQIF9IjMRaGDM41SHL+RbI3mqqcQelXoe4ITqlOVehOgHa7DRKQFnlk8C1igpbL5dHRUbPZFGYxRF7goWFa9Jdv/IKusUqMb0U9kSJIbU5pnAelymtUC0iK4yX+VTl2c1mRcGdT5NwJ2f049Hq9wWAQOivC44BcOLF7DJK01wjbdXFHJtlm1TSQpYDozW63e3x8fOvWrePj48PDw1/84hfj8dj+0L5QonTb+uIm1n+NdVVv8YckoTcGgkeGWKYKFJNI3+JH7rmB9yvOGpoSB1vRzIsjOn4owDcF6/UaN/ZgVauYB3XNpDjjrHKX2j75ejNHvDn+c1Xr3SWUIC/iLPhD5BWDXI+MMPwtrgvOmUN7j0YkF2evr9RiDSU1Y0ndKn1omHkpbHWX4SJBLa2YxFEomviBV6EBxx4z5OX33nvPbtGoXEC+fd5uvV7z68Bqs8xer3d6ejoYDKBfHh0dHRwcfPLJJ7///e9FSbrFj9i2arMR3ikDn10kv3oflq6rHfdpDS0fggJUnNAxvH9BIOR+dS+HqFOMkHpzkOc5rtjL85yHQXD4A9fk/RTOyJC6rSpJe++DAFGAIrXEK5tqVKWkpbLSYrEYj8eQ0w8ODo6PjyGzLJdLKAc4nFObh/kDG2/7iqmfP+TqeKRt03k3gfDKValZbT0P3Cseb2bgjeIAHLd2UG3Gh5gvfpCDJwZSATGxmGsfjSRJ7ty5wwvTMc0QPqG2aIRBhpbL5Ww2G41Go9EIeayQ+tFe2/50UNTPcDjsdDr9fh++zN/97ndGPS4c2BmzXEtpRWJmPxDXZSTs+MruSlX8PoUlA2hwBJLt4wY2SvBo+rSUBH1hJ6tHZhMWa8mf8xGuPXRkOvaf02DyygXLjGw3pPYYhnpuaPXPZ/uA0cBNA/Du+2VK/Jqh0RSHwbPA4ZDQUBoAr3hS5J7Fw0o+khjYC3f3vVzQTkDCBoPB6elpkiTj8RjZ+ECIwRVK7fhiXkM8JvR5JaeFWq3xeW2JnqgA7V5alHlxyaJdpwhn59uAjxhWEWEbeb7IMasGRdkQE1W745zj9/b5ATiNRuPRo0f8CZDBOUgXmETypAqgXQa1cjweX11dIR/CaDSaTCaz2UwkN+CQaJF9UJQBGMZ2u71cLj/55BO1EgBXMcV6KDW8R0Kkj0D9BOuK0OAY1sYtBpn4vpMNFuId4rftTad62kI7XTy05U6D66B+Ww6LtOGp7BnE0KeHuyc6JrBlOH+gXHHqjM6liNGzLLS2eJ7neVVLQg22ty/hUUDIirVjQ1mWUZ730Wi0Xq/v3LkDdY0cnDgYVFqVKrXx33sfEx9KtxkCTSsFfdB9Dpw3qzbeXdxaajYAA3LmWlPb9RMOEAcaDofD4dAIWH333Xd56oCDg4NSimDQOOxn59xqtZpOp+PxGGdOJpPJaDSiMGb120Q7b43L7nE0k05t/uIXvxDFaHZoKITGDNijdTHZTlErIKTmAtQrPEsRs9dbSJrMw9GFpTVj8DudDubFZj83tOXfpDWYFg/ZDhHU9sYQCIE/tuSjcc4JuSF450nKkuTt0a8ZD5XmklatYdJxN7bshAvHOddqteASm8/noKpkQcKo4vemyjXlHPjgqLEMpC2FbAAh5ZUK2+Mv6hTGFtUmQ9jawSMAseT8PvroqX7rGPmaAw/nIa1O1fwQ0ZMkyeHhoa1evPPOO4T/cDikNAIhuo/pAwsUr+ALcEWy3+vr68lkcn19/fr16/F4TO5Yv9dc8+bPoVl2u10c00Rmg9/+9reqpitAHVtaQknZYbMYgJ1AdYmBnN0oIYpEPinu9vLjHuyvXGEU4TYYFQcjMiiSVW+062D5t2lxwbivXcWTTVrYZLOxy+fh64MMl6ePzw1Fby2XS59UJkmicE3iQPvlMcn29Zy+eYfn+68q/lCFacWMuHZtMWioqsl0OnWFwIszQP1+HxYwqEFYxPCcqWROHfw3KRXGABkwBba0uFWOLkhDacYsdbeTqkd/+c6BI9lAWzzJvXTbmB3EphrmdPgCjeypBwcHw+Gw3oJUzVYY28lkAss/dE1YZQ3tPMSh4VEDv0QBmHxj0Ntxl8WDMZX8VYxxQqXFhqk8HsQIx9QmNFRDYRXPbVlBJd279E79VtXdkWaWLwyj3bxK0s3aoBpgK4FQJPI8b4YY1V4INFFPMg3ZQhNon/Bd2RCPpzCwxA9faB27cLI3VL5er5FNtNlszufzfr9/dHQEKX6xWKzXa0h2iec2UOmRv6NC5utIuaHqJheAaJTQug8ZXvw0cjtuG85B91UnwmrojrBQba1W6+TkhLtm/TJnZ2eRjYqVmee5H44/HA6dc8vlEvrlq1evLi8vwTXJEWvYWhSpubj/CwM4m83EORNkrM3z3M6rzgF0M34KfPpbL4ih1Kf4BoTOSk2I5Buho+1Oi3IQkr3dbr3xLO2LatrhRvUQeXSFj2xfRD5kPKfPaxMEzjLpd9PX+VyVWBJVyRAYO6bvIwVdjPIeCcS9yCZgj+C+gKwQpcUoIyi0FsQottvt9XoN7TNJEh7BkRcB/aKqUI/UKJVKxiIDeeM5na9XMbSn2B662paGHesB4CAHJsuWhQ8PDx88eGAHdonMlkLV5kYd3yCm6sSu4G0UAcSz40aGTJNhBkFAxDUrpZnlQJ3iIVT8rW/3U3EjHqCWVAdEKGExIqNv7Yjczirm/CvKchwDEFm4naxSuyE9RxWjq3ZNVC60HXgZOMI8UilJEtvywQ9DV8LqGwTeu62TJ/x3DMWJ6fNNyDhG/ZvtSwp5nfVo6I6OE9K3cC/KaDQC1zw5OTk6OkIUQJqmUD2xuCuFKanSXLx1KOYTXw8g76wvM+0rfjIGhCdmFyCpix/eyMpSliCuZ13c+axaQU9OTvi/vV7PP2MgwH67XC6vrq4QAUQ3RdSjPshHQ37WUIqGGEiKoHfOseyVUMo+b5p0AHYX4n25JxKEJ361WsVf+r0v+ux/Ir5SCaDvZxGfqIEIhDMPufAdt7uw0jeTnmLLr8mXbNVVGyPOEIlx2mRgD9NKyrYvpkgCF2ORlZL4Rzza/soj745aktcc04oq80Lp3Gw28H12u114OvndpXSfMK0t3zq/o5hWY4rdduJTQWj4HihtWm03ZamjIvHpdDrx5Q3JgywBlKPOBS5hILhz5w44IrqM2eSAoKfvfe97/KFBa2iNQVTHUSVRBgG0s9lsMpkgGLsqveYLqdlsdrtd7LjSG7BLw5JLlxOtZ3+R7EX04SAizji93qVa1RFAE2cr+r6uH99lYZIt9WsmRWh6ZP27gLgRITQI0C95MpA8cE3CLuAPqRBnDSuuXYDDH7gmXwFuex/aFeXboGJDNdBBPb9kykC0HqnU7tfqS1g5jWvukjhxuVzidmvnXLfbvX37NuT0PM8p6TZNh+hUJclAFTU42Kd9/YZign7zssSSMZsZVC/Et9I07XQ6pRkYKokFWJNwZIIbcWWaqDBGDFln+/1+KB7KOddoNE5PTyNbd9vDAusrVghfAODNuHVnOp1ikPPigGmkAAHZtNVqwVOAPL0UNLtfo5lYBiFTirpKfRZVStHqaahGbcaT/Q4UB2H5dNtMF2Po36wuagiRYqPRpEgUWgq+cdiW3vgeMZhFCE8x7PsVsGqAHkOrDjoHoXUZVux8O4UQHdQLcc39rnsffP6nFhCIiSdVMeTlwRSJFC4Wi1arde/ePcjyg8FgPp+Px+PpdMqv2kDhvQuPXJoRr0jf4r3YFCAK8w5mRUY6vzlqpZTb8Xb9040g9Ly8WqFqJsq9FBNcgSau6UwDY7vd7vV6pcvg4cOHxI1gjW+1WmpKblU6wW9fi10sFsgERGjTpKiplamVhKWbabVaWHJpms5mMzEgpV0zNgXPQbhHCNFKHkxUukFIGqPypQYkwbFsApWwozKCPfCvKhkS4fUQ3Q/V4LuiItWJEBsrlbydNjX85JI/yDH6pWHz+8ZBGiST4gQ6TbyqdPsJ+mIYCbczqG/5v2lx02G+Q37wEAKbzaYGe1Y5rtqdSu69q6srUOGDg4Ner4cjfUmSUGwk+Qn8IdpRvabpEJ2if+OHCJjEHz+lmrHkMhbGxV8RdxQCOJpT7SrEGEox4cE+Qj+mRHociIJ0Oh3cckP1+JU3Go3Hjx8TQ0ImAUyxPwhZlhGhmc1mv/71r0M4+4G1tAZUOwSCzoA5H0NyRjQajfiIaz+Sttvtgk/gVOteBDs+rUlZYhoXvVxDi7wU/F3GTVAEWAYxxOrmFINIe0OlCv2HWFSuULEwTVxWUOuxXR47wr4Yagx5r5m1aF8To+KEcedePTJAiZJVQ3WISYQOt5QKOBwHVQIwxIIQZFl2cXHRbren0+lwOOx2u71ej6I8eG0gcETNjYZi0MByp6EIrXX6Qd5WvySXbAwStrvWHgM1LAGLxWI2my0WC3AF9Ug4QavVOjs763a7Nn1stVoigBYzW4rPz3/+85///OchBAy5JIQMHXBCzLYrPJp466smhsKqwk3Hf3Gvp7r2XATRNJb3jRq3asCbN0LWCKKhhVSJF960q/XNTOVOuf7iNZKEgf/KrzZEl/2HpcZkgQDtsSTitu0QSklhxFYVtUpAhkEcqF8sFshq1mg0QNdQOY/F5cs0NKQIvAopo9A87Bw9otqMXdTsF+b20g2791EUg9KzRyLrj3wNEwLGHwIBhldNgJ4UHvputyvuyywdE3pinMkD/I//8T/+5//8n35qHtKesU5i+xaATqdDvjHR0xp2nRuVoTlQOCFfQsCfx6PSyPuSXGjodt/INSBhmTpodYHUiPBaFWx/Rz2+W+mrfaWKjd/FNTq1LxGEV1K/25Vin0iLL+WaVXuo2nXVYomXnEgt6R8oVotxiuMXgDUsL46ORe5G5EvDV4hBPzw8FGVms1mn08Hlw1mWqbuLHCFpOPemamIiEONDMS+qU9O3U9Ghe1Ey33YLGa2rz3eBkFaBHED8Kjc7V1G73T48PIRAQ0Zp324JfdR/iKugeOv0e7Va/epXv/rlL39pbCucNqnKNbMsowigkAN7F8iKk0i7VGJbR2JUST5uRiRnpZpD9kaqB1ss/mogv13upOfIlIr1pfyghgcnKUtKykvWkFDV5nap4c0AyTT4V/FrxtQSMlKX+qhtrknT4MdclaKUspxqhm1d/BAgRIGkyDDpo+rMdUO25VK0OVDsD0K0YY+FM4zW1mAwAMs0ztjZu6UqT4J+STE+Kt2Bn9gxrmP0ndR9vyrq5n4tOaqhAlmCweB5dkM1mAWjnSRJp9M5PDxstVoonxcJUQX0+/179+6Jh+1220+NRPD3f//3//t//2+jF7i2DDzeKBYCTp3J2UkL2LbZGIuZjPaqGK0eMAvZP/wn/GEpDzDMrfXMG5EeHOP5LoAhtYUJ+/O9o8QBWPHFbywSw4ChfvUN6pQqiJq3uGYSuIDNB5stcQYpTBD28sWOEsJ4aEMaoHaBD2uuXYDntyIGx9feQg0ZXJNIlZCzSNfBh4TJbDabTqftdrvVavV6vbOzs+Pj49FoBHNfkiShRNtQQ0MnN+horMpRRN9LrXbAOQmcKQp9onLNZPt8VehbV7a1kiKSyNd6kyTx8/6AiSKeJSQO4v7UwWAASyluIw+lmrt79y7/9/bt2+fn5yFsnz59+urVK7s7ZMZHgBhy+sTrneTI5HWKJ6FdZuy+XAuh5xGFPvisVOwp+i1sgDhxZFyF5kNS5KmJKUyIJbv5EcT6UTUT3pYLxL5SgWQ767IB/lblhM7enqHK1Y3m0xY+znABUHyQKAmbB4S/SvJxKRWKr2oXsE6eiImMIYi8AJE2QX+Nz7FYfXptcCAbHwO9mHow3/Q2LZLREG7+GuVBTGpDRluuYMPwtOH5er1eLBYw2CJi6ODg4OjoqNfr4SZknxryo8QG8KOx+xXTdly+YAl8qdSu0JBw+b+l+rFzLkkSJDpHagUo35tAul0cw+VPcDJSJUyz2ewf//Ef7SkDeyZOT2l9EI4hDCQCbedcp9Pxp5gIFpiTMPDwkvxfIW6qdnijI5Hg75Qk4kRcjLB1EwBZ35YVBNSgXWTwCPFX9Su7gFo+BNz2FsKfr0bBEXc3xuaBkz83pGWGqtW5Jo01ebPwqhLXFG1HdswOX9wXCFbB0Vb1Kn4DDmnDuXYkJmcQg4aQKGnBpSx1Z1YciphMJpPJ5Orq6uuvv0ZmvvPzczGwSM7X7/cpciR0F4/ooMCZgixoRvLwMaT1eh1vSooZGftWoz0CMuyriXgEIO603+8LTFSzJK7c4g+RBMonHMvl8uLiYrFY2AntMK18eYBlQrygFRKyf6p3YRL48r69YNI0bbfbeZ6Dkcd/HjmJdHQ7pjCgKnuogZUBkLoiA0pLTSn7gng1DuMGGwae2BgKK526d1QVn8w/LuLIUzx3vNEh9WtWuCaIIzmx8sLRWFpXfKsxQCxKvXQCm4rrB5y7xOBALIqHolUKFlDlSmFftcFXzUn/Uw9oOudmsxmOAOLIYKvVun37Ngg0SNjLly+n0ymdpjfGhDpIJX0xwu9IyOQrsPXtxjhTb9M1cbSGI6mW90O37CgnPhpZluEuMPybFx7K0Ny1Wq3BYADNnq9J/wBlv9+HYYA/hK6Ji254p+bz+aeffipSGYhvkYhguVziCh1XhAWBUkOUwV7wkQldd2ycAqoh/airQpU+YwTKJHyyPtk+UL6LHXVfQN2JF/eFOS3LMlgOXEUdQ0WGxiQkSajktF5zVQFzV/VIN8GbkTZ8NAQmzXxb13HbRtF4tcmAUq+YgW58GX+5CNiXnMLVzV1ARRKVC1Eu10JO4IfDbxD0fr8/HA4HgwEVppPsIT7Ejc+qlU9VpkVVVKY0ex9aMYauKhEU5dPtLCoGvUBYDV0HBvZpb2a6rMZtp/pTvzo5ORHZi/z4VQzFaDS6vLzkJXkePvitr6+vuYAoXANkrQ3tl5hrwKtCPc9fJTrAHX68LbjkQ7Zx/q0Pai7reKz4DGLehWMboWS7GGltm414WxohFSnNVKVmla524VCbF3yroMm5jiumwfBwhMBXm1wRmJcUDnmfaohKhL8knmvm26fsQwwpVEk8u0XlvCNVFwHIuipGYaDQBD9zJgYqdKtlkiQHBwfwerriHAtMeSQFh9IUhHTxUO98PSMxD7pQAZtr7ndHcak2LzKgQt0k2zXIHGXRM5DvdruDwcCxDHyhwmmaPnr0iD/BhVwqhq9fv6YrLf0yuNsEGRgIf34HNdk2uOOA17Ber8/OznjN/hzVGHbDeb9fwL7wyTTMEuos8OCX2sooCXn8IRdcVLGpEr80NpfqnOb/2jUQMmqB3RX0rAjzUUmZD3YxSrP6LwWkhbaqMFhP5Ixpq9KKF+sjpGSo3I7/iOGapZiLdkVhHl7EgaIJ6F8KcFUtP7nmTri+vp7P50dHR2dnZwhawZamAw+b4gKsTXFZT2hrCQN4TE83m419MwYZM/i//m8b6llpyDsL5SArTshkxYUnnPaJJuDG6/f78A4So3KaeRZw584d/i/CiPxiL1++/Oqrr0hn6vV6RI7B0RFBPZlMYKFFLyiJBM3gxrytEAeZ1N5VPb9IsF/rEVehkgLcDitEuDmqnlwUNhjaaKEryrPi5G58E85Uc8nRoB7IjqzcVgZE4cjhTViSSxeYFFUoV1NqRKL3bYP9JHeIBB4CV8oy7SdwXJNwTevPYANqhTUiDtx2zpFScc+oRwA3kpOlUXWq25XPZrNXr17Band2dsabQ9gLNC06qggPn9pEzMlLglKqYQjI+8ozwoHPDudG0NUwAhQHa2c26HQ6FIaaFUdX87CHRpzLVHXN5XL5z//8z1988QV/uCmuLuGnSOmYJjg9xRxgHdLvEP5ffPHFw4cPKdbaNzN+I2DIjvt1X6XsNg++9owRo4UqMMk1XwlFtdQIYxSyPm/OvsOSo+ofYHPbioRKpuLZpHjCRRAxGmk4/3MozFPg9i+Cg275NTn7EaCysaQ4eBRp9HPOlZ4wgynGPwmkHqHzuWbIcLTLPvT1aWFNFeVj2LY6nnzbZEV28lBVaiuED3HB5XLZ6/WOj48xVsfHx51O5/Xr15eXl3TccD6fq/NCXAGTwjekK6JpxCdgfvzmKQ6G49O2OFUVbqAo8+hfznKyIpdNPM/ALeJ5YSCFHzQk0HS73YcPH/InvV6PQmrpk6+++uqzzz67uroSn+MCMrBMsiQT8pviFrNNceEJj9qjERAD4rbtDeKHX9gXYjAF8M4KcWHvMRqqfTKentK8kMGG6HVIDYqsXBXKQxKngBgWyMvwQagqU3JzCD3xiwkXaehVKaiqfFJc/0KynaAwNRhkCKu9r0Abtvya1PndDd8qEGMzynCXKn0SklNarVbOrjbNa7kxiASofEgl9NRoiG8JBsMh0qsHshiK4wgtuOVyicOaNFyIJbm6ukJHms3mrVu3Tk9PDw8PceICp1nm8znX17G+Q+ZHqlkNlIUp0se89FrjvQMtHvII4vwGnoMbGZ+TMQNHY+k56Zoh8ej09JSOkSAn4nA45Md8gdWzZ898lkkI84TyoDhgoqRobtg1YbTM2u12KOuF76KLJ1vCSeEvfn7iU3xVybIaU5iKQQ6I3PJp4MIGFUjj530Uk06vIq3cwtrMLdKlZlhOhXwZgsaZrBQqd98F0iIlaqXIMjX8whV+ongM+TGHGgzSUKLoR6Wx2oq7y4pAlXrspxQy7SYjAb7UTLtUlKS1S0skRAhuSBJRm+O8xwV2VMgZQLUZDgloh4aSlOc5RZcQTCYTanQ0Gr148QLaz2Aw6PV63W53Pp83Go3FYpFtX1nl1496gIYvZdP29qVjI5lcDVB3gj3ReXHptHNus9nAU2iUz7IMl2L2+32/O8YyfvDggUDs5OREfDKbzS4uLlQEYDEG1yRdk7gm3brK5cVKu9XXQvy++BUSuaTttiOJEI2Cc1Qyz0KbMUReXjLSA+eKDpaect7FuC14ZOmVIziwVKqt5ttgFHPbfaekIsYmSouEYpHzbqPBVZ2Yquh31QCIPYoOBE2a+8TLMEfPazdMYhQmQ9QTs1eNGQJ9F7JPJNfkIkapep0XHlAheJK8r34Vytq6Wq1wPj3UfY4t1/Yq8f51cTWEr07N53Mc6HSFFnXr1q3j4+NutzuZTHDcPg2k4iNYLpfqUGeBO92q4l8PDLFjtVrN53N6TjeCTadTH1s6seOK7AS8NppWHLLktAzHZN9++21e22Aw4Koq4NmzZ6EUejzZLGJoKUEud2r6EUAU/GJv2DzC5GMAmLr6uZhi1WpHP0RhBHv75VXax/8tTRik4iaA03eILP7n3IQTCb5OE2odP9bs3spKDbkIB6G/o2np+pQHQHk5/PkSk+t7NP2VSR++GW+6yrN9R7Vdg/qVXKZiLFDal4gjU0jQWPsx8cYUhlBXodR2H1OnLZcRMYpcyqTTqFzTFQIKgI8PHdQhfPxpqyTBqJZtclU65xCfuVwuT09PDw4OTk9PyaL7/Pnz+IYIwKdDsrN6NCIGxNqoKp9ybYxraTH14KISYaI00Dg4OHj48CHEnW6322g0RDytc246nSIfkNpilmXg8ZQUlzglFCBOd/yozlarFarZ70JVUMeh3uK0K4/kNzEFYoDGM89z9VaZ3XVrFx0SHKKElSKBN9p51qoZl/gnCbuAOtQi0RZcbMDf5oVbpFI8gQ8qAjehUBpQ8+QJ1/FjbjQVbF+1fgjBxzEV28CKU8PQksq1WDiOmG1JIGTSIrd4qHxWnGeAuGp7vxDjCu0EF1DATaviDw+BAH1EPGTUtzQg0Gwmk0mv10OehIODg48//ng0Gtn1hxoFHTfiF8RcxIgjVXdFzvw6GQt55f9GnkZvtVrD4bDf72N2SkM/zs7OeLVwJIsyl5eXr169UlvPsmy5XM5ms/F4PJvNVgzIqUme0XgaenBwQL9jFo8PkPAo8sgWHXYHVLtjLhGyEoUcjbnn3FkXwEuqB05qc2t8CKHZRv4NmGcAWVnaloRdX8+f0zYXdEassVBgClXOPyzFNsb8aZcJKZGRsEXa8u1bQUKuRLfdt9CiJNtsVZx8NhPTf7sYR1Ls+RCjCj0Msa6M3duMSBlQuhCTA5vEzRWdTgepvVVmQ1wzC0cIkzwYMxocsiyD/2w8HiP9TZ7nX331laqvqEe/RW2EZ2TgADRvXm2Nm+V9NIipbIpbsrMidJY8haGOZEV6pjRNu93ucDjs9Xr5dhxgaHi/+93v8n/Pzs5EQtokSa6vrylciC9LxM0irQEgK9L+0ckT2h2cfwuaRS5kEDtxh7YhX9pAwoe90WrUHALVOIG8x/Q7D6efJJSoGJXBVqWaKeRiv0E0IcBOp7SXkZAXN2rUk3uoEvqdbWfGEFTdbzdUp1hOVA8ELC6zlkINq5LTeGTow71IP0GFwJ8YdapKt1BVmTTEY3aHeO4YWZuPal7EEVD4hn3MBsQdW7rT6VAmbj6RlVSKGqce8+IYA/Tj6+vrLMtC0bNwxwqx0RdcsuJO7HiiIIxXOy4AzAtxTfICcoNnDH1Est9ut5skCT4kYUJVOpvN5gcffMD/FZFBzrn5fP769evRaJQzUw1wwxRQjtm8sBaSI7PqsCRJ0mw2+Q1loY6X0g5i2DYO++WaJAtuym53t63EKlXl0gO/Yqi2JTa+79ga3H0eqtDnXkZ58jsY4qBas4EnlQ+VEar5pkgxSBFVXNEk9hnSPUqbc9oU70jG6d9IL6EksqobrPYyAk5JkpRaAEqhdHmVYuL2MdylFnl0mSi1XX+e53RdIs5E5sVVtBgu/yieDSEvcgzQ6ueCPL0VZnNAWlz77pMkdJ9qQJYAGwHeXOm1kTH7OWdRphuWFMm2F3FAekIsYIwPKMJkMlFXQq/X4xr2yckJOC7H+eLi4sWLF/4NJ3mhB2NJYMBhP+dxs67QSvGVEXPgnGu1Wjw0yaCnSQH417+Uau8RHCIo1DjiRRgaS1qknvHnVxUoibJTee4Cd2bMlLoCSzcdlgdEZPsQGjRj9IuHFsdoUUZQHgH5v4wdJJauDyIiEg6adZGEi6tMm1qJIARu9ZiI4Q2sByWqSR4wWfhuQr97NZLKJtv5BLK9Hh7lCNyQw4A0rTxwWkYlPWmacg1AjAAebrQDZLxdInDUeigWycY/5LcTIwaSR4RM7el6vW6326Qu0C4Ntc7pgo9GjPIqhi5jqeaEKEO7N0SL0cFerwf1mgvOLnyw/b333uP/wqPJjedZln399dfimCa3T9AJEzBLiqfl7reYrQQZ5d69e/yhvR58/YOkt3os099lJFL45LiSelGqgYV8xvhBhgcy1PNoIN5WbSVGoCpMKf5b/BDaJ7oWOtrAW/HFVhurnOWpIAmJ8xJKEKHOS8zCoFGtZyYpxX+PtVUFi2sacgEfTX/gaKa5rBHDqMR6tS1CZOJ3cQEO+90MofrzbeAFVD4K2LB7z6m2eqydyIEaCkSsKzQCkYlOcEv2OpxyhcyhOLYRQxw51w+VUakGlgHvb15kpOP6GWeivGQIGdymSSvZRgwc/Y/+6I/4w7t377rtUIvRaHRxcSE0afKzcsZJ/JK7M+O5Jt1rlrMkcJWWPQ9KEHsnJEYLvluJ16LakOVQbBxehnRWW7wW2a8gkfiGtL1TBr87xl7AUvEdNH6IgIonhTKJt/5E+BdkhnR9lRDlAaOF2CO0elW0I1eyaDcJu3VL5fJKDamVAyy/Jn4QrVexCR1MhnBBpkJfI1b3BrKUqTj4LDxngZpUUuUTZEjkaPutl4I9HzGmbLVAyM6JkfcdLX4lnNbYONjxWZviwLiNsGN5c2zYbDYQn0NXCxHmXAaKAZRUGS0fNKFrroscvHxp+V1zRRwQxWvA14gCavIH59zR0dGTJ09oTSLyVrSyXq9xKJa+wsIWSQzIL+6KxLlVaUGz2eRxsyGg/cI1D4hENCN8BfpokFDCH8bkqAsxyBqxYCrPFoDUH0mSIH0EhddFmrJ8MywnNZEasys0iqpxQKVQ1R0b4oXiIRf41K7RSs5Ywiz+xOAdNwE7NhT5eZMPCp1tryEC0G8iZLxAKdcMrbZI024lDGPAx2d3o666Ravyb7sj+Q55W+JFvxgiBVgul2ma2jQi8Y70VJossUK4/CQyuNLhjRha2Wq1er0e7JwgDaTOhk5Dnp+fc+eZSEULGI/HSP9L3eSEZsOuNCELc2g0Qiun0+n0ej3/uEslAAEVyS74uiKsDGW9lDFE2p/i10Op4EVKfM6cKa5sW/GhLsUnZNJ0LAjI1x1jdlMIDHxo+tQ1z32rkC9JcecqncDNrycruzvv2wa+HlUJdF3zG+FV6oqPnwl7FMSr3MuTLjCJkRnpR6SKufuQGn0kfkMaatWaq8rdIAG2YwM/cKgmVCxSbQ1hIrRMIoIb75R3Fp2UpNls9vv9g4MD3BMixtyPVAIRfOutt/jDW7duCV+Rc240Gqkn6B1jmfxGGnE8JnKr2ywTMooxGrwVf+OUtk7A77kMldldGLWB93E+n8NmwHdHaG/6ymUl8LWCJEmQFIyGhdMQuzbfcstfqfPob2e/F4g8oPJuO+Or2heyPYh955MOVRzZCw3csYbdQclyQMTXeSFSBKEltcseICW1tsxicBT/ieqzoSchMZn7BQ3iEo/b3svXk6GyAuI/wf43bnXP2a04dlX7JZ180a6LO0/I1xvTx06nc3h4eHR0FJmtDZ9873vfo39xuZgos16vX79+7auq0F/5IRMeHBSybOMH3f9Fz3kqolyzOqTFva1Gd0gV27ATorUJVqX53YUs+mIK1Tafz8fjMQRKdcurtdXGxAcYZrkEWe84uwC+3zMveHDHygGqLdfeSiLq+42BKv2o41zVJcTBigYSjGEXyONiW3bR9KuiytmML6yRcKduQn9k9r44btTcoVKNSqFueRGGGuKIwD/y/KhQp7IsC91U5aOBH3wGoaLhFQ6eIkEd903awO+ghmRNidRD83JwcIAU7QD1mM1yuXz16hWy1xLOwI3q37CbTIxzR6HddOvWLZ41t6rJQUBehFDV+NbOhkFxm2qj6m8VDL+7Y/GM0+l0Op2WHmfyoTZhVVGC/ZNvGcOzW8kAQxYmdcGoXk90bbVaieQqPq22Sbeg2Hmeh5JUf7OwRxnoD4HOexF8AJy10EPV7Onr/qGwT7UVamhHDVU1L6gap/Dr+LomJMrFYpEkSavVihECxCAYC059639OZeI3nq890+l7KsA7QrJkmqYg0/HpP3YHf0nwmFgeRpgV2QMi8+c555rNJi6Egf2Z5Hcof8TzBLz33nscq/Pzc2RZ4mVwKRuRcoq9yrKMWCbnmiF2BXrnT+7h4eHx8XGWZeissVS+caImqEGprVI85xpVTHPfoNcNzJJyGhjeHzqaKZ4Q8A/TsvsVCEQWAvocP7LidF/InI4kzFyd5UsL4il/S8JlzNSQ6S6mIyr+9T6PB3Wy5PEg/s7GJqT5Gp/bXDkPnw21WxFx+SqqVRsNQYi/5ixoPilueol3E6ZFWmTxCfLTQiTMWLI6UQMlLySay9ET2PLxFHI9VU4FaC/xME4Rtu4Lpz56/kP1lJgBkU4gOlVJcW1ZxK1PvGYomsLySaAulXa7/ejRI6JN/FItx9bM9fU1V3fIo0YSGI8G4oRenS9BUnF3jS11+QtMdb+FPt8v8Amtys6rblu7qqqf+ENkrOGkOGdM7JNnkIBozmlp5PjzFW4Uixyl0l2sSi3iyaa4XcAVWr4h+e0INWZNqHD12sWHTb52eb1ZRHaJvUPV5nIvZFStwVgQMX1Mivh7lSQJ3Q6mXTLFiEXjo4FdhChTn6jhMnQKbMkDWjVERYT7Z15MqWqcsXkVsXDfqLXevpNdrd8H9cSYKihUAtFffrSRHIQUNllKZTA7nU5nOBxyrolPDPter9d78uQJmX/7/T6/gps6CDOsSOvDVYE8nFXKMJrh9/Hxcak9tnSySiVU9RMfvdIPs+JIQymfJu7Cv1W3rV+SytPvN0PTeKeIayIOgO87crrjYgCyHyRFNIAxMkIu5K9IhXDhRUsFSPbCIbFQc/6ygWnEbzdUg1qJOl8uwr4oQA1iKq2tBqD+kkSIVeEmBFVbfN6l2sgyNmWnVct5JzZJvu0zT7RYfIShI0zAHz084aa8mK5lRSZbo49ixdM5Dd4vtbOV5gLjEC9v8g0fAnrLq6VcgEiaj7HCdUXxOZJA4JDCnuKA1us13V+NenyB4/z8nD9st9vD4ZB6RM8vLi4EY4MeTCcIMQVI/S8yvRH4radpenp66o8JB5V6lk6lmqHJL6YyzpzZkH2shGBno8ErNwrnxWmZPM87nU6kD9sAlcrbODjN+JwyiKGQNJ7CviKGMdcCMhy7d8ix85QE4q4VOnBC/4J32lK1r6XkeY51ayswkWC7q3eHGuoZ/1cKFzUOskQaFkoLhBo1BOQ3rAqXAnFZeDQdO2XvAmdAEYxOumbtprPtTL+U1TYeczHv6phXHXAIBIbatBcDDikQ1IusCCszbjkNIYyUOvSEazY4Kc8B0yfOnDQaDaqB68FgjY4JB6RZkruIP1Ex5OqIK/zo7Xa7qsWylPTvvrli1rOtUtdrlNuW4h0l8ZXbBQAiUNZWqQ3VKt5mrprBYj5020dQCOAewm/7xtY8z2sk4viXC1EhjqodP346Afm2mXQvWunu+2H3MAHVUtRoNNrtdoxBrFkAWXd5gUj9Mt++y7oGCK5ZQ79XxUB/K9YGIeb7Zrd8O1d7jZlNkmQ4HB4dHRHPo6oQi+urL5B4fK7pH2Mfj8fj8Zj74IlTkk2CrPGloVVEmnErql8gXmVXK49J7hMDxrJUZ4czm91b95HZe0njw8S7fD4S8iLWKQnkXs68wOZKk8VHnoL+VDoWGQNfyaLzLwvUgW3arw3Yke2pk2SUVw1T8c1V9bsQjbYpr/iQ/qXkpTDLqDQIhA9kNwkkV6x0GsSHXeaoaqN+vB+CUas2qm5gm4iTokmm8hDXtBWyVqt1cnJycnLC7YGoNnR1mnPu+Pj4/PycSAYEpn6/LwZ/NBpNJhN/wZBjnvTjSFEJJo3BYCAyrO4OyXZWIAx+iA1Hmpr2iFtMsSzLkPgGbmMIprvbbF1cTAApFQhAJRd+pS6EILRHAAbryrzLMEB2hG+ITMqOxTfYKP2LYJnG6q0Kf8jjWkO9MHDyTfN7h92lUVvcjhkQowwXM0NEn3aUoPs0bqSOxHeqBkTWz2UIMjqFvm02m8h+vhcMDQ8Tj4nw1bjZbCb8tSHAERpcQB2PWLvdPj8/50yr0WjgjnFRcjKZzOdzms2c3QtG125UFZIa27d5uxvzWdiWjDfGMmtL9vCv74VrurL+Jixolh7S7xsdKx7FKsBXTwFYh3zNQ94NHe0QU7DZbERiZwFcAK3SlW81NB0TXvLC/YY9nxeBo3YV9FWoQPxCgXuGP8myjKIfOagnhUud7fxtpAmLymAzcF83p4BqDTjw1263YagkD1moPL1ShzRSrCGXKkCcqg6FD5RWm7P0Ovl2PsJEi3IyLtQUnrldgHsB+fUgxH7iZcFer3d8fMxTBEQaeD/44ANecjAYCFkB4sVkMuEXZ4JlIr4Xl28gGig+cOns7Ix8xpC9YoSDnF2BQkArBPPIzcu7C227TLRPc7H2EGLmiwv0l+OM7sBjQotElN9Lj7ARkDTAD+5Li4sufCvuvlgpNil1J2Yt+fOb5znsJc4jJhyIX8b7QdRuqg8NHmxXEjIpx5D6SNwccU1BX/A7YaeIYninMfekARA2kQslD5y12HGd2bKzC3SH0I4kx4JjucKNWi+gMR5ItTVIHqdH/sbwx1y1eRo4NxqNwWCgvlJdNbVhw/LPrdnd8bbSJiiXY8c0EUiFz4X31K+n1WqJLO1q76D1ihBl4pSUclYVEFUQGcCzsnNifkS3wJn/rhFB428WLsL6A1JqKMrY3exOY4fCeMjHTfjt8AnoaWSypGQ7pCjyE1Ee3F21YFc1wglxXzxXJbw8z5fLJbq/8Y5xE/BpoiGlkqFlYMsNLjrnc1pcilVa8uYgvnWatabglERtSYpXv1cXvd88H1wjJjBluevS4qq8SO+O0eIunLVUgaZiNmnmZsyq+7A2pOzqsdI1Qes73z72ygdfJcohWxC2jZ8lgNYMKHi1Lnk40++8SAFBBx9p8QjROwTY6r1e7+DgAGoir4E35H/Ls+gBWq1Wp9MRuVecc6pUTnNEvL+U1oArD4dD4m0kktr7BcqBUYASuXHjTaU9uPvyFiwh18LcaG9WRS9NU2jnYpB9tEM6aI0OJgx4DcIEWlqz4Ge8EpVQZyxFFI/kF5+rRju1JGcNpWxVxf/NUL+bAyKnf7DEVjLFJAG3X0iEzNiRIB8VTDnJZTQ9NlbGHIsCPlahXaEW8+usQfQjozoFmaZ/Q8RUyImuCCglKlyKmKDUKoMUhMYOQ0/TVM2tQ8aTfQUOkHLJH1LlOOnBXxkyBC45ASuiQVutVrPZDOZTdNkPCX706BG3HOCkTafTEVgtFouLiwsXiAF227lz7fFJ03QwGBwcHNg+b8Fs7BXLtTqsIuGaUbUZ/lawt0oH2AyFI2d+EC7SiWIGbkKMhgOPr3m13RB95w1xXii+VV+FTCxqDbwqF+edURdD6VegS8vlEheY5+yULbHk+FgzvgZUJdtp7DPelw8LhCrlqDWUmjTqie9NFzBtiye+uzGJzoVWG0q3ul2Mnude0k4+tb4wq9YTIyipZfJtKK2EQyWZLmTGsesnkkSShLoe4mtOkoTO+PuvSuc00pLGj2oQ2rjYGRKD/TkBXFC4k1I4Yql+JBgSH/Z6vXa7/fbbb/tc0z924tMFPrMk6JDj01hszWYTw1s6EaX+7NBXNKT00Fi69RSIShswsqoQUJSGc26xWLTbbUhCtVs0IClCgUQ0UO2q1Eo45/DlME5q4ukAKbJc9OFl8sJyE8OicLGuCAQJtRtSTuLxf8PQVElkjG2qKvBKDLM4TXalRm3136gqxsjDuaa6w0vHKjPT5IqS/F/jwEN8PX6jaXFXVIyUlzNFM4+4RgMR/zHTZ+wWH2zaSvxGmDpj0ACb7/V6FFyTewZq9cPhcHh8fCwettttX6XgOVMEgHDQTWGCmovohiRJcNSktFMc4rdSaDtwAbRS0zFQm2vGm8d4EDvstIb7qRII9g+gwB+316BZPjXcZJptHykhK138+MS4wwS5EDVzDzR/JVgvjYbAmcMNrbE9NlR+U5g6oHQeMaaNfNt6E7OMaOgjdSxSfEs5k2+52qNMYLDGelzTgNA6EIzQaDSSa3L64u9DQcFh6lSFmFartcvFVY1Gw/jcv725Ek08PDzs9/vUROQs3Lt3TzxBSJFvyJ1MJoQPViCFAoFfUkpSu8Wzs7PBYBBj6iewBR3uxUhYLLRYNjtuExHU42OoflXJnVEJGRyjxLDveJkar5bAJnEqN6WojtC3IdGcCEtWHFrLw+eVDdhlfvn9SKF6ku1DwKKbpYvtpu2alUDRNfcI1P9KfY7Zosl2LMCORp4Y8HVNWqz0JHIwbw5bOnHhCoXJ3zkUb8VjBHzXBc1CvNfBOYdUNf7OjwmatQUObiOlEFmwBIF8rgUNhihIp9PxWR2hAatp6Nu7d+9ymov03IjCFSX5bSdpms5ms9lsNp1OZ7MZLv5U6/dhOBwCt33Rem5IRPAwX8N5npcaY+htJMWvDTYavOnQTemEBt0OHbr3rR6U8ksD6immPitN2Dlvv4xRjz9i9VgDllOv1+Pb2Zdic5bfwxdw96igV4LIdpvcVL0vUu57sPO4dHohQ+vuggbf2yGE7SckDEIj4cqlWHD+MNr1J9u5DuKB5++AKwWIxQjp4siaUTL0KuS5EVF5+z1nQlhlLG0ecXdwILr7k8obA9LpdO7cuXN0dCRUYdSGQ5bqh8Ph8N69e5zsHh4e4rnbTgu8XC7BNZvN5nq9TpJkU+Q34PFutnQyGAxgDVbLbLbTyvv9xVe+Eox1KDJ6809CwLc2ftTbpLSGSZjbu0DJ99pgMIDne7PZ7Eiac+32ZkpsQm+RYMEvxrV8e4PYtlYis3xG/PIqaeX20g07h91ut6EXqkotrwGnYPPo+89xYfVNazi1gWSXkLIBaPJB9yWXeuB/u16v6Ro5FVFYNkJ03P/KF+uIVcfjaTAq7qKIr7A2JHGpiFTgmmXkJxvthHgN8Hk/bF+h8mIw6ylMXLOnGFqEAsHaGdkdLLlut4u4HoEb4maNoxpHR0f+Q5FjBT/m8/loNCLuC7Q516Tm/G8J1YODAzo1YRufI7sfIynWgP068+KNN/gR2gXcPJgWCZ9x5jXk0qu6KfLCtJN4qds3m43KGv2xIr4F4pOX2VqT4jgKpx6q9haDv/iX6owJ/ki8VCd87nD7kCtEw0qm4xhs3c2bG3nlQb+mTcSJRfmsS/2Q1mtIm3S70W6qc49jJ1Dl3P2GAvAMEKe78ENwPn/hhkBQinzbfoJN4g9jqT0cwaiqw4Y+9Hvhg89N6UMo0xTXSuEzuCBM1Flq0+t2uwcHBycnJzgrYoyJn2bv7bffpuZIqxgMBv7yxuVfm+K6t8ViMZ/PYaSlICC1s/Rv6JZse5NWok2gv3nAYmbUqQqvdkOkX8ajZ+NQWoDC3xyzzTjnut1uVpxrrIcMgToRpISpOgNRGN461x9KgbNMqiQmtCcESVxmG3+FCMoDcgQ01BNiewefGe29fvpdJ//Q7uCTRVwTsSmgHgK0K/aAoger1WpfMeU1IJLfVALsLhEXF2mXU4Eb+vaYJ8xtL5g8z3HCBP9mWTaZTFw48FUVS11xrvTo6GgwGPAPwYBhevV1zU6n02g0+v3+48eP6StKRAcvqdAhnj9/jsOaq9VqPp9vNht4NIEb3TfOceOoUqRu1fiOSoBDe6VM0Qasn33tjpjOcvQiB4d4FWgOyE69gRVfQW6LEdzJPlR1j5Bkk22H5XNJGumOffR84Do65FHYk0tPjPBvVUUIbDXZzvK4y+rlLg+fZxtHfgW2NoSMnQJKQthjrJRVhcf4hWIoT6HEBfE1kw3EiLbfOwNWKyQFnVrcnS8aC5SsOuQUrGTaDeFGl7eI57YNXBSr1HHS3hyLAIr/HMyv3+/zRmE75cE7KhwcHJBBlZ/ybLVaQincbDaTyQTcFxGb8/mcq542zs1mk9yZtn8rBKWSkGPHGEJQb1nGG35829XNCe608V0h53F3z+7tChmUxw9n21cB8i0fA8ZSoXNWVc1gonXfC2uAyFLLVxq2DwUfVELp2w/lA1TKxqtCaBuHdAIVH2HsrbGfxeGZm1av0+rXfe8F/DEULDOEEtlpaQHwTetvtm63C4YhtMzIaVVL+sB34IblP6qaSNo51+v1Dg8PBZMDL4RNKeR2TZLk4cOHxFaJa+JIA8l5IM0wxhLaCDKKv3wjlAE/EkJki1NGCnATZfy1UWP1hgTuGzWmlQKuVeCMM49ISRgDZCyN0XtQci+xcuTjr8SiSHngT+JNBUlxm5NN2YBbjFh2c7BfwlvtuPS+IKYPIQ8oDxyNb3GPNlWy0woFEaAKj9yaUW/+4rk7HxkRgo9vI/UVIiJpkVjLKAyuWfV8kUA7BiWKJuBcn7Lq+KOk9jRJkk6nc3JycnZ21u12RdfIPKvS0GazeXBwcHBwAK6JNEDQV9rtNhLWwzWF8ohRcsV4LpdLXF6WR8T1tNvto6MjFQ0xKb74SLq7ygz4gqyaM0GATfR9ouzK1nD8HqlkJglhhbCgpAhspqa5Siq+deHj+TTgpewQNe+RW5Ryax+oF7QGMBqh8n7Ew75sY257KPauXYT4er3x3xI5iapWrSW0wlSIVLnUCmlGjSPz/i7lGO5lPtIi3TztNzw3wtlDEtl+hSyyqIfIMeQ+/zhjCNtIm0+I+O4+2r66g+AaUtfIIceH124X12UfHR0dHBzw5+jpeDw2vm21WqHoWX4LN00rHV+B0ol7wcD1RTpffyUcHR1xrTRSKYnZibwt/4xBJai0gGNaEdtE0GXub/NV9tBFtj4khe85ZXl8jNw3kcC5ZiW9za5T/U2wx1Cm0iNwIdriI5llmRqjp/rd9s4mbxSaNOJCKgRjIM4UvzdCrjvI4/HhYX5Vgh3GoCQ+qTo3fivCrkvs0+YuecDrFuoCVxbxw3azpd4tuCGgNK0kM6rsvJJcBjWLCyhk1I03y/CS1GuRWZ52I2lpEAJAPX2uGdrhaZqenp76zC+S+jx+/Jgrmq6Q0Clsh/drsVjAQltqQxYXq8Vcjk0GD1fR18AdbCF5TgWxBlRRKSbmgEdC+Gtv70FP2PucWCMUCMdnkyRZLBZkrvR5djyAWQquGR8/6Ofhq8FOQnqweKLuPj6hIT2SW9r8kyR8LcUYvSuR5Zs25Ea2qyvjNF6itEFM96KqY1lHKoWYYG7K97ms0DVDyBsgKnHeoWObl+99/1cFsTf8a2QqEc2YhuLlfY5DzCsxmHA9Ujq6SPMU3JkHBwdwGdoT5AvFb731VqiwmrN+NptNJhO6cTo01HyauAhSCqjQt8OXQlIEEtP2AXH3KzTAt0NGsgfxoZjlePnSr1Z9HhoT4pTwZYTOXKkfhlrJGThvf+WaYZb7wkubdizWRMXWlxRr724aT2FFo6bjeZ49NSEBmoDLNDfHOyNr1rO3G4tsl8ZKgSTQECmnPYnwLSx3inL2sSLSIGaF8zxsGKPL1ChxzdC8CpIRzzKxXdUuqF2LqdAVki9/Huqmvwb8MioySZI0m02eslzttU0H1SgGksPoW59rwgSUFXH2MRsYHs3Dw0MSqw2Bz+cBp6enYNJCKk+S5PT0lFK1EbaTyWQ8HpNtFqAq1gQIRQ4dWvXpS7adHDESQu7qSpWAhPmSYmTwQVLYRf2ciGrJUuD2W/E8pBbDTpMXgTl2iFwMCK4ZgzDvHU8FLKolFkWCO5WheYyXeEohL46j0BMjEY2A0svF7BpClNAov7vcH19tnUAAn27Gf5imaSh7CxEFQ+KjMtwDARlZnSfsioRlSBIDwQNeVGwrRZTVDpQNBSoT169aoQpZkYZGmD0FgRaSsl1nmqatVstP1UYQksqF9K2WUZ8j4znebqpcCgbo9XrHx8eDwUCwKwwLjL0hFu4rmmSCg7+z1WoJFWo0GqFOxAH5FE1cKwYpJOQ6SrZzfe1yuLkqoaHlrSLmtMAfv7O1xcobAkrZk+c55QnizgtRXpidVCA9LM9zXEwGhZ5chsShqRKhP1UaFoPglI5/DShVCvfItglI7SHTiGgC42mwjP1C+XlN+zkpzqUt2b430r5dsT+NXe0/D3FZWqOh7hDNVU/OCsuJvVVUAdPQY0QZFWi4aG/va2VQVTG+Bxv2m9BABcKWh8vGCCich0EGOjg4IEVTrDHkH1DrQdzQo0eP+MMkScDz0jRFWj7xFUKBJpMJsrTjQIuNcL/fj5cDSkcA2yqSVnJRSd19NyTRvxmAaYqGguRUiAJYJ5S+LlJkDJUx5oVIXN1+yNq45FS1Wq6qRioJJFjUQzgeOIt581llfOATWsI1beXJZ5m23dmYlVBATcw6KJ3IhOVhqC2YO1NSyzUfQyTLjOkj3axb2lP8CKVuIBCBNqoF1ZcV/BFAFj3+iiiO0fGqs5AX4VRwECJoVijNoYwh1J00TQ8PDweDgX9rtCsy2bqAcenw8NB3W1IuJIQC8cFHhePx+Pr6GpmAxF1gSZHpm1fI8xE2m00xSjFSgg8xMo1YvW+GNVaivAkLKdilUc4nqGZoMLCaEDHZ5Ww+7VOxX/jsV6qQ61h8mujIco0LNdVWuGLjjwBJFf6Hru76DAHRas4Xap+SCpHZyIkQXdv1vKZgmY6t79oocrBVKzqtrJoFiGkZZthI4CzEWPqqeO72IS5F8nuKbVP1FTrqQBqb30pVPJESiP71hfTaG4mTyHz7khMiFjHaGwBG1JOTk8FgQH0U1k5UFSKX5+fn/F/awO12u9PpHB0d+Vt6PB5Pp9MQrRfMOw3fM1XVZ8lBnVPwbBq6EMH16aBapqoXyn1ztll189ImbRRQKnSK2sRDWq41dr1dJ7cH0HMOtQeWi3G5F/NPZ9VCZFadccS11UtCG6J4KUsp/AZARWNXrmnoKPutloNwmIdkHEG71TrjiZGhQ9v9FZqu0WKonnghDkcgoJP5lXAmFNLsqSFuGKhkMzQe+jwVoEq13MnkUwTa2LZGmxe5jZAq7OTkBEoheQToc6qqNJABQDwPXHM4HCIUiPNOyqUXA5V2TSW53t+SOGfMq9qjluDibsmoBPXQ86W3mDOvhvgSiUxoSEM0hK//VLsd5SbmSAAWSVYE1olzlpGbwgfukqSHMX1Rl5Dx4X4HJ0SpAE3fP0/zGiPh+gX8MUqLHHiRGBsSDRXgjDNmvESxqqbanMU7cBeIWkygTQNST2PIt61nhIDYftwTjN8wzdmGJsHPHNvAaZECSbXQQh5H2lU/GjOkfFQdcxJ4OQeNr4FDmqZ37949OTnB6PmrEZWH5IPj42PeKYxMr9cD78Rd3J1Oh0d1NRoN9XpOhMhybs3fImwERhRDWMm3bfVJEUNnb5yE3WhhZCaqPcjJ9s2RagF1EskwGAqDUlHiqa9oh/KG4tFut9tkooeXOkkSZNivB7RtMaEUSCUGJ0SIduGR6EvopDJ++IMDY4z/iR/hbODJ/QuukLaRIh//0uyXii83pE3Gm2SNt1LXjI8tLm2SC7NgHqg8ZDLKijTc4pXqr1In+OaAc03qi0C4VLqkb3kBqs0FxjxSzOSionOu3W6rHgi1/pDSCbB9CTfqqCfSQ+ZZynse0zu+8A4PD8/OzlqtFg+bpJLwldIhFtGpVqt1enoqnvAkZCIekn5Mp1Of4iRFDJGqhtLnaZq22224n8XsV3K58e1M8laapnu8vMlf1SS30ZNshxMdoa98K6urG7tACOPgEMkuqroTXy03ltABORqukOrpyrgmbQoqg3Ui/I58/GO4hUr8VVEyxPNIQaIYK1qrsFcjm4TfWWFGCmFIr0LncwDxZpuQ1mdD019kvlpQr2pOPihkkfxSorCfY4IaUues3t6oCio5cNu2VvpbKuk7jxzzLSSiaQjihRiOlcjWRjVsisRA/isVbdXYS2VC4V25FxsVItBimfmMhAYWMJ1OIfyKxLM2dDqdW7dunZycUFAV/xAHTihhrA9+FiFONRAPxU+sovIsy4jH+0DPd6TLNZT4vUO2fRoSw8tXfqQAVwoqpdoXAEk4OFxhToh065RiQp9ku6VrF9uBuDIOVu4yyFzKMXY9oeF/nmxHfsBsmWyHcfnkgosUHEKEZb+TXg+khRYgzvPt3kztrqosVoj2ociuUpR27xrRX6N1Lj34OIDxRIpaarVue3hDUqpdrRhkbqcVvjoCxAGFzvBVBT4C9JuifvgU16AOR0dHUBZ9VAV1UJnc4eGhYdtotVq9Xo+stdQEndQEUEZJlFGtf/7VEFUjOUsJeszpgr2DuotVNOyUIz6EqHANJAmEcSimztBm3BQXeDWbTbJCg8kZR5z58hbjVlXTFU/IyiI4d5IkULJLNwihESLptkvbF/J2iVUOga/y+aYglf5H8qmmWo5MqTUwLoV9seFIfVctJoasBqPiD3fpkY9e7WG3MbFXZ4hU0XOfcYKbotrahDiEsNqXzMvSwPlrqIlWq3V+fi7OjVD5nCVACe324+Njo4PNZrPb7YIICvHl+vqa3FpU2Dl3dXWFf0MZP2LAx9bQX8kLQNpJpOQhVqOBbWiIDDHuG9EbYjI+QlzbkaBjkJNAdoga3Rey9R4NDHA9+n6iGiMAykyKDdjzfD53e6L83xRwjrNlVxElDG2s3nKvHRGzC+xxZ+bevbIubvkaBbhgK364ii7xUr7Ia1Pn17ZHccYZih2IB2pdtRP47sDcO50WM/JJkhwfH5+dndnLAIdYQkYk4dR0heIIgojUSCTFU0PUBSQMoiN3uWaI9kE1W9lAw6g6C9SrOkkSV+NE/EEzrIuhEY7Z8jeh/qq8yvAjiid2NJYBZJN0Jocmw0m8wZbjg8W/L880JGBsSZIY4j0gAsiyTYKaY2syEmdDnqbfb949gRatq9RisKnEk+AcLnX+VYKYOTDqx1lyXH0gPvEzGRHXFHrqju4EVzHTWG3DgviEgoHtknByJEkCrw8yhOFv1UZ3Aezkqvu51+udn5/TddmhYnkB4nmSJP69oVy+wVB0u91WqyU+n0wmVAwca7PZzGaz6+trv/WYvsSAoW6qHjXRdL6dFchH7OYmvYbHJEZm4j/emGpLa4mn9BKjmgcSMMXooNyjuReEuVMzZ8F3HCuBJI8so8Bs9EiIvBTRRjWLqvbShf2CYThxzin5R+i3MXn+KozRt0L0bkeuuSPTip82WvrGoNUDcZhpX9s7Ka69VCUVSJcqefWf5EUSVJgiQ4yEurAX/GmnrQqoOt244cQuA2asJkxQfbqisxQNJIohszx/0mg0Li8va4T/iOURKka6+3w+94tRFieMaunRKVWMuCGzql0tWQ5D1oU9Ut6sSIVfu4YQhkI7JC4FG77/SUyEkco4DQ0sNFDJDjm0HWO6VANNGa4kompr669vDAg9S9fipXfXmUqfh4YMUSeb7VthQ4XJ7hFpplOxSotrRkK9DrlO0WKiXf68r1QgJLvRgjMOWjnWHXqC3GDcewcQZ6jn8zlsjJy+q0OKsQqdQjEOh1G7LsIx02w2OevCRWAAcLVK8nWn0zk7OyPLpG9d58iEKvGXQVIcUcC/avJ69GI0GvGHX3/9tQscOIkHzEK+bb+FMIFGp9Pp5eWl+KrX6yGVbsyWMTaFDxgKPkQ1FDtOfITvQGBr8CSj/hhkaMdhve0lSiVnkAXuqc41vw//3HhIjJNOIYNihIh5iMVSLFsliYGHOKkNwZkSs2FLJ8jgLz6L2QtjzotzawqZsr8MnSMsVUNDD+0p8VFMtIu//Sc2u4qR2vxPDBeIT7uTgM+fV+IjWcpl+fZwprhdD8iBHf9Jo9Gg4JcYqIEw+f/okAlYJkw98YxzMBgcHByI653R33ia2Ov1/PVGI9bpdHq9HuU3cExtIvbfbreXy+XLly83RcKjyKZ9UPcwTs6s12vE5Y7HY+Pz0iZCNJe+tc0MoQpDr0gx8jeUKFkVYRegHj7CgitzECVj/FY505vFGc1QlCXJQMA2xPBC4mxWdlDEAPIQIcNi6GRg6FuxGEiRgP4j6qmNZCWwGZBdzAd1LvQ7iUpr55MXL8fFgE8XIjP2qpkT8EM9u+JYL1QaYXBNFW0XMVYCYSpvE4XQqxrF3HY8PamelRgnstuUtk7kzBAm1CngsbLkwqHfkT3tdDoHBweDwcDH0xftDU4GFc3v2mazwdkbcE0K7qDhhf+y1Wqt1+tOpwNF2T8Sqip2hjhFc0djOJ/P5/P5crnEXZ5+VSJRsEp5eQGVtYvTqIRhouWJpEUVYmmc/cSsPZVMcZkyxOSyItlZzF4rBf9bdW3TQ4owV7VJlezkxTUs4hWUYL/13HMWVu0gViy//Sle4xSME9lCgKc/I/uKXRJAGoWKHi+jfqiWN75yO+ah9UeBArGMr/zwSBHdJ5ad6m1Saxbt5nluxLBhUmvYYQyLrroNQgeY+AypRCrSuMErFNJMSOyiksQ1QdbdzRyfskHgiY2Hec/zfL1eX15e0pqJ33jdbncwGNS+JAGQ57l/1QnHJEkSnieIw+vXr+n3ixcvFotFJaqhTp96UmW5XL548WI0GqnMiW8uLPh6bMNXkipxO4GbCDFVOUoMi3JlxgxqN7QSqCHBe/ZI4oVQgh+r1co+O1tvmmqgvWOEFyJmYQ3yVxf04NJjPJWk9jcANkONoinxFq3aZ95Vc3+NeiLBEE8iPxR7NSTtJiwMXcDewxFJC4kp5gr7FdBGTKyqFhg1qFB133JSXmrAFL0zMOl0Ov1+v9FocAmdrLXUnF+nAGHgBUAeh86NMVwul9xqzRu9vLz88ssvRQ0x5w1QszEg1wWErgUVYPe06sTFULobUi9KIS8Co+gJTzHhtM1Cxn/IavvCnC/vvLiPukYl4slGS/JVD1ItX3wMJFqSFkC+ncNoF+mfHtbA8IbgDxZa30hNYPADAUbAhcFQv5F8JaUQ0tXyKtmIsipHlHaHUkXfbU8ciD6i+KCal/oeQq7uvQBtMDXCsxK0Wi1hnhUQ2QX7WKoaDZGzCNXNZvPixYuYhjjQHBkr5/Ly8tmzZ9fX15GrS5yNUTe1PSb+jgjRMrLN5uGE+G8YBGkS4giX2+IVoxuV7AmI99ATWGvpOMeO9cNeUtplfrwEcUAIBFOZIsLduZMlEs9vFXcMgRJVL9ZEpYnJvHPiVGFWXCmgQgy59xu6UTBcm263Kw9vFIir8W2QBIKVqHxa3HCCbRDqnXrEYl9AsT/kyHTRE+2zrm63q57rVwGtUA5Sgnw7AzUByeZqZEeSJKPR6PPPP//0008nk0mNtUqDT1IXr2Q2mz179mw6nUaqmM45GKt3XLGpd4VWaIMQtvWcIAbwFqt2h8pzoSQvoj3JZfOtOh2hbsaYswZ21D0HQ1/y64SYSIeYMy8kOysyTwld89szpLuDZaGl3maBZLD8X7J4iNHBEyM2jD6vNKzE0Z0pnoSqzSOOnalcU0jr8QhXxTAeJRcw9/EDWOR74AWEuwUiJAyPIU06FD1bT/pOtg8YII6A251ydueJK1s/Ak9kNlCBtAoakE34OiQgKZrGKImSxNuyLPvNb37z9ddfj8fjkPxRT6ZeLpfX19fj8fjly5fxXw2Hw1u3boUo147yn7qA6xl7b5qw8voF4wTX3BTJp0oJSzzAJEtUNKZOminS143xtN/GABxwoVT1oqQvWNMmxTDCwalygV2QrAc3ZBXYOq+52WzS4tojLjLENxmaY6oh5JMnDQn9jJFPCTcyMxpY+U+4e89XSgzlrNJeMoYu0pdgs9W0yK7OeWSe56vVikf9OG/hqnwRVS0Wi9ls5r9tNBq4ZlKd34RdaesjGeoCme/UHRvabP5Df1L8i0pCJY1qnXMHBwfqNZm0ksHm+WzOZrN//Md/fPbsWegSFaoBmwUXInI0VEzm8/nz589fv35tVyug3+9TnofdaUda3PnDBThQDNJXcB0Nflc6w2DYctUz+Cm7klMIlKGY29AywyXMuPdGlZ/UZeNLsVVHOCSa+wl0SPfwz+n6n4eaUDdOt9uNofMgNe12m1MAMgtRqkueLYS4vtH9Ss9DhUNaEEk/oemLb4VDUNfMt6FSpVkgyMKweYYWtPoJ12tpsusNQQz9Vb+iDxMt3YFRPwG8uaGOQ3wJrQZOo2E3E8xVBJKocgPvQs5OziFLnNApG40Gsq3aAqnKjEORzJyj+682BcSI0rwvzjn/mGZtyNnl2Cr45Oajjz76zW9+w2NojZpjcNhsNovF4uXLl69evYr5BOwEUs7R0REOz9CMxyh26tlie2uQnM2PpfrY0o5OWNKMUgmSVrivxNieFBu4CTHLMp6OWLSeB2J96wHdnBhTmKsivPvZDsc0BWCjCc+aKEMCOp9T7r+kBNGE6o5mjH1BiIq68HkVe2p24pr+lrB9J6VzzGkfbS11/nwMq+6c2pvNt9SHqoqJrAkNF53xUiVoEcOVsBstaHtzghK/dqG4++Z3XIYVaWKKBNpd3JkEwynEf9AFoYf5NXAA5rjAIfLYCdWp3uSaZRnsxuIVjFp+VP1vf/vb//pf/yvSABGSakiRqiiIJpxzy+VyPB5Pp9Pr6+uQGdlHG6dIT09PDw4OGo0GhpR3OXJJ8HAng/TkRQwXZ0JqBzEptMYgO/oGDN5WCFX6hKeYiF/qJJZx6e0NUHmhqXMI0THykYnMWTvaZkX9xpF3SNKdToejh+tjsyJ+ilNF8hPvPqRVKZgK9RgEfSteBc8wUWRziBvX64Z6/jJJEv95UiStMObSeB4zRrZSr77iESvirdCoQqqz+De0hSKFozzPl8slLLRu+1h3Xph0VqvVYrGw54u/JSscPcFZfkJMtYdXWg/i84xlmuUsCrGCNVYazg0LjVwticGxazPu5XbOLZfL2WyG8RmNRv/rf/2vjz/+WJSMD83ggI4/f/782bNnoTL+Bul2u1C1kVa+3W77o21Yg/wmsiJUKh5zDqL1zWbT7XZ5bUngdBYt4xh/m3hSim2e59yFuVgsoGjaX7k9echItPUxz7fzJYVICvcdlm5tUUA0ulqtKEGxXwCrq9VqiTII4hUjtmGX4Pr9DYHq0+HfCsZZOgUh6h254POyoJmSdAGhJWtbVNRecW9H/IeJFt+VsLh2u8JSCNWwR41KBX5GSt08Yti5q0CUFN+S0knsDQOlzqNtQiHEbBoUMwuEpAhQNGywWcQZgBAMh0PfwqzimZUF+MUjMJ1Of/7zn//jP/5jJb+jDxir1Wo1mUyePXum3l/tA5Kz93q9fr/f7XZJ594Fk3qwKRIihgqsVqtI+3lV6RwCKAmOALWGDUs75QoesC/Vbb9w01jBE8lTQIvzVFha/Amp6fiX3Jn44UtpVQm1z3RvmiBXgiDXFCAKVN2NIXON3676bQjDHdeTOp27TA+vzV4oFN1AiqZAZkeBgHinK7vGIde8a+RSBeOsdwiagOr3BzyU/4jUeo52JA1V7/7kH1LeJW5LrOT5AIgDc7/5zW/++3//75988on/beRCpfKLxeLq6moymYj87wQC2+FwCBM6fM/csCb2r7rgIxcbVStkWb8Ju79Zli0Wi+FwaPjdDQTswtxyEyrJcxrjByWBi0GjEtAmIpdTVecoH16uBtUGf7JWqxXCfPBQGGna7TY2FHYKuTBJPBKisGpN3AXhbxsELbTk2t1LMyHuW0qqMu3Qi2qCDzWqtoj4HaN3WOU3sYuo/rwsUchelGnHBj9+7Wbs3C2/38PVknxDfDGkYmZFgq4aI9BsNvv9fuqlyaY1Q1udt26IdKUMABi+fPnyF7/4xe9//3vVOVqpC/P5/OLiYjQaxcR6pGna7/fPzs5CN57GqFCVzvaJH/VgvV4vFos3owoLJkqeV8dcA5FV1diPdBIatnQu09CuTLdTUgtHvt9oPBqRRMynReR1psDAnN27SQO4o4Ie35GbI8WlXMkfwyYfKWIVm+L6X78Ne7eoc8zdxX5tNv9Tv8rCGYhiICnO1dSuoRRKK+eui3o1VEIGtVHO+qy4tChmxaszHrKARaZUVFVMvk541tZK27LRaPT7fTu/gdp0yBJrXCHiWKDg3/3d3/3qV7/a8Raw1Wo1nU5fv37t31wdgsPDw1u3buE3l3XEBsm3YRck9wWwY98E46TNpfIM/iQr4mb9z78pIG5kFKh6+U8MbLav+QR9wP0EsM1k29HRACHYfUuW1t5BLImmv0RydmrV+Fgt8I1kzzIC0tTy8VYOQXriXVx0hixUoHRniuENxUrYQGJQVhxspTqN0zIcSDoOhWz4LQonqK/Gcc8Hifw8cj330rAR2kLXUfE5Pz/3U67bDgL1LaSr5XLpK4uUIwmoTiaTjz/+OJQ5z1hp/O6d5XJ5dXUFLTNUnpy1zWbz6Oio1+uFxEfY1RN28NrGBGALo6Elx+UbsagMY9Jms5nP5870mkcKdv5XOTtALFDFziJ7RoybZhezE99Bxumd0oAX+nC/VkDihbCy+kESiI2gIyUhwQvjeRMu2Boj71tE9ouYXK8hu5kA7vCP1KuMtzu6zSqBsS4F+HowWVRCMUqlrZcauGhIK60VcpmIegDcqVw1uEbYlPYOoJuuiC+gaAIibaEP80CEW6fTURXNSEOrCsb6hPP1r//6r58+fWrUz0E0lBUpiq6vry8uLlQtk/MVIHN4eDgYDEI4Y9YQ38ENkrSuQmyAu9/EK34eSayuGnSNPO4klOAsoODu+fa1WTFCm7FWiejj/CsSGpSuMacJbfFokIWW7LQ+knkRW+ATHPq9Wq1os1SCEFngoA5Co9FAEBBdZpJtnynaFysqtV+Wlo+fl0qIhT5pihKRUgw/LxjTdsieENqiNwGidWOr23svKa65sOt30bNr65QGGv4TFSu+xEWBUln+RmWaPM+5cQzmMjp5ErKa+ggTX0+SZDAYdLtdX+xQpWO7AJ4gUEK8Is0gy7LZbPbzn/8chtwadARdns1mo9EIGfjUtgg6nc7h4aEd1ayeVY1Zn7ywoO+7+ET8uaBqQRlChn2SU1X8faCT3PwhrXz6AVkHxw0NnCuNGC/Dx61Uy+QI4zy0WhKe4NLWQzVXBYqbJfk1Z8CPusaITTGcO1RefWvv7kjaGAO+/u2ca/LNcBP6tQDf8dPv99FuJd7JVQ1/U8UPUIgWhIYiKTLtqVQ43sBFswgOwXOFhGwgoQrVcVNf+TJ7YiY28tF2gZGhMvZq5v+SgU5UmxdJQVVkVFMBxrDVanW73eFwSLpmVXFYpZKj0ci/mJrfEfHf/tt/889TCjKhjnCapsvlEhdKX15ehlKxI4oEt5LhVIl/To6KUev8TK1YTpXIh5riIDTdApPQMubzslqtZrPZYDAg0YTYRigSgn6TPBfvAs+yDFnv651o8qEeZ42sk+Td2thGzvVisUDeZpz8xt20eZ77mTVLeaTK9ePlHl5JbZZPOKvWkarAv0VH5FnjUjBMi5G0PrLyyKp2GdxK+LjthDv7bZTzDBLuatdmk0hf3VQlfbIs8c7WM3FwjZaL1VTGTgAU31Cv1+MeTaMe3iO7ufV67euaNEGTyeTq6srGKvQKDGM0Gs1msxg1ot/v93q9GCvlTZgHVKG7FCI/mU6nlKkj/qvSpv16RAqbGwKubnIt01dDjUpuFMMQgGUOh8MkSej2oTzPSduJwarValW124uhsG2QeyG/MYzcXyegZpXzffiMF2DI9aV7gOwwfD3ZCij31oQgpGnFAz7hm3mPIqraNW4Pia+ND51gmYYDn0AlssjULBhGPXKWbKd7hqpEI4l/aytDBI1GYzAY0J2a8ZWItGoc8m0bsniV5/knn3xiMzwDjfV6jTx5k8mkFEmcyCxlmdBK2+32XmgubczdqxLg76P5fN7v9/F7X1IpfHJ54dPNiuSI9XyxlQBbkm5WoIcxhm7VmaKW2QvwKcZRE1cIsjWclwm79yJ+kL8REQFQ1ca52WyaSUDwCdkh/VqqYulDVkR4+ksq1e4Zh+4SacPcXa7kBhODaxLrimkuhh7xetSREfJsbRXN4JpCDS3dyapJjZMtEvb5YOZFhvRQDdx2HWq92WwOBoP4OzUJQvmJ6Hxnv99XE/S8evUq5qiJivNms4GpsPSwYKPROD09bbVaMQdY4dGMDJCuCrZh1nmGtUr0CNEusBNGHsiOAVp7lAvT5pr7EhESBpU+jLEz7YvHcNzoaCZs+zUEd8qEgAgvfy/HV0jerm+QmxqgnDxxbyo8xwbgoMbd7BG9kONEtRXbq5mnshOZU3bH0+9yTJLVHVv0G1Wptj0dXMsUOiUfT4Q1qnnSIwG3snBUY4wcpc0BMfXVq1ev7G9VIQBhHdPpdDQaxRhmDw8P6cZTGj3Voo4fCTuOvPeNzHcHNSHEu3pqEJgZ6Tr70qXyIhoO4T8wcryBAI7acNPWY9EWLRuE/0A4c3Gh0aIAz0fmvEShIIzfTi5YFWpmZN47+KKxHXXmQ+mUCMEKP3yyRbTArzB+ylutFlb/RrskRHW3RNasQjzX5FpIyJyAkW82m3txj1ETPgsRXBO3UhsBIEmRYlSdCNzvwfUhQyLkiq+N/2q1ev36tX9b53g8hpporApfb8jzfDQaXV1dTadTlWEjLgxie5IkJycnIo4x1CP+b+4dubaRFP/ywCIDiIPywpvNhofvbjYbXN/o2JiH2s2LMyH0UCR5x4KMl6solAYKkLjz3JkbZ0cST8OSFJcIocL1eh05vAKgf/uWCRXPEOU0egTDvm/vCXFxsnLxavNtlxYASxG9Xq/X/nJVqR+1y880G73YI0suNRn+weae5znU6hryqc1duESjBlaox13iF5bBljAloVVljEvGLl4nTDiSaqOcguRF5KTfCj3hIV4qETGaE+26gHhu9zE0MnSwzK6hFL28AONEU1aWvjHf9ru4Qm7lZXAng79d+RP6hKu/Id0X/+KObp9rwh/p12zDer0ejUavX7828hgAcNqy3+/H0wJMmci7raJXib5kLNEaX5NJ4Np228ry/2vvS3YkyY7E3CNjzb0qq6qrq7u6W80WOeSI1MJNgjiAoLkIAnSQdBEgQNBn6RsECJIuPGg5CBhpOAdqhmyKHA7ZbLKXqa6syso1towMdx1s3NrCzJ65vecekdkk7ZDw9Hj+9me72cMzEmITF4sFy+smkaZ00FXDHIsqW15R5dAAnszDW/vnh84tqmQxNBPsmkbEs8Ej4ljggKSRBOdw+v0+MCgomvuboNqFvEpyIjmbWPm+lkyuCTxnuUvFajQiOrHAuhUd61MUy80kiZakmjYZY2yXR3xUd0O5CvYQsoozyM1MKPLz0NnAIUvyH+qwATgKyiMzsamosrTQAmqv8CeGqrIs29vb297exkuzJflkrWfVRQ21ywQ+O/RGiKurq6urK/iwqKL1JZqgchLMANwsfXFxIRtl5tg8z/f29rrdrj9FKiBrwNHNjZpUeohSOVAVLo3qRtaHaf7ZGZzNZp1OBxkglFxL4l3icbkAWwBmnpOp4GpHkSzQAFvAAoFChW1pgWaZl9/SOaltyAaI/DHmJ7RkocK4+RkKUnWKsoZWBpUGoY1KJ+dvdmRZ3TaHHQ31NWr6KMBe929c2OXS20JK9EgC/fObO7yEgO1FHBTCHWqjUSOlX8mXKkaWInvoQyQzVFyrxarAHfuRr+x5iEFmpk0wNdlVZQRBqAS13+/v7+9j4G+2GrAlhZUoAFXqgwcPTk5OyrKcTqfMMyhUM/YBbqG6vLx89erV8fExKwb+Lwx3HBwc7OzsgK7Sb4dTXedUSD7Fsh6bhknJCR5qGQIY8vX1dZ7neBmyoeEHoGIoRuJfX18je0S5gdreShpZxqRcMEASPLVMUSW6a95WFpBrYc/s7u4CxxlaStyfKk6g88Z2YEESOoYgQbkqsa5ag2ogaw5ddaaQV9qYaIwN+QcJOhDsf2h7eXRWTQAJ0ibVCLUgpVWnm0ZHpNAr6oKsyyqPjLNjsFJ4Jx8VNI05NFDzaDTa398fDAbJS7C1taUiccCSs9ns7OwMznZUsk20Ep2fn7948cLIyQ6z1+v1QDF7cHBA5Xs/1XS6vrcFSKVsWyOcEX+vQAOPAutisYjaYOgoi3ZNQ2Iz+pwwjSho5gRiK2kOTDcjn7EYxGvhdadp6sMojjwW7FVIW6aG8Lkum7LzKF3JSbSZtVqQFYKXbCES6zCkzyppYvXMGkSkyNrwYKg60liQziNRnxur4xwvaFfs6ZUoEjLX1A4f+4BKs0UFNltt9Lzb7e7u7mKYpgRaLVPV4rNt7losFi9evDg6OsqyjF7GYs8nuARnWTabzWySSWF/f//evXsYDBM6Bequ7lS5ttmQQ/b1UD0JZVTbv6wnNp6Nano9YnRR3WFC16jwuX1FgZRKMyJs4K9NXOroRLUidKrQ7/drLzplBhFEd4wks0NUVhpyfBny+nF2NXQK1iG02LWtmF7K1cy8ai9xBqN4CoMjwEbl4NXMYdAHj4oSIUQDysDFCKHCmTgtndWL8VCe2wD7kyCdeyCPvzU3qyRITxQHe0MFAtXyVDs6EM48YZrlamY7/xotFouLi4unT59eXV2h1rS2BpiQ2Wx2fHz88uVL9itDpnme7+zs7O7u7u3tLQnUdjKvcpzCpU7ZKudksJ5YRq0zVDikw5S2f+g/qwGp5nK5BHbZiUboxghhp6zt+0CayzFNZE06EBwymhta0ShAsNZgMFBtXgwoiWLFQrLNfD6/lVuw1g1tRp40jBpkZKAMe3PhGhdV/iBjA+UBZz9s1Ik4ao+i2hk13jRbdbfJ1sMuJQNTz7ZVbbGa4gBEzFrMXjsncPJDew/7LzWrWHPoW1xKyK5+dHT07Nmz2miTrOKywfn25OREptyTu2s4HD569GgwGOBFhirVUTuZV35A3W4XyTnKqQYvIkdRe4QpGaidBLuqWpMBqiWwKtCChEaEHBitQQpAdq9U5rghoCSakZk3WJOy8pv1WC5ClXiGAHvGU6FN/vPV1BawFi2yL3cB6AzEUU26eFTMshVczpqjhCcVHchFQiwgHeJtZo2WL4iDcYjE0hkI8ePyK+q8wMr4z21IZ0L7T9/nVdybbALvBpJfxQKVeIqiAMMh+AcVRTGbzSaTCSgwGzYEqeZCKBhrlq5JpWYXkJ8j7j4/Pz87Owt1FWVHoJcvX768vLx8+fJlrRPsaDR68ODBvXv3dnd35/N5WWWxCV0Lj4DLx0xoJfEiMTiSUjOXdqokU7g55fzI2myez8a27FZq6BIdeO5Oq1sS5waYAYzRTNhgsYJmSD5ThTOE0PQi54Qv8X1ti/hJLQ6R80/7wCqEB7jNDQpQt1t024T9f319LWfP6UCLzXnmn3I5oZ0ZBS5uI7bS5JaMKWAH28MPxnIxFIkj1az9io7L7r/xoR/YAaMsdkJtACGjjtrDqBhNA+hWRuYGVbhlpc4FbjSKJ2XdBosmpAGDGGq1Jyr5qbV1leQe7/l8/uGHHxr583AsEJdyfHw8nU4N9RRQgn6/D4rZfr8PF1ctVxO/Gd2jwPKdZiZTaPOLeDo62k2QBkC1tfvH6ZWGUJCA0doOUE6aoW971FgDPDBSUQt55QSEQn+3283rLgij7UoElREaiXs1FtW0KzQDwArmJJqoqOKvmMeyH9L6yQTcBDwc1e7nCNn/jdFevmodjO09bHdZJkQdQ/YelXdmIoXn8OC3DA2po0gg4SrAwsvdJiXXqGql2grbkjWD96whsidDyBbF/AVoeVkJ7QaQSYjQYIYZtRX5ayF8g429cXV19cknn7CX6HkIfMD19fVkMjk9PT09PfWkytva2nr48CFImRjNshRXc6unCZV+eeV8a8fbOYG2VRRFLbu2JAljQ/YUBtD5TiDBt9z/MAPgblaadtBSxAHXyuuZw77j5yBzEanJuodVMcRCp05dcefcJkBZluCijP1Xi8mfYMPjM92xtT1vnZbba2QsYprA8ze2kDTZAvlKz9as7RMjS55qaWF1CHCq5T189EOjz6qmYh2AbdFWEig9pXnA9MkhlKvuG7Q5JNvsV7Z8tby/7DB6/2PfZrOZU3WGZfDzTnWzx2g0wmA+/yyVjvSzDOzyIDdPJpNXr16dnZ3B0OwKt7a2Hj9+/Prrr+d5jlpczJXqRJHIDoKvJn4lGZRknFu77dNQByr6UISy60G5P1QMgmKzigxkde6KVLbDl1S96RkXlgd2M1Y6p8CkjoS4o0ysBftXtcgAyUSBHtplNFLGAdOqmpBzKdwbQFfHWX8y0lZFOHzuAotKEfRayYMElPGdkScJ3cN6aG217Em2uiHWcWchtvW57N/tInfm1L2gkNqQG/ULlCzrDeOgS2GAyVadcShn2qS3g8GAZgKLqpB2G/e8Su2MmBb4FkTMq6ur09NTIJmezt+7d+/Bgwf9fh9J5nL1ArUokGb71sHejereMwwcoNhAzV5t6yx/qbTG4QZYLBYgA0k1xjpmhh7Dra2tXq+HWWc9nyNeopOwJrGSuiMBICPi0WQCAkTdFT0+2GG4uKbF/svjsD487IduVvUMENBsNiurCAo6+IYOxEWV4EbVQIKXDVs8VbWYNdAWMhrsF02wPJK32g+dIpTN8FJgL1E1B2xgsbZwLhVyEaqFvcoqGwzexwRA07KD3FmLZ2uh0+kMh0O8IsOjCEKKjn2GqUOFoUq0jC0H2U0nkwn4Ck0mk9pu9/v9119//fHjxxgnB7MhbZkG9kHNBIgFwGwt4y94soEKPba2VjZKTXoysEFqVgxQvUioIpSyxSqLnAwG/skJ0AIJpjKJmhK7GwP5qtdxXud1lec5+iKw44ajaBcLbVh+k+2GxtItq8taGZ+L4boSudt6ABUw/4ssjIoa9lOxhthkCmmraxxIyVlHGUVoPd1ulyIsxh7GVpgMUfwyAIZMYDYWQyvexOABStrhcAhzVVueaqdjN1Wo/Gw2WywWkJD97OzMY8scDodPnjx58uQJtcXSAANGztnn0rsEAm+AL1GPGJBVlZpSjO/0W4mC0DHBDDK5L++BJLH4OV1WCu1yDwZQIur/CvXS6q9pFFSdRlvTWFSeukUVJkDLo6c9Jhalt5MiJsQImagJXwceS1sLA0K76/McuxgYILuCAdRUeoiaoxAKgAfKcDHTgsr7F9Ut1v4OqLAx4SwBbovPqgV70pbmNZAtasyAWuCNbM6q0qimqmiZz+eQk/bs7Oz09LQ2wgSyMbz22msQl4n8RGHm7jFGgTZm9YInJ+RVzNJtcWM0ltpPOwuSci/TZDXQbaybdqKsCRHD4EDL4rAh77/aDcY+sn8xTCs0BINp8EBZRShBxgm1flA1Yz4KJsmUJC9mFq+9S4Z171VGXGRz3fF4DJ7ugNFUH7aM6MRpcELp86rwb1/oLgq4IbUbVoVnHjovb3uopfFOBs1+TztvFFA/iSqvdkNNfMgAQzAznwRcq6MIga1UREY1VBgjYqk+UCVIo9Ho4ODAuGqNdp7ey1gSMwwiDs/Q8jyHTOtlWY7H46urq/F4fHZ2hhdt2jAajR4/fvzgwQO4/6sg0TgGgyhBCl6G7rQWkcGpoca5EAVVVbXScKCSQJYzyzhfw+EQ9gkeW3VHgYKBriNKQvP53GNabgKIdjrV1Wz4rJbvhLOz0lgsnDE0ZlESZaRqSdNpAcD+lz1HDgDy7LPOZDEOU8098GXfaP30p5BsFuqtH2OvnLjJZFJrDimra7OotgcA8AWT6ykp9StaVfIWopqMRKGWQNUHAshothB77pnK0IeUpcjCq1VLqpGBUJugirVQD3MRLmaI+3nAqmFreOTL0EKjMGT7Aanv5Rj7/T4ImmolmTntdJuVJi9PAeYBw0IuLy8vLi4gNNNmHKHzh4eH9+7dOzo62t3dzVbj8OS+9cxPXlm1aUogBpJbZdXiIcIZZvfDhBhBzwGhYlBJfGVpQ0V1X3GWJKkw7geAJgdwdjIW0KSK88YOGv3XJmkUS7DnhAkJ1Y+gHmc6XYjkMeQUvKuadMaeZIMbsL9SI3zUuIOE+u1541yqbECSqKIKhKKHXz3q1D0kqruGrCOxACXMIVkZgFYbkoCxjHRhoHWq2ygn6X4QTYTWLESoZG2hHmJn1M+RT8Q3BtVMALamuBayWFldFQJHNCq4Iqvc+umb0WiEfkCxgAxTwrcgVs5ms6urK6CangiT7e3to6Ojg4ODvb29bFXYVY+GP5cNGjXlhiwrlVrE8LQ1VQXZNJ2KpNnY5wRpyeAGaqEVFZ8t7jNUk1B/c5LpbEXF28g/LcP5pZ3sZm0xGT2Bz6oQ3Ov1JJsCSCZZSaa2jsCpJmLVEBWBs9cRF0jhV3Ynolg/P6CUQNnMTDNBUdwq+69iFlhFXDCU7aJ2f7l6FTNWFfIthIW358pgFVWpFDSihvGDeQH4zSQqN6MSg+VyOR6P8RmJa+1kqvpbMBQNh0PM/Ff7lUTWqBel7yHu05BfAa6url6+fHl1dUW9glUA3d3h4eHh4eHe3h67jImdi1CvDIDegokUdC1NMIVNSGoZNblz4NnI1qT2NgFXUA4V04W3RXJUaQZVsqihzYiUxlREoRGpyBZpmJGFipX3j0WWhyBXFXUwXLSs7mBHxIubnw2E0rlS6BhCQJ3CmOaSEU6QgNnnhUiSU7rVSAlb5fNbqY2Py0rtDowt6rjXyg0ZXYKf2DR5lMy4D8rVW7jV8nZ/1s0JhnhAeAhpbrNqxy8Wi+l0OpvNwGhhc3xMqKXHXpIctQbKuISgaCk0otvtDgYD5O7xPGdZpsY7OuXpTqcDwVcqwsrzHGyZ5+fn4/HY4y6bZdnu7i5Qzd3dXXq7fRY2xNI5tCkZzENexQ94+rNhUPvfloCCBZBvXitSoucLX6LcQ/tDGYjQCiK7L7dru8EbUZBX1lmaFia0S/HEGXsPLXpZWIar1d+y84u2Ell4Y/erdLMA46/y7CjP0V8NCclefrSpqLyDuqWw2jQmK0ozQ48ldnjdjAI+q3sRX9qq3aIoJpPJZDJB5F67NZlLSKjaTEgVlPe0SSzeo9lkDoG2DYdDEAqX4dDPNFDHDrpuyPsDs+rhnQ8ODo6Ojg4PD7e3t6WCAXk4apwr3do8EDSHw2HIOHI3IcQrsJeATG0mGJ+XVXYI59XTyZZaJ7AOSKatJOYhqRI38F5z9WMIAAPApeiwV4tAPsLY84t2qND2prkX5CpAr+jAVY0x+Fup7/1dNYAN+fNbqZ3fyyMqN30UFkONh/+TKPySBeif/ysAP0eftqdp/U1OBfgQAnL3M19Mr+JvzpA+0fs/W40Ma0I4KdXs+PKAO1cNuVqpV9/Z2ZlMJmdnZ+fn5x6k3Ov17t279+jRo/39fUz4B4DEEh+kzGR3HrEM4DiWNBGr8gzZD20lZPF3DHG3/IkdXvSeZR7aa4VaIcmAkoD8qXHXUgClTBr9LPF82vTadp9cZO+j7Dsy9IZs5gH1HHkwg7rK3IgtK6o1aTSkmrH7D0kmdZfyTCjTr6YJrE5y23D3q7vTI+nOZrPxeDydThM8QQBC7IhzjZBOoxRYVp4gZeWf4pl8uaComcBLAVVGGJ+lElV1upMA4SUUrq6uZrPZ5eWlhwvpdDo7Ozv379+/d++etJJStzWPySekcM6rKLraGgBCa9ohSaaao2w8y2kkge2xXPOGk6gGk907NbS0QALlw7R5aZ+HumefCM/SqIi0OS6K6kNzwIBXphIvw8pCG/+vo9spd57U9lLF+HTAqqo607gSwzAQ2et2wMCbTBdhVGKEdmUO/ylEcFTpVxTFYrEAxWwofBDC4dNEScl4ypfqe3xT1KX98/BPw+EQqZpRVWgOPVQTywDffXl5OZlMptOpx0Fja2vr0aNHDx48UKXMjDAlHtWFOkCg/ZAUKQtMeFmWIJSXlTk/xIWUxEuWur9lzcSpbPUUGCNtcpCLyg0K07wlV5VpNLtJbRSoWFMSN0YsUJpeMx7eqGFvO51Or9dDJi+Z51YZU+i5jfMBQNgNVa4Gpm/g7ms5t9FUk8npql6+tmH6b556V4DBfawPVIZALUOlAVZeSo3wRpo6QqI/fp5XAVUQ323c6QhNsL2L3sJ+5TM0zbAA6l2pZEk/bO6sATw+qCVVPzon5FXCQvgXyIlkYvI8B0X3ZDIBpypPtY8ePQJDJu0hRDCzmfEIASGqCfe94CgYfaKifFkXf1KsOlFH2UpoSbncuNYetTMdXegndjTKsgTDW+iyOeykc8s5B55X4CnMANZFqluYSkb1KUloLgR0koFQgfSMtgPqjw2ivL9m2Xk152VeOSFnhD+Tx5DN0h0x4XeNrU9fhgzR8rSolUiqifws2jVj9bTs3xA3jR0LVdUi3ZWOAHI2mMcdQtR9F7goZVnC9VLX19fwVxYzAGe+dCif6eLSByrQoCBFC6A5swlX2O12+/0+3HPCNJ+xBg9524bcn9Pp9OLiYjab4RVUNgyHw729vSdPnoxGI/BCVAkApWfsvbPznU5nMBiMRiO844/iWYqXs4CtlEFRFHl1Q5wnBBaaQCaMqtGwwhD2z3zJNRmoO5OqZD0siApU4qE1hM4CLKtcWThEtSuOzIR6lHBcIa8WlfaY49MBv0IvgcFgkIXPkbEoObkLBd5TytepSzJM579D8pfZ4F/rNZFYL8/OlIGhYiovIDEIXTbDG8juG92LaoEOyd8Rmr7QRkyzWBSr952F2EZF5K+7/jcEl5eX1BUirRKGx21uA4qxA7ZcLil1KcklJ0VRXF9fX11dGUuAP2ENcoryPB8MBkA1qRCfcDBqWbSXL1+CSraWywZl+2AwwNQ/1CeQAqjQobfIy6OOEcdSqxwDqol5oVlQHWXM/WwKVgIXcgEq9PsfUp3zZkQBZDFRDbCZdkEms81G7Fdc6EzrJMwY3Jyzlh7X6fngklpESn653IMhkRCqaJb1xKiHbmyDDG9M71jvDYS0p/YU2TOuzhGSTMnmwLmNdfNhAPXHkpNc3H/rxyAMbTkXOITj1H2AdQLuwJRXzh4mQxmwTUoPdWpLU/3XEwD4YjuRnr8qTEgtfwX3Y7xCxIatra2dnZ3d3d0HDx7cv39fLQPSA71iCddamrg8gCmfpMDKNOeemtUyyALWYqLQ57XtpkGe5yiupc2eWqezDGadpe+TtbVNVC9OULlPfMYzhYr61juAcpHsBpXO4YGdOMpMI9uB96dS2PClm91M5FYOFg1fySTJjCwQ+je07UJOfbF7NNQxw+ARJfiqIhoSmFCjHZEh1oPj8sr8ubW1dX19DZidiUTqeJtzYaETzrLSIO+MIhSEaTZsPauC+geDgWot9gOcVegb06pBaghIYuB0l93e3t7f39/f39/d3VWFjKy6g5MGnCxJjiQ6Fs+GBBykZsChfEBDclKIW+JDxTKxu0oC9KVdVS32oLqlskrXjsr/2q7GAtU5UUViKwKNn6fJNPNTW90ARwFV+xULjP6xZ1VAzyuPFqaUlnw5LrHcV7Wgmp/yGL9xWaaL26L2e6fkp4LsNN2Ioa8k5kpTnBq/hsS7kJXC36jKSzL0h//auyGk7pvP58nebgbIzWA0oe5vIAwgXYVkTTp2+atU6YMxzxY0Eb2q7C146LBTjd24vLy8vLwEXsSzz3u93t7e3sHBAZBMmeFPkrSSeIIwPtXGoWVZYqgDi6ijz7JRBOfBwQqj9j+OqFj1aqG9Yv1k4OHaM+IPUpCAE3ZwJAm35S0VqL2WPof4e7s2A9IOL65RcrtZllGfMqjK3xlsmrrdymLschJ1opbVBWT4JoHbs+mXkzr6IdGc1hzSllx+Vct6tDJfWAlaSW0c52SIbFSSVWdennyQ5GpjVBqCZHIZqFbPkjgDt9VD6hbPmvNXgjSVqTqKonj16tX5+flsNvNzstvb24eHhwcHB7u7u5hj1u6eSleioNvtMmUUpbuxtWENazIIGYRcshRqDdKQAUgWN39ISethyg1A/SF9CNUmJ1B2Cd8ww027WXPlKIyawRed8nBI1Sh/oJI6WhJqCHHGaOBTVUTM4iPrYYJTlL+SXcAjKIZgReka0kyGcFZWXYhYe2JV+T0BQFygrgo47wybUK1OK9D6zk6uEL3tZSW1PFfmu8ao1hjMvDfLSitbropT1Ks2a8D0QVI6f/k8z4fDIUOp2BO6G5fLJaTKm81mTsLT6/XQkImOOdguPJSaCq4IBxh4DhHsfNXNtXT4yrIe0m8N0pJXQMvXtpLVeW3Usg5SvMNJw5uQ27JrZqvTou602mTODNSOUVZyGb6hPaTqt7udUAB+pcFX1JcN/xo3umQVYWMEArcNBIxlmjalJGlP4A3LastoJCy9OhBakuG3dXCEfyOee6qWdz5LkBsOszQlu4lSoGcprxTi6m0PTEeXgK9r+QnPh82Lya/AkOkJXaJMHH0JzIdEiP6+IQqjBBKviqTvkcUOVWUzs1mVD0g6YiB0u13PcaIAHhCTyeTk5AT8kM3hfg7b29t7e3uQk31/f5/9ipou6pWzrO57L0jUgfSrKuvUbhB7g+iJ4mWJgLLwIq5JsqRQVtBuhVk1UvQYx5f257VDVlPSJAis8BXtD12UctWJSVIRZyttAfShlrKGImrgQUXs+NJgdhnrUAoH8lYmpHaACdClExdiK3JyE6TcFqwwe4ObRv5kKD0y88zjhkbGLVSYrpnakMTmDaXhtZLMrJLqaPZR1e0IC6uxcYwCSZ80tg3oLNVy3CrVlJ+E6mHLBCQTL9Sk3E/oc4+aIc/z+Xx+fHz86tUrmxek/cEIk+3t7Z2dndAn5argCN5AwNtR8PuD0A6AfCz57lJIqyrdwuEw3Yyx7T2CpiejfQJQYokPTMmZBnRQkkxK1ZqBeWv5A8ZFpXW4XYjiA+w4VAo04EIdqeQm8V/QH6h1NnfdcOIf57R0sXReuRV5usja61TRrOpMLZdLI3AF3ktqHbqwyZCQZCeRYLdl//PQjDUleWKjLk0ZDuWb0M5OAyaTFUUxn88Ze4gKADskxp5GXDigmpj5M8Q54qAYTZW7CDSck8nko48+uri4sEZLKgcf/b29vXv37h0eHmZCGvbUA9hTakfoc04uV5IAnZcHLWG/MVOWKscjcYID7mzFOGuxNINhVdTghfa2ByizTu1zrIx8Y9SmglQnMG9zp4bDwDmMnWW/1pLzzKGfR08O+VNoP2CFwOLje8MvvXZr0W+RpwlVaDPWCcCmKBhMYnRFZfSM046FVeRCeRn2uRqFg1SzNG051HwVK6GHqDK2tSYdVy1JzojuKyTDZSKt2ibBaV1zAig/IHEJAhJU+rLjTiwC8OzZM0bv7W5AhMnBwcHBwQFweGnMh2dFVAIG6llkHRKqre2YFL9arL8hIMOhGgVjAQ84ZdZrCWfmyDjo5Jij+q+S8LZWBEQaVjltFIashjP0ej2VFhiYh9ZDv11HLEAC2DwEgkI1Q1pNQyOf+QiJyr7l4VxKamxsVq1ow1mO+lwy2lJxwXql6ihCykN8o04jfcnccNiuLSrI6hR0teuVk7y1/rlC515neRvA+QWyx4FWmTHXUsRU/6VwfX19dnZ2cnLiHFSn09nZ2QFD5t7enifnnAGqDsoDeAGyil9aoZrZajotKjGUIoMx/bC2dWnbi+obWs3pPZrJ6jUGOC40bdZ2xmhaio+AFhi12Nj9ybUAyxeaOhQ05ZI5tX3Ne7hWkOPyJEyo8dDJqxvOsjVY+DNhXcBda/BiKGg2aXcdchjDLDkxBjPwExWmkkVve3l0kZRSM2dDzAKinqEGoeoyUKBBDyHksZUZBhkr4cPQSF+9euUhmbB23W53d3cXtLKQkz3UEDZHvVQYlJWZOWH7Qd4+FWXbCh4bKGksVr2La+un3FuouYK4iantGr3Kq1sVS+J6audqrwXAHp26xNchy5zKrzD1j4QERiEBaOuxDAROiCpwL5dLhohKh1W+RYHYD21pAe16XH6tZRU12FArUlsAyyyrRCqsDNKhqJ6EdAhGJa1wUmolyXNYVtEdMrJbrb8t+UP9F0k4/svs/C1KnOzEZuHVCYnyCOPx+Pz83Jnzs9PpgCHzwYMHoYjMbJWNU/dVWcVLqBOi9papBPI8h8xnraMhJlCq3cNZNVpfB1VATWxZXW8i/YRjoVOBh2wzoO0697a66H7MXruf2wLgjw1FV0IfCtOjm6ILf+WsJIQDtb736OlT+1ZPNZFe1rqu5dXdWGqZhr6ptJ5c+PcnQ8h02rBaA6Rq12kuLYnPvbEdjfdoqGDS22AwUBmLrLoQgwUdoURrSyGhgRhMKJsBdCIDIW+xWACJCuUWt/fDbDY7Pj6eTCZGGQpPnz7d3t7e3d3d3t62D7bxa0k0BOqvtQx7FhC4pVgAt6BkhLdI3slNBJcoPBiqHL3qYN5CAWYJNXe0222ZtUgCG5StscRfY9UAtQaaFkFWK6elSVYdOmNy9nRqJJK2FlrKxgRQz0JttaGx61RTWr9QQ5JGqFTiBPQP/iasTRSHslZCyKAJtpJAdx41WwIUqxcPUYoVoppIO7HakJCRrVrvy7DKAd+gnpY1GvpXAi2AYgFUWCsisI51u929vT14vry8fPnypYdk9vt98P0ZjUZ7e3vD4VDdn/amwvIoJIUmuZaBAHLITlArLKPsP7JKfk+6KBoZAkarsE7c8JjWwF8nsg7sfU5uJ8Q3Kr1kgjh6ddiNGmIoqyGZJsUyJbJ8R+Sgp2+QW00T7qXSvuFezStrl2otogsXQnpNmpYvg7ImqrmhH8u6KxKbnByGlRKqCvERmySW2C6lmu2uYinchtlhbsIYsgrhX4/jSVnd8VkUBdwWwr7yLy7DZVsV1HY7VDNijel0Op/PjaYBgNA+fPjw4OCg1+sNh0OqiEbArLBZgGzg8cbbTpAM0A6r37IdAn5A/X6fifuh8TaR86jaw2+kaE41ZQdoEyh3ehqyxTX2q+FDW2rJm0L6NoyFsDd/FmB32uWzM20sdplQBwqSwlCtwVgRdWOjOkT+1NHynGOvDAeLtYIuExsSiWS11HrZ7IdWSL1qFVgzxvh4zobNvCA7iV1qRcY3/qXv81W3JrVMLKIpqyhgu0xtPTAt9ORDV1XfP1Y5lZ+y6oaQ2A6EoCCJ9wCGw6FBMqmKIiQE4B4uimI6nc5mM7sPo9Ho6Ojo8PBwNBpBPoHQiKRcUmu/yFbnh0pOIXUfmG0g9oaKX7UeMXKfhKaR6S1QD1wUBfoAwh6WnlBS+CvdqRtCaJ0tZVndDJXse4yalZyAWrIV2t8WA9EiI6IiXvoMwdBSmYFc3QZcmTJCUxtKUP7mkulCUEMbS8bot/JlrFHTVnRkbr1QHmkrpjqK0E9YQK2ZkaWQEKy+DG0XJJnNo5qMdBMSaB+YXy5Dbfhri/wgsj4wZDXPsKeS5XJZm82g0+lsb28fHR0dHR2NRqOoWTKgXL26K2Ht8jwHkbd2tyN52Mxlq7WAOyTXMo7VTkVR5ZtVb5pLE6lxR3kcgmLnkFqUbwUMNjdUvtPpyHjovAqFd+LYdoF6xrTS+jqYpBq7ZmwD7eoZmt81Cs4sKglUuU4pZ7OfKNjhpCEsib/SN3KG6Ru068g8jbFrL10hPDVIak1T+qESMqvkD6roa7I7JTMR1W0AqTSTMBwOX3vttQcPHgAybeuSW2qNq2UEJeRV8ut+v1+rXoa5Wp8WKze96NWfQjJ07dqVVdpI1ZzprEQFoBO1ObGlxGyfNUN5eyt0tLZR4BsgSTj7qRXu3A8SHyKwlx5eVmoEG2IPFdq/KSxBRx/iLPzyhPMl/VWlpvRXVpWzMzYP65wcuWUpKaJCXhZJO2X3nN/SRmn30EesrTgTCirvYhyzBOh0Ovv7+w8fPjw8PASm294bHkAGwlCqO/uPlx/YxZwTEnU2WYU3NzfGt60gWWQv8FbzqE1Vq93Jq+jz2P1T6xQTkszugtAvAbSykNU5I6kMMp+hQUKUWEUlllAsbwilG6dSnf80RFGrZ22BarJ6Jb3J6qRGvzyOBAwLh+TCWuyAZdS5Zp9LR1+D6bbbbeUglQT8X6nTEiU9ZORc4d/aqtoCRHl+kla7DXZ3dx8+fHh0dIQOPtR9NDQi9bJABJgi1XU2dopA3LQdTJz1ZM0sL57CTah7SdJdFVVuBNUVKwFQhWB77Ic2vHHQWky6u0kAgRsdZbPbcJzMNjJFzDshahuH5sTyoc00uyBDWE6/A9sDCl0PZL8ZIN4MVYWfg242VLIsSzXmzxYr6fuQIxyolUL9xxNLm8aDp7ZbiBzQmU++ZDb/PM/7/T7aMEKyI20C5lCKtuhZF0u2Zd/sz+WuQN+xVg75zs7OO++8IzMYMC98+lNeWelC5AfmJMSwx07XYDAYDAaUACeIAlmMlInFitX07vRlMhifyx2+JDeCMUBDg01TEVfIe3mxHtzVTuU25bYhB5bsm/15KJlwGhjcvwEQywQ5Gj0qK3kK8LkMmB5QhC2rpGkJQ6Yfqp+j6wNLYJRlmWQ3GeR1tpgy4C6kqPiN8JcEVIWLGtKcFCQ4LNSurO12IdSHWowGdCgK9ZSV5z19o7aiyhMAaMaQB0ylmnme24H52B8qDYSsO54lq3W/soGNWn7b6/WePHnCXkJ4Cegeoc8sQwo+UyIa0m3g3DrXt1YTA1i+XI3TlfsBwSPqGaPICJpwkvxOZJpi2RMG9D612DqNhmBZpWEshI49HbDdmNUacNT+lZLVGiUNtKACoCPZRPPJz1fVgbR7sec6M6fLtohRYbpFWImexs6paJRRUz9qCJE6ew/ZBLIh7TQ2X21vo6r1FGPbVN211EPPaCUPaC+BZKp6RXUpoaTheTDTEGkAAJP+SURBVEQp5XQ6hX+L1WQLsg+hbquF/UvsWS8mUCKziOEovV4PmGI1v1VOQG0rmX6E+typ7uJG4RWpZm09Tg227K0kKow8q96wLboggbtsW0mMs9VUKiFGQf2QvqeMYK3S2JanYyX+hqCOmqoTWvEVV9tFGqlqEYxv6elj+VIkf4lbRZ0x6QvSCnQ9NaIQg1OMWFIWLkkSc7pmKlNjswmqzMT2gR2NZGA6A+zygEo8iD5hx0goigLzpqraWgYq4cwrPwgPWqeeR9mqwcnwcJnNZs77Aj2QryqynPdRsBpQztjf36c/3dzcjMfjQrvgcGdnZ3d3F5K+qtUul0vVAxMQqy0iRO1DpJpGGZW7rXUQzUx5Igq/lAFdNN3k6oYH4Y+6/0AlsNVllnbWhFTHITDtunQTlYoWyYy2i2RphU41TMgA1Ao1hTmZz+f9ft+zWxKAKWwKX2K8WuzEJiEkvDldbT2rrGo++JQZMn6nunqa/hRyLrefnSCJEJIEQ6ahsCZOapOQYMeyGczY1lHpKrvRlnu6KgHTnd0EWSD9U30yWUTHfD5/9erV7u7uo0ePhsOhs4mCZOWVuB5Rc9RuBLMTMDpOlyv7MLYCzZfDAFSosCEboPYENbG1sQqtU8cvBNj5tmJBZdNvd2JhdB4aDA+xvXVRzayaGvu2DWcXg12puB5DGmuL2zKgVi28yQ2hcjoMnPpkP8pmmtiQMzoLRvTU3OLasapkB6jAgS/VbJYyZ1BRFMPhcDAYJHdYVSrQTobQPT70+31IgYuxPei03BazkgB+HSNAqKtQD1XGoKa3CF8MICHUGeb4oyquPIeLQot649uF5rIEw4RSuaiqo9SEeehbt+5Q4xYr9FJNlDmQcPr7kYZ6QupZ/MlYe9uSsSbACaGNNl8tmOpaZzC7kgTuUirf6KIDVYBUZ8vlskXdrAR6JlU1OP7ElPPsHPrX4ubm5vj4uCiKe/fuscwpIWAnolYPb2OuwWAAWf2W5BJyJJnJR692n+AoWlHSqPs2r3wAQXGHyIQ6CVOq2TrKw77FllepJvMGT6iW/utZIPmy1qJkvwEtSKdKA+sZQpr8sI6Q7hD4t3rUVwARGlq7vXZBPbSUZNZCURRRKvsoJjqEDqJ8WKIaajjhnnAdbNHuDMacFFVQXcOLgg1gBgxwXlAvAkTtfZ50315RFJeXl+zlzc0NkC7jw2V1ESyK3SAzNWSc8WowyqHSB2c9zERS+yGV/KIIZy1qttuizmVp92wgJFsi4CEhfxM8GCzCuqGs1ObquVB1HhLd5VUaWJnTjpas1Xjbcpd3SCZ4NKuxnEQUeG+ljq3XuV3wroCGFtBYUHErbju2S9T+qHNiMy+qMCq/yklgO4r4dQMKNgqHQYYY0gL0fciEhpoGGn5uWz2zVZdLFeMbWyt0Ta46BGCWUQlhz1i/3x+Px+yl7MnV1dVsNtvb28NdykBdmnI1MoSWKaq4ZJUq0CHguDJCOBntDNXDthxzBZBgUNMQimxdRYwdWCwWzSvHU4x7OzleMAqSZZfWW/db7GBDyiTPHu7Tzr/B9hUt6Z8W8GwPTWye53A2VaYNeejW133FSa/dw2BzKPlq0DHN4GAc71Y6Y0PDKbY/p+iPvVTLSxuPjB6xWwR/ORy+at0xmkaZkkJRXbvBNowdCl3b1TTISZo09hNTNsznc7ykBfKhl2Vp5HcFzbOUunDUHoGycOcapJPT6/V6vR44OpYahO4AsbUdIRld7aGfZZF0t6Pd+hSqlo4opOqPVTXblaxpH9b+um6yHQUM/cID6s/h37Y67CFd1GOckdgQZ48v1WQ7CSQzJFdkq1OxIgokqJVC5xCeO9VdXawwYDrITIGte5pDpADzC/q62D4bUFYXLxsEoLYGgwo6qSb+i4QqVFIFxq9QRjsP2+plV5FqMpnSqUbzT5q6i4wamKOHnWzFuCBse3ubXXZGgRE8yVOqOZs8Vl6V0mTk7KD3LCOWhli/MTAYIE/H6D7EjVQUhbzPHKB2F+UEsopNhFCltlzo2RmUOyGtoZAIpUIao2CsiPR1YCKmLW7mq55cRh8ke230yo4klH2wW0ccxZINNDxBn4fB4bZQHdhCa8bmnbG6mPhRfgjIDmPDncNo0WHahuTz5kccAEUgBLPT6XgurzcOnv+YGSpNiiIpBaUHxpBW1WfabujlFoHQ/pFMKIJNdCkcHR11Oh31KrGyLMfj8YcffnhwcHB0dBSK4DRAxbCZqRQFLpD6k4OVFMuX8SG/ZRv3y8a26ClDB3Vzc1N7AWotoJZbHa9hlLFVAgnHMAoolwwPm0F0oOHD3SilhVoI7WQapuh3MmoXPPgzDRoJanRrGmRV3QEtcoIbgGTdTvJeAeTYxMsmtCKeChGJLKv7TNCiSe8sa2gzqBVVPXJGqCpJU0OYaDQa1V7AKWFNWADORa/XM7IZ+wExlzxuuc8G7GkimSSXVbJZcMZu0hPPbmkIzbWs0maxAaiVX9eEh4GgNvebzfO83++XxCrBXOWjtg2d9uQNE0c188pN0SmbZ+El8VBcA7a2tiA/yJqOCqvZEA7uMtBRwAOmGWLF2JvagLm2CKcT8lWQjjOhr5yVS+egWGhrHvI87/V60p6NUNsKLYDq0JBAkJH813avbJWspCiohQ41DWO8vr6ez+fX19cql+DUGSBewnyzrD9tYYkNi+yhDjTcaQy5rYNqAjFTVe53AeQ6RmH4taRTwn5kvn2WvBdDujv8tckuD317x0VkRuyp5ThkkcKJwgK1GwgkA4wmRBSJbTUfRXMM5WFCF4vFX/3VX3lqo+dfiq2SVtkQOqXdblfNScSsy6Fq6XLU9oFCWwGasloVb1Ipcz6fx8b7UtwCVB+NQdThufk+jJJj2sUMrVBo9bCD/k/tLWwecDmszRZrNy3ZviYkH3rVMKDLPjj2t3S61piEEKXpFpXLbe1LD1opK3B+bmgLk8HogwcY1bRLYhm6XtRjdrFYXF9fg1iwbHZTWG2HsduxBp7FYjGZTNhLjLnc3d2l/758+fLjjz9u0mEAaaimvzJxX76nb7rd7mAw8GMHNv9UhZWGdtkRW5MiAbYQavuT60GSSd0vJZaIGkUsA/RFhLzukqyGNHsdIiZYLvBfQD4h4tK6VoDuBCsmIQS15IHpb+XyAHKkA4Z/qUZFbn2sB8NU/KwlrRDOVUh9xOLoDf2SbCLUelQZo92M8Nfwr41eY/M8SEsqqmGpabP165wQ8soNkoVIdgnU6mZlMElRFE+ePOn1eufn5/Dm+vr6ww8/fPnyZVo/S5LRnjVk8IhsS8uB7OzsbG9vZ243v9oDyOqXrlXSEoE14BGTVYWUFiqo91SAgRyoplFPLZeca/d/RUHpS1KIw3degVALObknZx202VbLZz5+tFZvGaJbNio2wh3tXgFCYzgKwrTgGS1Q/ilNkIA/x6rUvBESpEKGB9pRxqmVYb8sVlteF46NP4XWUuqE1aabsyHqQVUFUMNtD6uiKDJWySlbxAmPpdBADrHDYHOyP/G8DPXTWEQQHSB+K6RKioLFYvH8+fNerwfKz+vr6w8++KDWAwi9eeWNK5jqgX0iaQD70GC2cpFbqqw8IPLKzxMxbC2LDZsKY3JqcR97kKZBtTxt1ziSmbgFBalmWi4eQ9MTAhW/o3nVJoRI3jLCqdNZTaajZVidHmJ91DdR0CHxzYjKWhfO0kDFq/7P6UKA5qaJSiwkO3Xp/4bcWUs1Q6erqPKhsK/YMaMUF9CHcTI7nc5isTBmk1E1oyqV9ZbdU/tpQBSnQ7nXZXUFGw0RMwC8otT3TmJDI45oUNpisZCxjO3Kl+oKwoRAjD8QTrRa0UAmNbDPYFSBJ5jP5+fn559++qndsa2treFw+OTJk+FwuL29vb297Tm6tchXBawZhWmjkpKAUVUtqaPDUWUdpLhGJZ73GHXAqCbu8BbNN8YahQRKOOZq2AmrrQzfD4gForpEv1J539iqjPplVXnlekqxxJriNLBRyQcAojYQna1Yysl9gsCKtdrloK5e0eCpvayVAu22pW4qSi4JFbPrCVUIJEF+CPyXxznz+vpa7jCQSGqZevU8dLRb2Ox64CG00UGVAZwsRQoqs5KtriyLASjLcjKZULXn9fW1s6sGkmU/UfU70g8gk53qlkRMi1FGerQvl8vLy0u8PbsWut3ue++99/DhQ/jXDqP2dyMjFkd1+8EAZZ2qnGT0IV+9nZQ+JCDfWgwehRZAyhyPx03YL6f4ZZ+p0szrQj/0bzZVnA3NeYsMqL8qORbsc0hUCClIovaSLU9HfcWgIDcQx0IaL8LThKpAFx5mFv/aH4Y611AbgC3SRMN2685dBVyYkxi3CFSAMISJ5kDVQYxSsv7Agww8VzF4c/UOZT+RZLa7bfzw+uuvHx0doUYuyqONLVwsZsGlL1ZzmlOJ0KPqKFvKbGCfnTJwKzX+mglZtiQZjjwDYZ1hD+q/v4dWIG/stoo8rpRrAdKwnB+fY6Mwirb2CZc1c80NR5bJSNc3TzUpeBxz/M2xQMDWSZeKLBhCpJAFVCj4UCsHOIGeDWgaUDYLCWiiBvEwN5gODb1+QlafECQkVaFJf7a3tx8/fvzkyRNawLMNYMakGtC/l0CkLlZvkkENZ7Gaj8nTH3XeqGBhT6zaYSaplGHNZ6YJc0V1IUxbLjDswG6efG6Yvf6igMoSRVE7/IQiQCQ9sQtdK+lG9c2rocWf6K950q1MdhNYwC8d1hqQ6b92tTkBZNjbOhgoMTDW22a67S3SCtVkyigZVVJWt2m2a4iS0Ov1+v0+ZGFNRoX9ft+pscGdAw/D4fDp06dHR0e0TNTqh5ZSnbScuEN3Op3hcNjr9cB4pkpjCfuwDJjN1g3qqQEiCk5AbbmhMr7Kr/1qF1rEEhuGhhssW//Y5R6mrmplG+mHAPwM7udU0ylGbOYE+u+DRAon39OH9YmPNqCOwlZzYQFAl6rUwkAtwIIdM582D9cdnmXeSMxpsNbbp6k5Ex1/ovhKmMbRaIRCW+Yzgm5tbT169Ojp06fUuUPdVBQvhxjYKJIAWx3YhVYoJesM7adf0PRX7vwJthYE+7aYIDS/DXvKrYNcO3UGog6OsyEKdDt5avNDchpe9qE/I2lUn2uuPwTAScF7GLAknHnASmzutra2+v0+k01D/YBjjE4xISEPkVq327VpvKSa2GE7oo6SYYYlMx9jRVFSFHYAzILxkUyLxTz9VGKA82O7pWWryl76jFpB6AA4/th4HAcbZf9TOwZSJo4ir24By7KM7aUQFEWRVzF83W5XdVza2dnBZ3Ayevz48d7eHl21kHSISghWpiQQOe7PbxLFatslA3hgmV8+PsiJtae6rO7DCRVgkwOKWcyPEfqQorxQGVTJop88bcgZuZ8T+zH9yuZ41InCShKIdwi/hZBMAqOj9mo0GoG3oH1ZkP2TATLLhy20yKtXZJkEwky9c6U3a+xRpR3oOr+EkcsthR4ToWb84gItnxFXgtoxeKrFh7K6p1cOXPrQhs6J6hcnb77MYtQXFBerKV6Z1s5gDw1veNw9MDS2v2kTgOay8K0sHqgV8fPK27Pf7w8Gg36/3+/3Udxkl4PS/sN1taw2isJg50Bo3WAw2NvbM2hSr9fLHcmm5UnLq9CFWt2AAXl1c3hZ3WhNQ4BqPzf4GNrtctXSqZIN+W1GDmbmvr8CK4dpAcWsR8Pv3GaDwcCmcKzzrP5YdNntdtUjYLD1rFhzyd6GUP0JLBECSg6qCSyNQfT0JI05kG9qd5qUu5xpYbqoc1OjtjskVzsbDEMT9Gjhm1iSKUFdsFhmnCGLULUSd0j6WgSyHWXVOtEYkua8JwJVoqoHmDEHmUNVyCqhJJnpYzGoXw1ra4gRACsNh8PhcKj6zdKtjH3GbCBqNgYVeSEjH9L/2yJmZi6Q+pOfJYWYE6ppcNagrrLqrMiqol9RLtCYgYSFxoyMHsVs7WBzontIAzsuMycRO9BVY2upZIPyFrLnyd2uhVrOiYInuK51hUcImvMTIbqeUJXkidViNaS1qJI60sOJVdvTigKNHJI8PP6TkDAdUuBTZ5kqBvEvaPyyagZyM7YyX1Uy+7cdyivUcMgQIh5F4yRj1hLP5a5lZcUsRQQ3oLmCJNIz8B2ltaFGbarT7XZBypQukRRZ0yktyxIQqCr95FrGA9Tp0WKe7UQFNaAB+BMOOTnFQV4pG6W7MjZNVehZAy88A2r3Kh4ECZSzVOuB7ZSmsaD7AbT3eBJlYZV4qNkJ2Odst6Q5ijfnkim3rWq56L/J9AZQTTIVLzWVjMSxNqpkJVn9sgzrLTWpOnMcOpUTHuBUMzTCJtqntsJ0kkFdUVbGkE7YwsM5lPsGo/JDLoIMlZckKUmUNUvFPhg+4SQDEpHhYaCVN9xq9PwbOBdDTUDkgplE56Dk1hHyQPKKWM4mC2/d2IkCetnv92nm8RbPRXMdQAJIhX+Wyk8wYPxToWUcy7Ls5uZG3TBOUQyPpJ0dd2Ng9KEVEY3+uw7hUvLKarcZfg6VCbUC3HOIcV8H8B2mtupPWCznPYSt5LeoezFkNaitNv0V+4kpYVRBxMDsTtk6FhARgPhC5QkUO1CygV89XJtfeMImsHLQylJNbNHsYpNy1aJDn6ljF0ab4G7pVGDX79yW6rRIXsrTisFWOs1sTP6mw4RYRruGJpuwDBjYanFWLYQms93oTITmtbHF6ogMwM4P2+rPFx1CM8C2UwgbUPWSUVsI1O0HZ20dwXIuRp61GjskD5HLibUJMQsTepztsgWQvxrOMiDxdERqRHn5VCuAVJOiFWwaItuiKqyVzFSkTK1oy+r+JtTQNiScIUDlJPoBod2R6i3tSoxwKboNmpiUEsZee/IZ04a+oPKEl1XsJm4Sf2eK1YQssLiq2N2caoaglf2DO4Hh2VAS5jTwc1GZ5hPQVjfaBVXw8H+bLDA4+ftQseY24KK6E9tWEaXB3yDZkGwnwZ7KJkdOCiKgC21em79Mp7oNoMXIWbY5cAJLAezbhD7Yoza0iOWqkxHVU63JLyCvPDtogtmsitoE1aVdQ1kFtqpebPTgRSHEBIhlZlUGXFayJvmsJGFdyZIlM16wrtL0RnL/RI1L1Qy1DrEu0Bsgk3YTMPO11CUZRTsHqNYv8/CpYlKoTk8PqQu9igFYx1SXi2Rq1c0r13lYBln7xgwkZVlikHtW0Qy8UI3OC2iMQ1K5Wjm9tFYtEJJQk/MCUwhJ2yDYFdVNjZR2rk9Br64ydKMWcadZ4LAwYlt46PV6g8FgOBwyCgfBJ/CvgRdsPo+to4p5jYBXdSpCzRl+p+ontG9gkG4oimXhna/+SkmmJOEeJiMXtihKlcvqrlbpSqZOYxqG2QDpcqpt5Veofg99W8vgyvL+3R6qJMsyuCwPYQMcSegI2yguND+1X/mXyRMfrEKXyjoq0W6o4JIdygNxnyDrgJ0fQrtia87IrBn6dA+g0iyKeoWueQKdpyw8n8/h9hWc/CaIYDQaoQRgxC+XJEKfYjfqMbskt08n98cA2FToBJSRbFAsLCRE/OylQaIbdd0VbY4m9LAHYgdUSG6M6khhEthWt7kBVpvxJvS+NMMHaevs7PvPAu5n2N5NZHFjM2QBN9TNcPk2UC39BvoTRWVzAhvoCQBiVNYNtZiEkD6GFdgAI5U57zxpArFkmKJv9pNHpqYHHhFTEwdg9X2n0wGWrdPpjEajw8PDw8NDSC5zcnLy/Pnzs7MzJJM3NzeTyUReHjIajVg8u1MlOxgMau2d6plR0fFisYBbwMoq2SzC+vLn5Xne7XbBnIlOQJBqQF4BrYKHtIQ+lOPCi9VkedsSnMX4AdF/gTnAXUqZGMoyqvrPWKCfIx5XpSgpQeJD7TChTji5iwqAEUzuv8e2zYA1p5KHEDfZopW0trkskpqujx60pdaK7aFUdcBKOfvjX6zWHbisK3CbNIBzEdqgIZWCwSKlcZGezrNz5Wml0+kcHh7+7b/9t19//fW33noLPpnP56enp3/913/98ccfP3/+/OrqClufz+cXFxesksePH2dZtlwuKU31dBhj/GtBpZ34TKXJ+XwOz0BHWzml6kwCaaROQAgQhlE7/w3PuarqaF6Vrc2jb5bLJdBp+omq6cmIQ1BaD9U6r6+vad4l1S6ToL+i2TBQg+X5kBUrwxa7WEojuVWQ742OFSSWkXEtsRyAWrhFCa+2M7HRUP6aE0pmdW4+BnPjl9qXa06XnUVl1IMH/xw1MbeuD1TSK/kdVkAq+p4+ffqd73zn7bffxmpBKBkOh6+99hrGYk8mE2DS1bV88eLF7u4u/luI61VZZ7a3t7e2tiT1BQw4GAzMoWfYVbSkYp6zUElPhbGQ53mfAIwRU+jJc3VbCi7Ph9T/mZ4R5+c2+k6DWM1biK8FcHL0S3HfQKx1wwm1WKW2UZs1bxFUXoeuzh1Ej+uDkCt1Z/VmxnbnRKqFW4EWQsgp4Jid8XZ3DULKcbqWg8HgD/7gD7797W8/efIEhTOKXG5ubjqdzsHBQVEUL168mE6n19fXQDjH4zGt9uLiYrFY3Lt3z+gSpi/odrvvvvtut9v9+c9/DjpV1sPr62t0LWEbRUVn1JxJCyN/bcxDMtIBAjkcDjHfLEqZ8CCFfip5gA6QtS63GYuJlKPzvAwdYIkNQ95A6ue0QKel+zoMU4L9IZWi2E/gcGeMAn4tyRU9lNYCQxYzCKV+9txp6e7bdXAq7CG5J3eBlMIhxb4VIhNTLR2iBzBK64CfxHY4qnxCDbRLjaimIRbkgWwsdx9qY11ef/31733vew8ePGBLu7W11ev1ptPpzc3NbDabTqfz+Zym5M40j9zz8/P9/X2bowdR8unTp9fX17/+9a/V4FGU0gz9dlmFl4T2cVnlDKo9FSp7gTRA4uK88vQB+XIwGEC0CajLKL2s3TaMJ2CbECux+58MqsVdBTo5qvaCeWzBijB306bdreshNKFOF3RG5WPwjdwnSC9VD7iQu28t15IT2ICYeOtgMwdN8Kr/25D2HmF9uqg8Mjt8yLphgyr4hn6iwKkmC5NXUZhn3nGLOws4L9QMyYJR4OTvINcBvVUqy7LHjx9/+9vffvDgAX3Z6/VwzcC0A940Nzc34/EYfCxDqvblcnlycnJ4eGj3eX9//9WrV7/+9a/Pz89lP3d3d1EkDQHrg6pAA1cU8Hu0a0sDUCMPh0OglLABMEYWyni2ge1K15YzvTy3sWYtG6h6FsyBLFPjBqgmPEhhIg3QD6gWhcUSvxA+kZwHPNhsnyfvym8r5KsQ+zldNUNR0YpKQAKe7jX5bTnhcxrpnMRaLp5xiPas0eg9+VPtjKtfMXY4WyXJtqGYMvu4MNT15u233/6DP/gDtGNRFSJYJZHLBqluPp+DejbEDRVFAYRwf38/1Kv79+8fHx//9V//9cnJCftpOBxSum5oDsvVJOAYhH5zc4P6XkwMxFrxCwe1SwbXm2CwJjrQOt0E/IeQVZhg24C2YPWX1Z2jsZUYYEwX/oSaT+y/yjiWq7fXtShqU1OTRBE5yUOC+98IWIpC05TxZ3uylke0IdS9hgrz3O3/WatNkeXtw+WfWHZ/bZ7neOUDo4iluF5J7YB6KPyca3PmKYFMACQfZ5eG1liSWqKoiqrMgkUnIooJtUuic78/+MRmQt95552vfOUr+BLVCPDvYrEArSxoOHEX0rvYZCvwfHV11ev1RqOR7NLDhw9/9atfnZ2dSScgCWhyk7Z3+lxUlzgych6y2KuzoUIncMsBaGKHwyFSSjRnUs7XY4fzdA+XptY7FKutHZe6hfy5qxg3icQvJNEWq+A5FLa8zl46w3uyVZ/SjGBwtruA31IvNmgIDSlZbHkcnaphNhBUVD83oGcuhSuy9DUxtsE6ljIK1L7JBWUHEyyyVJfGmKHmM/83OqKyzrs9dA6NTakyxRnhF0JUM6uwnlF5CJUUq5chgG99LdJBfK1iRqiw0+l84xvfeO2110KVoGJWJkNhDyqMx2OkKFk1Dw8ePPjlL3/5ySefGB9SwF2uugtlBE3LzkgvGzkbNqo1lgwiXLe3tweDASQ36PV6mAeqFrAnKiGU3cBd7alcLSanQr6JSveYV5bdrOL3QxSxrFJPFCQDbahC9Q2tMHRZuqfPyBSWRLnCXHLodsJnJ5n3jMUAlSViAl8s1cwq5BOV4iNUUrZ+u94eefhyWQZFIGg+W0UCzrGkCUWh+mtr6Ha7reR0C9af+TCRBDqeqJOJzYVkC6SpxuzUThylxJ0qG7vBJEIBYxN85Stfeffdd2n99FfwACqqWPXJZBIVM3Rzc8OUTuBi+pOf/MQjYiKERDF8z9AZUHqJ/UP7IdmHu1NlaQfDOVxArZoznVoyFS93Uq8stncvzI8ng0+IU6QFMCwV3jDVvZ/e0GIJElXtGz+UlRNZQ+mE9oGaWpoIB1QbWct/hI4PQkMxhbE1ydxME6Dnrqx8waTmwMh4hSxUFjMhDdeRAQr9ZSA4ChlTY01r+xMq0F1q6ZXpZ7FMX2352q2Z1TkT2U3AhxQxsfKqhCrrofj3wYMH3/zmN0M+w2VZYmI8tX4EqMHGLFDn5eXl8fExi1Sp/cpoHd7P53PkIvGKzVBhtX4PyInC5HmdKn8eU9GztlD0l3JYbevOTesElTZn5iLaNAkkbLivAzlITGTYpJ9UJZVcj7MtvP8LcmJcXV2hogWLpcl5+AAMVqzYGoJQPVGMILUu36LI2ASkG7NHycRoaraRBLZRIDXPZVlKlVsr0EWRqCGzic+0HnWb1jIpqBfyNKdCLuJemmSL2Nra+nt/7+/RdASZuN0J668V3D1qvU8//XQymTiVDHt7ewcHB/BMlcOsJyzBLGA9pkkG36W2GGoAsGhi5jyWxyB2lZ3qWeNIe5g2A2IJkkSv4AmVVTpe6EzoEsooJSHVl0R57cUCcofoNDuZTJaBW9uilGxU5eB3R5A11DLKDYHtoi8QBYWjEVoUWEEnbxrbdKx4mlA5/beVWBQV6r2B1I3rUYUZIjlVGGZCwWsr050DQ9zRUDNwcHDwpS996b333qMv6dUfQDKxCdYW7lFnDrz5fH58fDydTtVfJSqE/Lc05y2lmsztyCDYs9kMlWyefvoBnICGwyEYMul9JqrVx6iqFbHDj4jXdMjzyh2p1Ox/5Sqw3iboAEKcaxT5D3GxIafrWgiZzEPqBz9Q/SF76a9hTZi9FmKV0qxYrcRCkzyHgnRrFWahPtM36tlx6g7pZmM1tKJEac7i1FPN5A3kp5rMnnFbW5YB0Lk33njjm9/8ZnIlQCHAqocvQ8t2cXGh5nmXHwLa3d3dPTw8XIYvK2d6FYNggKo22WxpAGY2QM1kclWb3Bh2W630BEkjfUP9gNpqSALylCFuzwB0EYDo3lb0E7JvWaWkjaVhqrwe2722hmPkgbFBLUbTmKT1MHRrvWTg0upHi2kUJgnxgnYfgDYXRYHplDOyOaO6HQsrt1LLPjWsvZZqSp6idsBUhxMqUMuSSOUnJESlbzqdzuPHj//O3/k79+7d82dLpwB7lN5aZUxpp9N59eoVfSNlbuo4PhqNdnd3Q3eTZWIm4V9AcMiygFHKqb42CB7jNNlXNCoXGEmZcpadEzb2PM9Bq+zpZxbOBtfWcTIUjMw0ENqK6KfA9AFtmfHo8OE5gU9ny9ohuZ/KKuMVRv2GKvG3SxPKh0QiutvV/SNnL21KkUR5iK4z2viLDnQeYN8yFaDHQVeikYbMOt3qVKsPXNc6hAFL1jT2CgR4eDQJagHYiE02k/Moyib8Phf7+/vf+ta33nnnncxxLRwD9ODKsmxvbw9COUOFgaw6SQLQbwjuHI1GgLCwe9RUiQgOwxvKKmUoGjgxJ4OfWUkAac5ElFRbLboqlJqznExlRf+1nRok2PpPttvhTHoOJKVenepCTcnTpJ3tjWFktrVgOdBA3mJDSOP9Q6NCmA1rlUJijUGtr11t6+hAS8UVgwXEEa1Dl2AAnKwQopayFiXeQJVD/tKxPdG7t9ZtlKzmUtUszOahrne+ClG9pZc3PXny5Dvf+Q6aM6UgrtaA78FlFAgh5FwFOhe6tPKtt9764IMP/DFGvV4PLviECnF/hFz/pfqF7Sp51wqrwZDsjX4inUj7vAmo26N2t8vZo1pl/BU1JbL/DHVSlhy2wdbWlj/UpxaYzsaA2pVytojXlYN6dj6fryMWHiYEuSI7/UgTsq2SOvu8Gyq05G5sBvAkliSdGS0gd2YyP7c+oPKA+lNbEDoUn1NNdWeEyFKWZTc3N6hOMVRSNv1LBqxWvWEYDxsqkaL88R4/fvxHf/RHb7/99tbWlvpVqV02hDsyz3PwfKG/wpB7vZ7s8P7+/i9/+ctY1APs2Gw2K0kemRDnCPOA4aRMaLBlrNr3qgYMWFpYC/oVRqaili9ka2kCsYfHCCbByJAsy8COQmknm5Daja1yD0V1cZuxB/wjKqtEaOiyh0uMCjTcqLEThVh1NptdXV2xzcx0wvAcqyCV2v5NCpHyOLTC2IVUbuwNnTT1p2Q5BABNJPaHTSZz3axDAhVXSVITVqApwgptKUxrpO6MDTBlsPsTbDlf/epXZX52WTNiHySHKFWAdAVEVGap2N7epv/u7u7K7LLG/EAIR1ZJh8D141Q78UtRZdRr0ZCmQkjKpLaH2kpa1xGpPhrOU9RWNzzNYVutL1BahfgVWMSb4B25BJ0K0rrEQLV33DWZafNAj9takTC1Cq+vFQQVjSDXnmUZuli20p9GVDPkc5ERZweVatYmZnN2IOTGQo2IoMn0wGAw+O53v/vee+9h+CP2x1AFgwYPjFUZseHBMAeDwWw2wymSmWZfvXp1eXnp7CFCt9uFVER0no15oz+Vq5lc1uQ6C4yFhygul0vbiGULYQ0hVpKwN6dfNrLtLnmVyEYto9L4TnWHjN0uZUGirBi4CpAGCxIa1G45p9IC78CRldgbo7bmENxuhtUQJOB0e8sxqxZFvEznFNuuCmy96AYzhCWVHLQbTKEud7pdM+0zxNEhfOfkMlBTlDCAJnPK/Lj29/fffffdt956691331VTqIc6ILdsXrkaTqfT2WwG6KDX621vb8vN8ctf/tLwEqJzwmI28jyH6PLMFMVUggqCJlBNpLue8TqtO+wTVAqhJEHPDx5d4Dw83Qj1an0mUgTmwJmAednGU/sMNUctjRPYRs20RQwdZ3Sju76+BqrZIrPVFgZwVtJwYjew09YBCaJ8CNAwJ9XprdQMgAYF/0FrJeKlFto3KUUBrOK6E4BRYJn2dnZ2Hjx48Pbbb4NK9vnz5w8ePGBpgGIhz/OzszOazKnX67EbNKfT6c9//nN5Wabdcwh8zCpPYJRFVBSA8gqjmhiZvqxuqI4cXwRQvQKN3lHNNkg+M8IKhAQaxsY272ptnrysDZacbXWYH9morTzYjNYL26JWc7hXbj6ft5gNY/O52VqZwC8E7cSR5lUC5NqSTpCMzl2bEDxrresVbo1qgtLZSS9ViVYN4DPkFdpWv99//Pjx22+/jVbGyWSS5zkVNDGtj1PzCUlwFovF8+fPaf5Y9QqwH/3oR/4cswB5FeoAgPpV+xPsJ3QV0+kxarSOgDMQsqlTOHrWqKcXKSWKQZDaVHYmis1Cl64Q9aUdHgwGabnUaYVydMA1syuUETZJBaOgrEKVkGrKZLMl8R5oZWjq3sBwgtjaGDhrCJ36qINgF2530T2mAcjPZfdHDjz2uMmOGUrahpNAa16HmSm0gl1jaZ1bRL3wZN0QSssrFxgupYIHSKYDyQEghpIqSDudzhtvvIH/qlYlqlpkLQKKGY/HjJLt7u6i8Jrn+WQy+T//5/+cnp7GLjPMM2pWUVI0Jp/xg2VZQpxAbNOUY1VbCfUBaTO1TdJQaPVA0gpVutXr9fz4K5bTZJpwfFBvW5Sfh+bKoJpZGGfFAqy4DJAN9VatAbtEdztsG8iJQd/bHY4aTkgYSmPaJIKWbhA29rtFbsZpDw79avS8U11qG6VnilJmqmpbla47V7aJUJs2k7SMHHsw8gRf3llG2A+Hh4cHBweHh4f379/P8/z6+vrs7AxiNoyvisAFiuxg00pms5mRDy/LsjzPP/7449/85jdFUVxdXclf0fKHfxHZLRYLwN3yCs9QW+zfokqZW7umoQIh02ZoCwKNB9MmBm+EyEaxevsxghwpOBDRN51OxxMEGasMVNW2Km5Sl4M216mStrMP6Rx6JIZagEqA20jzG0AWQZrDWU4DdSChLqkvsW+5dvUj7lXG/IUaQnUF/Hs3XX7SoLnkivMM6pzmTnYhu2ZDSQzLIMdMTxzsE4bE1m1pYvC5PjN07FvXVucESs3TUrYIb8CHxa4cb/2Ff4+Ojo6Ojt58800wB87nc7wFU4WLiwuMObm+vp5Op0VRfPDBB6zY9vY2kOHBYABvut3us2fPanfh+++//9Of/jQzMwFBo+wlaLNBA0zTfqo6ajqBNNE8LbyZTUZbCSlmQ4CTEJL4kRKHwmpVoORWZYzatbJjbewo5ZWfFD3wNktB38jxDgYDNGRgnU5ndUaTJD4CXo0JmmmAe4A6/eaRyYBskMfQsz3UBJahwqF4ysxHGGLBrtOvdsbnqEVUt6VUZrDCBqtkd0NNVRbL+THo9Xpl+IL3EISYQq9dUxI21AXJX40Ps1VFOWBS5g+tfiIdZ4w93ev1Xn/99TfeeAOqms1m/X7/5ubm4uLCk3MVNFFZlo3HY7jnUvZna2trNBr9w3/4D6HPUnDMVv1fsiz71a9+9etf//r09NSQR2ezmap8Lstya2sL7mOy/cXZ4UcBbq3xGxLkSXMeVDShjcdj4xOYhIYWF/U9bVSqK2PFQUo1a/sDwJapDMQ9J0As3imJK9A6fHpVScUuTzsQlbrkdxyQL2mXqFP5h75X+f4W25XdgAd5yqQuByEZeySOBBhnUJGH+AJ1Q3fEHdy55j3BIMph7/Hjx/1+f7lcfvTRR/hyf38fbJa1lAPlWk9bNzc3W1tb19fXk8mE/cSW5Be/+MWPf/zjZ8+eGWnz4E5NOZ+gfpRaWTkWae0viiInNgwb64VknQSQh5PWDIml8CXVyWS+yYcyYOBUgxfTux4GSkQzNxGCPe+Rs1FvRtMPxa6IynfWtqvWA5RyWUG7VDMBfbe4P9Ng3a0nrJ0T8iq3pbNwVOXJ02JjidqfVAk403Qzam2sdXV7q3xGBNVUR6ie6oSFN1SOBgak12/t7+8/fvz4nXfeefny5enpKSNjk8nk+fPnu7u7BwcHqlsmRWqxm0CuEE0tNJ1Of/azn/3sZz+zSabqL0q75EGgYESkyqIyHLyxbgjpNwBCVswooLslykVICvQJ8Q9+JA4Kds9JpkqkNSFQCUbfChLd68nyXwuoamqXswlR9IYdboLcbBLoVFo02QNMlG83widBbI0KeWCgaoBigfZZasL8W6WR1JzACLcIMOMQOvLOO+88evQoWyVgZ2dnTB97fHx8cHAAN3+VZSmpFLhsvPnmm5AApTY4RB0+OM1CGPh0Ov3ggw9+9KMfffzxxyG/3yzL7AA4qVU27M0lyZGLf2+XQ3dCVCdPTk7kjN27d29vb6/VTrUDEGAubZOMoWEFWhEZm3wILBfk00i72ySEWzcTos12VCsiVO0uvbNnrYmkHsqAeEcGKxc6xDHApRqo5gzVYEPXZnly4syJKuzMsf+MCtUsoLI8Kqlsneprr732xhtvXF1dnZ2dyV+Xy+VkMqGn/fz8/KOPPnr06NGDBw8k8zWdTj/++OPlctnv91+9eoWuQyrdGgwGkBWB1n///v3FYnFxcQH/Pn/+/De/+c2nn34qbZk4D5PJRCWoBpIqisLgHDdg7LFVlMb5pOqBUtxj44eiKCRPUxRFt9sdjUZMmjECCm0AUqc66DJg8SqYVRXGBS5aFMvAFKFkmWuRAM1lTXpg8cGjscAH8D6DS8tlSUw3Gqo5RDU9mARxhX0Q7LE0gVa0aLcOmBIIcmXnJF0XCA9YEjYkGyNsS/YSsmGX2uV9TSCZrqs2GjxQNDFAK9k5/kbWdO4Geubtkqq3kp/B9Ixtb2/vm9/85s7Ozvn5OeBQ1cl2NptJgjqdTp8/f354eLi/v4/ZDLIsA6eey8vLw8NDoHy0J2yLnJ6enpycfPWrXwUzKpgkZ7MZ5JVdLpfPnz9///33P/74Y8P9pyS5yig0OZ+4TLHHvnXOMc9zsIflJFpxuVyiZsZjyEFjbVFdbBQ6q7PZ7PT0tNvtqjGXNkQxzrXEPl+No5A7n9JI5FxjO0D9O2j/sTn0mWKsN6sqz3M0M2NadtjSAC1mAooCmBMjbFoF4zSFPpTUoraVrJq62FOTLOKkNYFv1L2KURyGnKPWFuJXahkdWZhpX+lhgaWU2tTMcWDp6qhcaTJ8rqF1kjRnw6qZgUpIsXrq4XBIUeGTJ0++8Y1vTKdTlNKKophMJsAUy2NzenpKCSq4xR4eHr799tvSg+bi4gKSbbL34/FY+soeHByoWsHLy8sf/vCH77///tnZmYF0khfS82Et45J27NXW1dOFjiQMj2MluKfViy2z1YAZqSRUmaQ0FE9HpMqmmJ6m1PIPM8irqCoq9cYq9zC4NnTgKc9ByyCZpNOFVFxdJtY6WDEN3WwyV4dR9rQqNezEHnsUlAFXOIOatqJ+VFv0cIottluE79jALmV1mzkjukbbG7+h0Zqy160rElqjmtiz0Malz3L2QwEAoWMGogaKd7mWh1P6o4JaD8nbW2+99bWvfe38/By8ftDTD+qfTqfj8RjIJ8WqNzc3jOadnZ199tlnr732GrsX7OLi4tWrV3I2VE3dD37wg7/7d/8ufTMajW5ubn72s5/91V/9lbStZqsEpsnOaP3stYgcGYCzMaxRt9ulup2QqhlDbKMaGo/HZ2dno9EIq40N0nKCWq0cC8PLeIiKKmmA3UptXlwsQM+vVOBDb2tT5JeV7xiYNqh1I8Tv2/2XEJJdWG+NHsYyH3bJL6LSlYEtvALfCaF3odVH7tlYUGdALXSAbT+J5G1oPcYJAfTSeZ5T17bYttqJofHvPOifcSrseMput/uHf/iHX/3qV5nSdbFYgEMN8MVw7CGngV3h9fX1ixcv5vP57u4uVbv1+33MYIDQ6/VoNAvA4eHhkydP6OViEPTyy1/+EjxWjCVZBzPbSrVtwWKx8N/UxgBOeC3VlNbNvb09iNA1sm5KAJNPFr65Nw1ij0YWqeOKgjKcgAlgSaBw39i6YVBnJpk3uoMD9EDrat5QyoLYeugqIIdUVjl91E8MdZdtPaVx/7LOULV5lV2IxnfZ4jiDFarpV9atj0FTw0Lgod/vf+tb3/rSl76kEkI46rX9ZwJolmWTyeTq6mpvb29nZwdf9nq9fr9PdxL6xLIK2WUmWZZ99tlnP/nJTz744AOZkzZb9WuVKcpU+OKyw03Oc57nRigOQpo/gpNrjtUQ4tmjHJiqf1bbgud1B++jVpy9BIUNze/v7Eatio8VZurZfNVIxtC3Kjw5X8rP7wiN3PyJrm0xD0ffNZk0RHete03jQQt1jxJOmTlELaz+JN/c8k1hfjg4OPj617/+ta99zRY+IFzk6urKvnKZTcR8PgeKCFpBCAfu9Xp4ZUee58fHx7Kq/f199uby8vKDDz748MMPVZ9eZtUz0FNIH7Km8xbaefj+Vii3cVx3dnaWy6U6yS227mTFJNDpsq83aNF0R1nm2PXC1D/wAB5AHl2on9VOhjtC6gBq1csInm77a6utJK05SsyoNeFOzbkNKDuGCjhV+v6dnChrbhjyPH/zzTe/853veIQPPPP4ppYkZFWSgX6/D6ZWIJn9fh8u53r16pXsklQ4XF9f//znP//Zz3722WefqV2NkiHu7HLcEcjzXE1kmFWhkKAtwJ2AKkc5qyyno6wweSEYnkKrIbUXtiJZMq1yyOFAFTSLVQB9zF1IjuH/aTPdUGevCdwKM5oHLv9q0TDRIhiqXQTA0lkYwVKVRvNdFC1rYvSP7BP+q3ZLfoiZxmqH8eabb/7xH/9xbFcBQJ7r9/tSuaoWRrMW7K2bm5vz83PpoCSlzCzLPvnkk1/84heffPKJ2hZb0Vp0SbeLWrJW9ccCFkPUwqNCxBabl2EFwDkoVAbYl6xKJozhnpPJ5LPPPlN3znw+H4/H3W73+voa7xQsSTbX0GDzCjKHf2ztGHEL4cuS5KhTNWCgm8V/ISKb1Qynxtg5MqszpdCgKwMvVpxkoJFFlQaIXlpuD1OOmj3QqUgTginIUUtjjaEJtLV5rG/NxejmFMhZA92xod3L/IDYTLLLeWzURF2gQ8VCLvEMmBE01KINRfhyKjYPsDekF17sKn8e2YYIVBZiRhoAA9mVZcmC2UPNM3Krwv7+/jvvvMOuC4arnsE1X5I0taH9/f2bmxtPuh/QnZZlaV/7xeDVq1e//vWvnz17xr6iWxCnoixLuEHCqHAp7sNaN1AVTegn9V8KKscKHIAa/KDSbHvgy+XSTk9IS+Z53uv1nF55pS9wW1JEfE+f4WaCsvKAW65eiRra/PSUhZxy8b1aQ+22KSu3oLwKUAEyCV51YMKvtQja7AUlk7EIsSG5SgA0v9E+hAq3wjuqHWA1JAt/8pTB6fO07pGn03plYxXW26xCxSphppFs/q1SOtKL1jLNGbuVuq2dyhqWU4xpUxAM1ub111//wz/8Q/YVUE3g3CH7nadj0vGatUuDnfPVZC4hAC3u5eXls2fPPv3004uLC/aJuk7JBjMGamShyvLLfyU0UY7VVo7Ys1z1WGN3gyOEvORvbm4+/vhjqTNvBfwrUksMKM0DLxtGj40a8FzUqo4ZAMNHk6GogPucxsZh8rzQrTuyk+ylzXMbfabFKGeZ3Ukbm4HZ7Pe1FbYLqj6j9hPQRoToWaj+2sK1wDzCJB9jf2IDyCfM0drjrK5uv5V4TWcPasFgFVFOhZxM+B79BmW8x1tvvQXqUHDSAWMVDGaxWPQrgLua7Y71+/3RaKSmQUiDe/fugRx8fHz8wx/+EG7ilOnHECtRnwtP/famYfjF8znb07HHNRS9J99ADjkqX4Z6Ausoxe6Tk5P79+/TCrMs++yzz16+fAnZl1RQo03kfR2SW2K6Ew8TYBeA7YqHvzBjw+lPKCiEjE/y31DAdK1BiHHffr/ZWkD8q/7EnuH4qz5xWXgbr9XT2APGubPRaey5C5EQP4miJxf0k6qtLVu1iIdaRPY3VkvkhNr5iZpAQymVRgtq7JqM40AeBE5jh1z75W+SmVXYt6PRiP67s7Pz5ptv4r9bW1tAbqHd6XTKUHMITYCuDKhmlmWQRcjfZxUePXr0jW984+23357NZn/+53/+8ccfo/q30G68QpIppwtZ/oZdioX1tYgqAZbcjsnBGJwjkeb5+fl8Pr9//z5EfF5eXr548eLk5GRNHQ6BE2HJfxHvqMcydGo2rJxEIbgoivl8bt8ikAxNMKnKYiYLNK1ALPVKo3Zs4611yGoUr7oVGUWg9/21CEw1nTZ2T7gXe3DutBYiT6LOOdNKSdzBJuvJkycscQ+QauDiZ7PZcDhcVAC1QTI8SLyOs0A7CZ83lDgfP378j//xP3748OFkMvm///f//vjHPz4+PmZjkQjoDqqbAELa/CZnla21ytsyCYzN2NXVFagNJ5MJzZ5oNypfJsw5Uxt62pWDlY4/WDmyUHa1SHrtksnLBDUX5DqwqG+bNH0rEKVsDJWPOibq2jEcGPo2Cuw6KYWQyvBMEKq7iabuCNy5eE26WltbWw8fPgRRA9EH4prhcHh4eAji4+7u7uHhIST6GY1G29vb4/EY0hdkFUPdRLiker/BYPD48eNvf/vb3W4XEri///77L168qHVOuWsks1bB2xw6FUhnBKSXMu8EhbOzs1oHLoR+v//aa6/t7e3BngEsIJWfahqBsiW3+7y6rd0wilOqmWtJJfFD4OVD1NfTGeMNdAMMmSBlNt8JmyGiUWw6/UolDHfqVK4VqExJtxzzISgb+w/TCo161pcGy4aQkOCE26GapZbZS46h0+lgvh6m2cuybGtra3d3F0gmapYePXoEgQeXl5enp6evXr2aTqdlWX700Uc3NzeTySTPc0i2l9z5/f39b3/72/P5fDKZlGX5m9/8BtLhGmvgRCVMzv5icfESUHmu+u8BK5O1emYePnz4+uuvZ1X81iaxIZrx8uqaMFmARYB4uodk3v+JrIGeHbqpgGROp1PICrIOrq7hHi5WryKJ1YX8XnhCKAmovzLmMnRrkJo+2rBWJJ9u2lV77VgGZvZAK4HOQ3lqGIrdGytUM9ZhD4HhROifyudGnaLRaHR0dMT6AytKF6PX63W7XbgIcG9vb3t7e29v7+jo6I033oCXNzc3b7755mQyefXq1bNnzz755JPFYgGDVa+9BOspaHHZrwcHB1/96ldBLTybzV68ePHJJ5+cn5/7B5UGqlJlfa2orrmxAHOYEa93ucFatKI9fvz48ePHtPK1grGT4VjilVsATBddOlwEZYs2Z6bmk0I9Kp4+FMHLssTrM43IOXpsVaNGrdmyicuhjdRYEjhW0jBTsWpb51Bvl0jbGmP5KzuGyKvZ9Xv8WjyIKzmFpBQZVR1SFp8+noJ0OvncQ52eqIxMmS0AycOftv/UOd3e3t7e3oZnkE3xkMjUP7CEEJmHDqsg0BRFce/evel0en5+/uLFi3feeefs7Ey2CPm+IZcecN9S6drr9R4+fGj4cK4J2jqE63aswNp6vd5gMGBZCSmOKypIaIVmb+h0OqPR6P79+0dHR5Iqs3krK+fGNcnxdItmq6jZGGxe5fowSCkleyGo/RWxDCab9Hie1wIS5tqSapgpfo634oSaoGA3d+uSJeXyN9kcgkTUdCvW7qWiuixd/TWv7lT39K2hsteu2YND4Mi3FTeRZVmXra4cHivAiKuEklwrSIGdE5z00JBAoKQxCTTRATI72FC324VcKlgztALY4fLycjQaHRwcPHnyRMo3eZ5DWgaQICGC8Pr6Gh5msxkkqoXCCdpdig3T9GD2qfBLom1t39BuQd5lNBrBdV1g4WPFMAiHfphAQcG2/ejRI2mYYQ/yJ/V9SMySdy+oqir8ilVbEnu8BA9iraWatZVIwbcoCrgUyJguT9/wK7bQssMtkhBVZvJ81VYH1ld/2ipEVV6KoExnT+hPHm4pQUkWIoSyoVrlKhxSRrbhmSksQ23JhyzWromIA6LxSnJjMG0vFAlEAadGBmgiTCYTiqfYIJnQAHgNmSBKmPM8Pzg4MIgWfHV2dgZ1LhaL8/NzMPk0sYA2h9timalaj3ajVlTtdDrD4XA0GuEFYRJ1ojKAbR7ge1g36Pzjr1tbW/v7+zs7OwcHB7B/2LKq5wEKGC67ah/QCuJfC6a2UrecPMYqsJ9stl2ynqFMEUVRIDsYqg07kECfMDastvKoatlXty5QJkNIqbBWrgJSPiG+LcQlrAzYIaKy0LK6IzlbHUWsBp7ZBTbG9JdV9rc0XVeiN1AtD1J70jzjv76+Pj09xasr2ScqEUVSChJqp0rayRAK+/bm5ubi4uLy8vLm5mY6nZ6dnZ2cnDQP6EQoA0F7TQ6J+m3yrmrruG5tbUmSiZeQU1u9rTBBlcb+/j5L+dvv9/f29uwMYU1AlRT938LnBbk/BE+E8SH9lSpsVa5UxbZOPRjUCU6zCTvcuU8M/2GjnxKFoTBxR0I286Qsd7fS1daBIbGyLO0bztfRAZvPaC7OOuHzYddiYSqPM9822adsNcmvrFZuPjZmcHn96KOP3n77bWyUFsgD1/JB8Jn/ZM5ms6urq6urq/F4DI1eXl7aYSQQ7kIjIqRYpg6qXUjQfviBSUu1fQCTHtgy8detrS08WnSnUi4P6B9DjtJ/5N69e21hH5tg25lTJIQODhLO0lTPAjCXvxBdDH1eq23DCpfL5fX19Xw+X9+VJrYaGQm82noaEtwYhAwTv33QxIErE2YLoBch/UorXvQhyQQA8DkuH4jd+KsfsUDJILOAmabVzzC5j8GM5wGnPgCkwWUg6hb68Nlnn00mE/AJsrOZY/CfbIg6ykpkASkRptPpZDIBqunRym5vbx8eHl5dXQ0Gg9FoBGY5mVrFbzCXL5NVgrcCMA+QDAgU+Fk4VVNof1PWp2F/1FPkQQG4pf3uA3L5sJJSS2jAOBK2djaPYsiaRg8Z1ZROQE5RtRaQ27A9MNe3V5sQtlrsiSoQ+vK3jIi2KBlT81m2qlpfRwoqCXiKY9Uqod0LQwiaPVQZFokcemGFDgAiAiqhJsB4PL64uMA0e/So4/mkSIfZQWF50JDGSCYMEA08k8kE2HDmiI9jZ292dnZee+018OH84IMPaq1Etcz1FxFwe4E5U1o7pFLBk2of6S5WnlVpEZ0dS2MjisBtYrnjkj/WeqgnNhFljaqV0/cefUNRXaVUluV8PoeNum66RTspuecWHRqNPmQOtZ7nPSuzeTL5RcESODMb63CtCidtsdhXbDhd1KcxwdFurPV9AwGX8v1kMvn4449V7RxatiSBR+dAfMNEciy2WCyurq6QcAIbrvJBGFQA0RSLxeLy8rLb7YLV7eTk5Pj4OK+uSVm37gv4lYTgd+nlCA/JHc7zHN1ls8o3jyoSytVM1vJyu2zVaYXypzjnnU4HIlgoMU7obZN1sZ3RAPr9PqQ6olwj3Z+SH123kqAk+mGY/JBuNmEzUP18bUmUAlvRyDWEWunc/jb0bytDa0LU1fK5iHG/4wAIQTqjsJ0ZEtii2krYBt1cMGUhQZO2QdGi0Q+b9UAphB4kNlPL5fKDDz54+vQpJglC6HQ6eCMS498hdpuiKikFgqpqMpmcn58DiZ3NZhCjKYUhcDzb2trq9Xpg+IQMRFADhLWsyTmFAZx29FG8rZMAgn6e54PBYDAYUCKBCTg6nU6sjZBCTnz2jM9VdtJ5EijSt7Xc8icV7ZbkbhP4xD5NtcBkdxsjyB2I/SmrZLN22rw8ydslCzjoq9SlLRZB1hO1x25dZEybZ0/N9A2dE+Y0658uY66MIaAyEv6lJyhfDU1U5ZlMTFeoITwanjNig6E6pf9yDS0mB1CREeJKZyewhmI1rhZHiCpWo5KXL19OJhN6zTVAnufL5RLFFNTEyhFNp1N5efd4PAZzJmTdyyqTJzgHsUpms9mjR4+2trYgjfhsNhuPx5AJAZInZFk2HA5h0lHGXQdJgyWIzRi3DhzR6XT6/f5wOITVpHH62CKLr/WDmk5IniUAOrRkGTT0YaHdFA+7EX2D1a9QDdCEarIkTQmLjnYK4AghE5BBcpxbRaWOncC9jE566bcXquHdrKrNE0UPrFuvwJ6pHY1tnoJcS17bwxBVjgU8CEyyCjG+zunasPDQKF0n/TCKlNLjhB1geJbCj370o3/wD/4Be9nv93d2dhhGA4pFbwAGCgfZEmhhSGJwdnaGxeCT2WwGEqRsrt/vg0YXnGyBxJ6fn4/HYxBYnTPAZiMjM2krjvIqM3htSfXbTOzCWrHD+LXX6zFWBtIoUkSfV87PfkFc8sgGWXLWqTZBq1KxsGF7gxHh2tGb7yiw6yoZzvJ0lX5CrfjOsdNioE3xtOsnOWyxsGMsQZL6lb/+LMvgjqOiyl4iS4ZQhwr+CZQfyr6lfR77oaE/N9YLSGO5mgO5RRk3BCXRI2JP5AIZPWFrFFqyMhCdBS1KNJ4Jgk1BPR25sNM3CrgJ8fho4irrbmfNNLzAAJKtX1xcsPd5nk8mk9FoBOImLhKUB4a6KAoQCuEeR9oWUE3wSC7LEn3xwaUWqSmF3d1dQD2gm4W4NyDJaUhcPYShk5lX6SNwFdfNYalqN1gjyDtoLy49n7izk08sTktzbp3NqmcaWaOLxYIGVqlCZ+2WSBgIyg0eClES/bB0hWsOkr+Rv6ZBMlW7dVgfQWprQkrt6kqavqCVVqJga2vLdqk1TmiIlGZh8tScb1hLmKqHWAKA5tYuvFwuIU86e9/r9YB0DYdDytuibz04+8CVYdKcA7ZPEBChCZBQp9PpeDwej8es/NXV1fb2dqfTAcKJgNHidmAMALiGMhGEAord+IaSrpzkXVKRoLob2rUn5Xne7XZhwukZQ7cy1CXmlZGMIkF1iuTLkNdSbFfVb1vhNuz5DNkL8FvJSvubhm1QO4qiSsCEf1snRcnYBw9sE53BXYa7oyIOqUABYlVWoUqaiNG2Uie2NnxY3/yvK7lDwkoYEwRkiXn0gJx37969o6MjoJFl5SiIASTwgLc64DwCNZ1Op9AoEEIoBsbOLMvOz88ZB3RycgKeL2AlwvqhGCDK2FEjGMofxP5IONU90WT3R1FW6AbjeCiBRJwOhmdGAlkOxVCjVJhrKLiwzidX5W/LOLSqirXWUJcG6AFU6weUALUz6WHqO3WXUTTn+Zymu99u8LPpHkD2HZ0xQ8Vua6qNdpt3Sc95fSvgITnSTwfoJdpHUTELCliQILPK0ok+GnATL8R6w78YeQLJxsqyREmU4jjsANtnYDRd3wTmBLLGGaGagzxsyGEYOaEAWkxlcHfAMJYAFOKmMI/+VuWNnNusrBxo8eYfz1ebB9udUoI6/IJcBUHh7sh8twVsIyXMhupkgOjoVqbXJooGHwbYvqGG43OqiQocRIgS91G7WsjJNlvFCGVZqlYfeSVnwjCKophOpx999BG+6fV6SBcnkwnoZrOKuKJqtKwuS7q8vITn6woWiwVYRmezGQqvuAxMUCjLEoRU/JcODR1G2Ehrx4VLQK2YkHMHBE3apWzjqAG8ftiCGneAICpUOVOpok/gfNkz7sOQp0AUhOwu1PsJlqao8ufJFmG/xTZtgBF6WxKLpuESb2jn7B1FP7Tn0zPbVJpU26We2JRdc+556qh/RyhoJ5ynFyCqnx65iiGukCZDvk/LqAdQmIlXafecGMxDJtJISRT8jR9NW82EiETt0cJojahFAr0TSJYoU6IJB1xhQXA8PT2l8hmiFQytQ10WvEFHoYzwBzQ5LWhoQcRs4iXoAWBWMBijdOQ1jQI/agPAfUmnNJTKWfZTEhWPKo9+1S6fmwfy/tj1wyQwks9wE9YDD1H7JNS0Ol20ibK6HQ/odJRawuiqATbTI+dWMhBqpCmWSei/fCO5GbV8K7BWK0Aa+GkJ1WnZBRCQLzFWStYZOiaxYNjI0cnfeXWVk/pE2zXRXlWriGNgIwjDKdlejCzLxuPxycnJ1dUVpGWhWYFA4gTxsVgNoVNdchjDnlX5g+Al07AZ7hW1iNKjlaLsfFqiAKNOCrXHSW53hovzPKdUk/KYVHMbaqtcve0vX/UWtkEVoWq/Cn1CefMmdSYEljQBdlhwewOsj/WmvIvUGSTXmaVKDOonuRatSNsyetJk6m5Le6lCSaC2sHH0UAEGf2VCN3sPtGsmkLWp6pzSjNtRwd4qXVaITmtISjDY/LLynqXjWS6X4ERD2ZOsWps8z1X1FxVSb25uut3u7V512S5EhS5hAVZGbppW0BbrDDtp0HPDVwV8idUC8tCGTCZZtddrp0Xd38bZ8HifSqDDYV1CAm+wUEXdzWgtApgb0CfOj7hxdfwsQq3zswQPoYrqM/0XuHk51bV3WqncLTsFsml1sHeKWDIw5hYHy0im9ObDYm0NE0VV9e6N5GrlYKkI1ASCEkxpQmaKgKDtVEUx5IVBw+nv6HvvvSeT6v02AWMp8CX6quVVoN5dcOuQK4vSPDoY30rsVxp4yDMCqivgX2AR1M/94rI8XwmAB3Md0ZkMYMZqNXLOceHOLxqHlqofph0Zqp2yS6qH1yiW0Jl1AO0PPLSl00KgE2iE9t6dOfGAxYKpNI/+K5nubJVjLau0KfIGiVg8tVwu//7f//uffvrp8fHxZDIpy1LN+/DbBBAWma9mna3Vuak/1TKYsSBPQhGTAKg5rIMkGK5DIR6Rpf1DukVrsLuqIuVyVWXNuiTfo49YVvGsatq8VgA1AVi/wXnLfjpL1nYAHpycWaj+1qdorZxKuxDi0dfUnGFf3/ykUQcxZ09yqaHNqkmkiadrmaycOCbkVQCfil8wRA9oAPLmJXHDgQJSAO12u5DK7v79+/fu3Xvx4sWnn356eXlZFEVaEru7CRIVFkUBWRFK4npjU81aBF3bqLM2FVs5RSsPwMZQKUSUNBbFmUX0LwxRdsTYRnu9Xh7wXUL5DKz7rTgPS2hYSVvU686KJrFHrAkYNXvmUx4uGoKptgK/Urko1CvagdZdF2trwzwwbTXKQJE1YVJqZZq88qfPiQ9VZmpu8ypCHz+BgWGkY1mWqvESjDTw/PDhwwcPHlxeXn7yySe//vWvX758GTnklgGYADpRafolyLTJXhZFQSX4orq/omGfWwTsjKRz9I0fd7SLZdbHOwOwodVymfTfhHWk7oL4Ep6LKugl5Ne9AXCuHStGjb5qt/0z/FsM7Z6L0JGkXnibnOq7sKz+I9NlOxLPni1rFiR7NYCd4I2GfCAaxVsy4EPgjiWDUBTFfD6He0Ww2v39/a997WtPnjx59uzZJ5988vz58/Pzc8j4UxLTKd41Dd3D1GKAWWhb+BP8C4Qchtnr9QANsVvfqN8BFJCT4Oc91amGeYO78Qx2pLaeEKCeoEklah9YDYbyNtYZO6ob8mWe5/1+33mVfC2bTDtPS6LPEdOAJasiaxPEQ6aq9elm7TWKUjM40xpQfrH5iO6aeGpTpgT+w54i6Q9FUTHGtrHtKnvCWqH3NzB0Wtv5FtcUq4K8nqVwLILh09BBZ5dUpr+bVzkt0ZuDkswQ3okYWZZlwqUWxXyUNXFIskVIPnB8fLxYLNjaHx4e7u7uvv7663hjCSbSg2BKSI8Huffm8/l0OgUvFRBe4QITeMb4S9RuYVQZZKkFZER1X3jR683NTZ7nQGidsiCjIioep0h2w5EMIWiCelSkTwlDcuUUZXtmQJZpojkEdGOvO6pVndQaW++Iu68lFiurGwum0+myuhPb34rsahNUTnUP8sOQ1t1fLauT3T8KkODe6exSmuqirfE2V/+idQyrQtKoViVJQMgi2OT8ssoRQGhhqE/dV6w/yArQb0uhVabPtQiWNtHNiF9rUeXNiWXuQmhIrYRudKA3QJzAogl9kEzBycnJ+fn5vXv3EEn9zQC63cPDQywGpA4uMAH0gany4PpooK83NzfwnsqjQD4hMQK6AYPKC5LzQeXYN7gsDOYNELc/wIAVm06nyBAw/rEM5zQw2MA1kU922GIhlD8oJ/d45Ku5belEoVkloWnariq1p40orwJV2amBc9ukq2XlMcCCc1TxoigKTABpn3+DcWF1tgISD+QBu2zIWwRWPBSptWFdIuuhk4g2PDUtQlkZTTIS+CdlSns+WxH9VfAcGWPFDdYZSWbDUwnQLatghti6ikDix8wkmfRzqcIyzBsfffTRT3/6029/+9sZ8S0CCqqeN2x9OBwOBoPZbDYcDg8ODkBqBBQDNBKeUUjF9zRFO+ppgWrCjMHY0eba6XQwnMbAXLEGp1KkFGADbAIbQzehdnEf3zpC8QPtKqQ5hAViOQ5zd+ihLCMpJbLPWUVQMcfycrkEVUracBL2APUZaT1WIfPhZXYiGDJl2ymZuDp1GMav6t5u/dw11C7gQ/Ix9CyZnzDbDRn/ypeFdqt8bB9YyW65Cnj+bcEFXVdsfNfi5phOpz//+c+//OUvHxwc0Pc0ph7S8qLsSDlxuAWTyjpQMquEG5BfET0hMabxkVghNId8w2g0Ama/RSdSbA561VadXwjiRBV68EDxssGoNQQWQGJ0DxWn4OQcKlbL2DopK1KmvLpmDmcG2TgPqyohCtOpPyXL6J7W/dBiVXfzjNQKIXZhz0KvdeC4W9I2qqfybNUC4hlRWje6VAdYkERcTt4KRa6GUKvYXC6XP//5z99+++3vfve7aIJmX+GV0ZeXl4y/gLyyaPIpigJkSlDkIuCdJyiSwld49VhWufzRXJogZcrsmmkQmvkNH2Z7AyB/gCxLyG2deuU1b5r9FKo24TCUMWm3kLWSThaUWNqjTlhQ2GNUroW9iraV2ArlJ036LPd/iMXB+YG98QVKiPGFgFoJTIVWtJe1ledud42G/YHd1TCiV4XPZc0oJS0TgVtB6HbrQNV++tOfvvnmm1/5yldkASD2QDWvrq5YbUAj4eYTaAsMmVQTy8gnamuZlxCmPcIlh59uxeP/tlSsGUF58v3W1hYS0U2mPqiFFvncPJBIhZ5VnBx0aqBGfU9nSmLuRcGUuiDARm0+nChoKJdQFcI6eMFbPBS/axDSlKhKaaoK7nQ6am64fNVTyRAh0lbZ1hKrin0JLdxKDRNHjS5pCm5Pgr0XL1788Ic/3Nvbe/LkCfsJ2HCkmuxXvDsT0Q0QQqSaQPbAEREKo70T5Uh0NYI6gYiWZQnMPuaIrx3F7wKgI7uaF1QC48OcatgQ4Ql5+hXVVayOEWSZFjBDty7GHNMKVQ4X5wGDiIDw2D1hhn9KpNF5275yJzRjTWgVI5me8y47AAATEvXJ5qFFZTKlB2orsuRawaMHkh2jh670hcO11cOQkdI/XfRoJE9yC1QTwbZxIjQ5dTc3Nz/5yU/u379PqSa64ALZu7q6osGdAEDVQCWL/1J6CWQS9F34DIA6MWnmLKqLmUBy9cvrII3J981PS06ca2L1b8761UqAMKDyHO81y6pgqdDp8mwbpB8hY2HsuGiKkzTo9XrglSYRB/aTUVO1G1FIB60nsIFDydnp6jfcUZRm05fwXm54Nkz6VRlIzw35wQ35IxNsULKc4fxQWrjXnS4j1IEsgCFxj/nrLKv8pnnlyQFAo5s8hsC1kkn/iGq5mXYVzrRjrVFN/xEFfqFT3eWrfhXao+PxOMuy999///79+1//+tdHoxGyHigLTqfTi4sL2T2gjpTOwb8QfIJEFyyaENmJ4iMEq2CeT6gT7UlQA+q6Zf/bZVQzn/FJbdTGcesAW4cDhxCny3Nos8DQEsbSnPqi1hRoP1aImwSwEjiLxXaPdRWjh2HTQizy5nUbTqstLZ8R1zb5a0jPnzku0WuFy2T/tnsoWmHymkNZxUqol8bb5mf2Zq1ysK1BZRafogroNGYYGIW0q05CDH07VFNObqgkuLyiYQYPTFQg1LNnz/7X//pfo9Ho61//umzu5uZGYhOgf+jrhJSSZjwAzyCQGjE6M6swO2ZdQXd/uNEzq0gytqUedSc9aAUMRVArgLyqFCzoPgP9W4jOIcOUi5hrA8rArS/QJXDtNoQ/2hN1wg23GhW90pdUj4RNIIHBYNMENE0dzcrKrqlaNOlpakWvoP4btVfphKsLVzpiq9aKqVsEOeeb6TmNYzZaBAsFxa6Ih1kx+uzhzFpENXmew0FWSR1qiVT6HToR9POQwcgvm3bZpKiCv6yLaszUAgbQ5tiHqg+euh4nJyff//73h8Ph22+/DURruVxeXFycnZ2Nx2PAKdgQqFuzSjFL3XZglsFaCS/BERfewEtkk4vqRm6QRBFBU4wWGjUdhUTNIS4hhKdCTBCDWibXL7+qlZfkisFYxx+6DahCzBAvZBO0MDA9uGHURH0hShlqlynKsmpDonaLVW5XBXwxJa5lWTLeWR076+1sNru4uGgFHdcuemgOsXXpNU3/9Zi0cdSxnrRrIkiewxVq2nmI5OeqEsiuDcmG/DZ0u22oqyjxJ0uThZbgBeOyZD+Bxw0xqbUETBZgogu+pGfKyMwVRci6aClpVwtsVFWS/BRNYDqd/r//9//efPPNLMtAEJzNZqenp+fn51dXV2jCzMhkoTcsCvVANVHcRBaeZakF+RViQFHT27D/vx1ANSH4Zk1GoFIzjMkyeAAYT9Di9u71eixSs1wF41t5Pm0jKxO5MNRkY+JX1Gp2SO7v2zojtcziJptuUk9ybep4qeajrJJsw5vmyom0riYIXcnQYiuf37ORx0S3YD9C9C+0cVE4C3k5MpAHD7Hzzc3NT3/6069+9atPnz6FGJKLiwtqtmTZUoqiAP9YiBsBgEs6MVQclbQ0MG5ZJflMTr9CZ6Bd2LCBJK/SiFNLJABlbz2qPPyJxblCbVLHgAde7RUthsZm2XoriWzyPO/1ek7nT89ZRcEiJzHg9NuSXEgwm802eUFe7AaDpZRhrL8jcIsEuxbkbkQW06CaniPMgCr54IEmeW8IknWmBycKalWqIVjZ3Kp6VgV6nvPq9hK7B1Slg4tElSF+mr2scr5fXFz84he/ePr0KYiAuEggMoLrEML19TVoVpGyLqtctdRF9oYAhp3cTcnyVo6oukNCpMj25si18Hb1DNTaAqEDTPmvbif0G/TMlbSPZkSYttVo5WoMdL6aThq/stlt3KjoBBQVExxCKB7dNXJCBr8Squ0OQgixfiE63wrY+gz6k21ywk3VFlaszfzlqcHuTC1ZjSK6XdVvAjpBD7xddWg9QscVTdBonY66CyKrvIqyLPvlL3/5ne98BzXyrB7k3M/OzphmFaybJUnDW1ThKMvqKjGahO9WwJj5jSnoGMCSyfTrsqRxSmsFNXt0IQ0Ee28fbDq3IYUY6ydmQQpVxVpnMyApvSzDACgl5sxbH/fm54Sctfn3Z4I0k1z4d4dGZtpg6bVRJXFfpyWpp4uqrVHftw5g+MR/0e8yoarWT02XshWbR8QJLYJnJlLHTz/99NNPP338+DEQv8vLy8lkgtMEYSSg1KIDRAKJTkDQGXQUaqKMZWb2vPKfNGxRThGfQYgpacVa4OxPnufdbhcTGqAKtOFOtWXNkCumc8hUJ2zPPPM5RBQTpY8JAfLs6GwsWTQgmdS1jULr9mMqAbdCYNgkGFkjboueleu/OeDukGrQVfR6PZRY5EJvjArA7qXIHAHwSbfbBcGmLEtwHZK62WyVcqlj8Ytk0rVN5f8+t2tSTlZOZQjjN9wQtZhO/ZXOwvX19V/+5V8+fvyYFgDb5GQygTTu0+mU/gpWTHD5gSsJmwwhq+aazjjlkmCK6K2H6ztFNrFp8i3bEihubj5hnko/pJO6ivelNqL2E8qMl2UJbAG4AkVJVFGAnBxN5RgLRt8a9rx2X5VV8iPaSm2LNN1g6/JBuytlqOUbVphQg+xMqHueWb0tJRaDsnJZLwOBSViMdhi3UNE4QtoA3Wi/VoxggMfcIuHDDz/8J//kn/hbmc1mcInmcvX6CAQPC0+lOipQgsEMgxFBxmUOLwngnJmS+MjV1tAQ8sozKOHbWAa/DKdWLwM3gUt1KPtKbUVtnRpBO50OuAKtA7PnlbkINwwIB5s8idSGQiHKkQr3oXxpN42q8naHbHOESOOb11+7r7Ch5ucx1zIyUj1T2hFjOjlZLIFRlnpgWqHN3sEwa7cEoCOW9EbthqF/doJONRmHWFt7cvNFlb417XOAk5OTly9f4qWb64Ner8fegE4SvUsQjGVW34fK28FwIUjTe7M3dDihpmlsz/b2dm3r+BPu6TRR1dgwEn/Ro4IZNtTwspzYa/EZtigotbLqQk32oZOFD/EK1D+OFmg9MzuSJdrhhgSD1UCritqHty7iOCl9uyo3dees9ZgbX6Ul0JFgcFdSZaX2B+yv9CyjxGloL1oXDEI4XKGaZcz9J7EdtcunqSkWi8WzZ8/eeeedqJ5EQV4FtsO/1FINaJSyeDB74HmEYHOjUT1pXsk6wH/UaecBawyHQ+eIGkohUdIhyj1ZluV5Dt7zqEhgxew3WVjriEQduRPcRZjZOIQdNrwNWsdKDDY5HKmxyIhX/7pHeouwyUmuzXySpq1pxXOiCaw3rEpVuKtsKfvJXlr2683NzYcffrgmqkl7i2IlEy5BUQnYDRw3MGcCattUXcoX5XBScTMP35DF/pWiFWhTIUaWQlEUo9Go/X6nQlElgcI3Nzc3yB55FJUqKVXVnoz1RqsB2OYNznrDgNKwqv9IYwo9areEan8PFJj075eIQpCg/jXqMWDzdNG539ZINVXp25jrJlTk2bNnu7u7Dx48eP78eSsGA6nv7Xa7vV6v3+9TT1Hq+khv68Q7OJ0t3i5S8LSOsxqiGZJG0ihelbVHGI/Hg8HAGdGxVoCOqaoqpOvOXkV1HgrTO+lYdqoNgL/DqulLBm1nq6mCWurm7yEO8GCC5QiAZrZqa4EkAqe5UNib2hZj+0Nbl+GUtDbsg2qj8bS7Mnf29DGmOKsYT6MlVdY0eiM7QGc5D4fWXl5e/vjHP/5H/+gf5Xn+8ccff/LJJy9evCjLcjgcFlXGA9CaOvOqbG9vgxUzrwIqQNSAKAu650CsBGddmiP+92iCrh3zAmVezVmWnZ6ePnjwYBPdqgNVMeB0EEsm85DiA/ePP5VBizQpZHZtArfiCktx2m/HMWxoTC1JwtSluOtwTfkvKaxVr6aucu26N+lPF6+JAPLgNAgjC9nWXABZwp6EbhALcd/L5fKHP/zh06dP33vvvffee28ymZyfn19eXr569erjjz9+9uzZ8fHx1dXV6elplmUgL9JbxhBQlIRl7na7g8EAREyYHwgbgngAuLYaMu3htWJMH2tjDRzgWrcUfchj4hrxQ6wkynlnOBziPT7L5ZLyK3IdIcqWHmBPwinsYae6INrfvQTAecCGGHtED3AusoWE6szzHFNqYHYq1X2xYf89NcDmt7NDJPeErq99NJhesbbmEF6OrScNpFBlQ22xhm4l8j3VDaDBPsQnMaThaTEEHpLsvLgeQWIwfAMIB15S503Vqw7Tx8dCvYZW3Y5M7lTFUHXhWf5S+tyQcrx48eIHP/jBYDB466239vb29vb2IOnBgwcP3njjjbOzs9PT088+++zly5dU0FGzGeSVCbPX60GYAeZnyapIIEiiDQD2p+Uq0K3p6T/OQIvSgzql6p6rVa1A94BqIgNB3aOyLKNqbeA/8CfwpZrNZkbo4WKx2Nvbo71iBXBW5VGM0rrkgUshagG09OylvcT2aoKISVX6sJHk9QBrlZmiuLcmrEmaONviiWgOrP8NsVaIaLViegz9RLcWpZ3yFoEOuYDMCaGwdQR1yNR3XbXrdap7y0tygxjbGEZYp3qrqM0awoM6/K5El3JnJ6iYswCfIrkY9pJx7lHd+Mu//MvXXnvtrbfegn/7/f7R0dHOzs5rr712dXUFt1XDjSjj8Rgw+Hg8VjVyyyqNOwDi6/l8DiIm3CNGg9DR3VF6SHuAmQDXJH02PI2wWOBCbBCe4XA4Go3wdjb8djQaseTArG+oFVdRM8hk6r6Cs9rr9Wg2CYTQ8SjCt2mq0O/3PXmoWaZloyRIdUylD96zzi4lQysbjI4O+pyb3lI21bwjdNEGVf+RnOtj3UMOqS4ZtmkL7PTOVDqK0jmXxLHZOBpl4EpO+QmeO/beuY5dOoyyLGHYTFSSIzSiVlXAkgx/oSa2JCZr/FUVEWgBrA3m5ebm5k//9E/ffffdr3zlK1gGVKy7u7vw7/X19dXV1atXr05PTyeTCcqLmDAI6OXV1RW49sB76CGIlVAAFbNQLRJR1m189pvBPWCvy7qhdt339/dhKiS52t7elkZNCer27VT3TtOXrAlVr4shHPQl7PyotQDDttF6Tiz9xWomZ4OcwFJCpipIvuHvUrs8FmXApX9vbmpuWZdCAKOz/SHUTzztqmIK/TeUFkBW5WnRqNbTShPAwcZq6QChDYdDqp6BnI7q/jSYVPVXAyRJw0ZtImrTfjhrhvdc6HNPyUxb3C6On0ruNC+R2hWgXqFRhUwyqhCQVyEKhePSTcSJoejvq6urv/iLv3j8+DEibvgKRYR+v9/tdvv9/sHBwWKxOD4+fv78+Xg8hrvAIM3efD6fTCaQbK+oLrguigLQPciaqEOj85MsaLYIecBymdwl1FcjSaA8IwCdYVDGhgzko9EoOR+Fimdt9hZUoDLqMc/zbrcL+ELlwyTIa6hDncyqE0RbZAwf9AdVGiW5RWAzm8dDbj0Jle4I3M2+hfDeLd6khjjKSSMlyIxgIZzjhE7djSWx0OJmUCfkc85d1fNCiIVEFlKcUtF0be9BCEBcrNIbQ/rMBB+6XC7/4i/+4u233/7ud78b6nOn09ne3u52u+fn52DvvLi4gJsLUQELlkvoDzygPwt4AGFty+USC6w7+ZlnStcR5EQVs1nluqWSq62trYODAzDUUcs8Akjk6ihA3krL0meofYCiq/41mB4a3wAzJJHaYDAYjUbgO92KqgDTUgOxxMt2fke8r0MbgL2p3Qm/C3PlAUMsY1CaaV2zOrOCcTzle5qg22jxDi6i3aXPnYiokBRSACKwRcKSaxq/vSeY3HlycvKTn/zkwYMHX/rSl+hXzN8ar9tEQNcevCkF5gQeyrKE2BL4S1sHSuAP0MwDtvc7DkzWzLRzslwuh8MhWxE6xvl8fnl5qVaONYD8FzqfocNpb1ckhEwZwBJ3qfquPM/Bv6zf74PwGkXXJUUvq9y5iMLwIvS7sx/Wzf+tr/LfQfBoDrBkCO1QvSP7CWtWT4ets22i5VI7Sdlxm9Fc04H6/K41nMrmqPzWj8TPfvYz6MPrr7+OgjLz4wBNLDwjEQVbJjwDsQQZFGoD4lpUl3GChYBaN1uE2mOw1klGoojqWUzKyhQPaGnHh+l0amgyz8/Pm7i6qIcWH9LmhPJkndVb/QC63e7Ozs729jYYCNBMELKj0E5K3qgsS7qRkA8L5ZCSnUwYY1vA5v/WT3orYJCE24JQTzYz4f58I8gRSu0jBadGWnWANxalltFck1hya+r1doEFkMzn8z/90z/t9Xp/9Ed/9MYbb8BLho/Aowfez+fz8Xh8cXExmUxA0QrkEGQCTGwGP+EnIJjWapUz4Y3d6XRQQUeL1S4wRZ2t7IYQd1kSX0epord9jk5OTh4+fKj+dHx8fHFxkd7dOpB2uNAs4Wln1tlMnPA8zweDAcaeYkNYc57nvV6P7i50eCmJr0BZGe+RQy2qSFY7M0YyvbRNGwCqUcbfBAYX5Xm+Dr/fVvThDTugvmmrVyG3ypDXkh9FwIPKhNFzQZv2q143DKhMMthKAP+6dDqdwWAAUxEbTPXFppoUoXz22Wfs1//23/7bcrn83ve+9+TJk2xVkVsUBZDJ6XQ6Ho/H4/Hl5SX8i1gMsQDiPrCNgQcHaHH9PcRoDbClgW2PclJ+78Rb2cQy+2ioG8vl8vj4+ODgIKsCjWHm4WqaqEapWpU90J5k7tPCihkaYKpxku6FDOkwRhs+weATakZi4Um4nQwnMk+f1wSITTxuUGqZENb29wG1f05O0Z4fQ1fxhYBW+o8sGt3qasxhuyB3iDNbDmYLwQ2gJkZI7rytVZa/cqqZxkNtnh9EZh+P5XQ6ffHiBS3z0UcfnZ2ddTqdb33rW8PhEINPAMbjMQRugrssDUEB+ZJiOhANwRuorEJQjO4xDq7T6UDCBIj9f/nyZZMZuxXu278jgZk4PT29d+8evjw+Pj45OUnoOYhxeeWkF3swkqU3ZAs6FahlVPc/qFaV40FvgWG+qORva0QtAp3t5XJp+yrH1szeGDXjJOOKNFG02ENQJbAmkGt3GDSsMPYTqUZCPQcT5fGIJXe4iTokVGHpsBuWdS5Otd2I6nlTWTN2B7NpovqEvEr9EPok1FBZlpeXlyAanp+f05/+/M///P79+6PR6N13351MJsjs3NzcPH/+/OLi4vj4+Ozs7Pz8HNxi0dgp7+VYLBbz+VwqGGsjH/r9/mAwgIiXTEvBagzNXyCqmB/yCmpLsiAlyM07Go1AKGfrIgG0oGq1GRHp/GKHFNFQUs9jHOVzLc4Szyd0LC1dDuj57W9jF/QW9Znrs7waU6TuTIk9qZTj3DwqJk0gJ57jIxvya2Jri8mqltW9Q9vb2+DdhqIbBpjRtPtFOBmIU+Bj2nvJUIZUbk0SUYUgxOb6IYVqSjxS26pU31NGPiMRP3ZVbEmAvwBhETPeMfizP/uzw8PDw8PDBw8eAMe6WCzOzs5A+gGJ8/LyEgLMoR5WAxico27Phj0HMQ/D4RBjikGoXcdWWB/IY2+cWKa1XiwWHjvZ9vb2o0eP4F7rkONAreaNYu0ENBSqTYVkwgBKC9D/o0NQWlUbBqd1QEo2rIBag7PyOwisz3dtNUNTihJnFlgjRMuMQXSCPQ9S/vZzsWja8HfG7pjaLmIttSEer8aqC6mDamdQ4lnjK6SXoTxq1MhEewUOrqBlRarJ+Jqzs7M/+ZM/eeONN/7pP/2nYM4EW6bTeQHMTrGHYTgc9ioYDAaDweD6+hqou+pzm5yRywlt4SOpq4SeN+EDtra2Hj58CCSztvUWo1HVOVEFJlXc9GwJ2gQEZVKSibkYE0AlTrdFdZq0a5PVJtrCzUCscm9jUEu3kPzIvQ1yAgo2CU1LFEcTOCefYupnTvd8iBai579Ky5JPX5eltmENh6ae6c1CxNX2oWBg1MPKYDHARJjNLrQYn3322X//7//93Xff/Vt/62+pBRoCJepAKXd3d3u9HiRg63Q6aDdl9wxTiD1+rWATY0XYG0zCTtcUiChs5bQO5Hl+dHS0u7vrwfu1v8biLzxU8idGNenAo848UHowjTP/stBh/mLBWpM4tsgk3SK0oultF8oqdm5Z3UhBtablqnVTcqvGpi0DlzmqQEsma79ZZ/z6m+R1SbRrlpWF1j9U1kVV16oOmGEWRjUxSsTQoC6Xy/fff/+//tf/+m/+zb+ht2q0DoPBYHd3F/SxQDUhoxCSTJu6RO2bdg8eW0qViKoil/rSDw8fPqRhKqp6tkXSkmZ7o1SzlZ7ctYQGfmio+m7eXBqsz+b6RVzErIriALkNGN8szAC1ouNRNb1MXmyRA1vruqRQTWRG7GKGz0UurmpCxkcNIKOzSeuECBCQ5Gqz2f3P//k/t7e3/+2//bd2txMAQn+GwyFkiu90OqPRqNfrXa8C0HVj/zU82y0qi1A5wzLnsVUzuFG1Tvr53t7e4eHhzs6OWmFW0Wm1Wr/iLqTAoWCfVbgdLIpHMWZjWV0S4L932g9tyTT+IPc0wB2VbNbF/tjGbPXDJmckSk64I6CGhKKsCbJKXoV/4ABxPttywgjVQz2P7P1Qu3ChxW3IdssV5zdIhEDlMWs9JlSzbU4uS/OEpcN0y7bA4oguPFRprEJRFH/yJ39ycHDwx3/8x0a3ATD7NltsaX6DXPCDCiC2pN/vX11dgYiJF1a3q5FTZfcWjzQuEL2mm7WCy9ep0rurMax5nh8eHtI3R0dHaUIq/UR1KEAtSBY4ZqoGyZg33K4Z4dBrFxG9wbFkWd3MgPlm7Ro2AJT5gAe8Gb6V+ptgQADPLMm1SxNZVP1KbT8NG8dmIK3dktg1caNSPS38RNlczHZCveU7dTlmZbtR/cTRMScgtkv9LkKt7O01ZjlAXoa9p0bmhmNANOR09Do5OfmP//E/3rt3D64SgxunkSR0u11QrpZVcm1GMqX+cHt7G/x9+hUMBgNw7AaRYj6fg+vHZjRyoSbSbAadKpcetepRKoKyYKe6+EkiLMobbW1tDQYDozMsLtCYMbqL8sB9nBKQ7LH3IW8s6DzkqgVQP5dKJyyPRk1gnjyd3ACwJfDojQrt1k95RzeFWu4E11dOqYGOmebJ5niM7snCLXIMGwPa4ajxlgToG7oWal4Cgzglz579Iesn+2lZ3euu6ilZ4Va41fosByoNpzhU/aoWoE4mIKpTQ9V0dBZQ1mQ+rv1+3/BPKcvyP/yH//Dv/t2/+/KXvwyFgeZBwAmwVxQ75HkuUQNKYPAtKGYh9c+0ApQykWo6SXumMbkhdOMEdVZDTWfkrhsEKpRIuRZfSqrJ2FVKFBvuYMnWoHNdaLwJGxXSOdldVck8I5lFda8c8FIhOkE/N9qSLSYjLFXGYm9iK/evbAI/l0wnMlPfuEl6WYRvRbSVRi1KtEVRzGaznFxsQB3WAIApwWPrdzr1u84Brs612xrYaSqr5Azy4LcFISzB3vCUm2xHhnYSUruyLNOiJmDwybgsqxxowURk0xgJ/+W//Jd/+S//5fe+973ZbHZ4eLi3t3d2dgYRKVdXV6D1VZXssLqASfGh3+/neX59fX15eQleP3g7yp29/klFPaiGRbYAL1JFqS5vI90J7Bn1KrEEWN/c5pUfUFo/gbHDnMOwY23D9ob3CdPQRumufw/rgyaI0QlUMRtqCG/uQzkE0QKWUfdMAmcsmd2QcNnWtIQ0+bXHcIVqyk7XCs6bP+cI4J46nU6ZaIgPascg9c+LFy/+03/6T+Px+F//63/95S9/+cWLF3DLJty4OR6Pz8/P2Y1gWC0zrQFahOiXyWSCIiYIwSAH3wUjlgeQr4SLJNmu8vC/yCnjy04Fnqo8v0pY3/TKnjsBOWIUK4uigE2yDgVXQ6hViYdWBO0sndUMWfaKrGm9fk/gDVDFIVRvAi2UWx22sRQxQVam97Sjmmd93cb+tNWKxxKkgm7XDJkk7xQAraLMOz02TNEq4eTk5Pvf//5gMPjn//yfv/fee5PJhOYJuqwAhEW82gkUbnB5NcJNBXhPJ7xnAbl3GaiUSUVMWYz+S2O8NtTRzUIy1URKiQ4XNzc3cJ9rwy7FErZa8HzoWV9EZyqbyKwwtRW2u6M82pHf1j1sjwuoJhx5CC6vrQ3waqfK+d7r9ZYVyPINTUuyzhapJkKsSaLb0e7/w6Ouqig3zNOpzcHiMWOhdN6xCef19fX3v//9i4uLf//v//3jx48Hg8Gbb745m83m8/lJBZeXl8fHx+PxGPAd0E7Qvs4rgH+z1fhRWxGXMA/rBiom+leZeXUZuw29rtrorA7NjXwMOqkpy5fVpdNZtVdrBc0WQT22G2jXAJyKTTbH4NYn4Y4AnRwUkEL0kvmUSBEFhM6QrRF8Amq3Pf2c0p27ycqsuDk4u0iLGeGxuRZb0tbGVTlW/BdbgYTgZVmGrpWYzWY/+MEP9vf3/8W/+BdPnz4F4od6ifPzc0jyDmbOLMvgAUkjCJ2gK86yDDRytdkMPEjN1h4YGnm7oRBQQwWEnCKgDMr0rlIxqwLoe0Mdlu+dOwSGxnYvPXihaqMIIWR3YtotgzNF62BRXQEGvYIYJGccxd3EFDlxG8m0ebCN9/ag0GrOpsjpIdX8VwppOIptkuTWjZ7U7o2EdmF/horRCBNahnqVo2cTeE2WWjo9BCmk+SHECXWqSxgzghBYzjv4Nl8NGU92KepivTRwx7/788pdOzlGqhYlMWQNDwnEPgRFUfyP//E/FovFv/pX/+revXtlWV5fX5+fn7969erVq1dXV1eA+0C0hWurMY0fuDtjB/CusSb9YbAxBhllzWz16oOsojSeJaYcKDygypcWq10yOmpD70eBHn6PqGFHNeA8IELPVp3gWM34BvUfGKd7fX0NwbtGZ2p7a4zLA7LDaXUa2oL1idFyU1FQpdgQ25Sv38sm0xTCoUm7dfG3rMKI0S7j7BWo3JbLJeQQNUrWToVnOYz1pRQ9VBXFXejNXtvV0Htu10TNUsON5RGGkLWkR1GlmkagSxSNl3BzcwOXf/3Zn/3Zzs7OP/tn/wz0uvP5HMyTiAsgUzxQSvkrABBUe9SxsCZdE62BipXUdbZD4jITWkS6K8W71tGWNMPXolEPgFeUpyQUg+ODxxL4LTB114aaNOnnOkA9WdQBhJaM4hQTPHXtxc0cmQ1K7ebI9c22JJyhYuzNhukorPJisaBottacj5YvwOFUD8HkOXVv0DEy/W0TZN4iYA/Vvfr5nSdqn0I0iZFuxBR5BVjMQF7L5ZKl4KllY0sC4SEro6gNHjg7O/vP//k/v3r16pvf/Oa7776L9QMjBjbz2Wx2dXWVZdlkMkF5ItRVhLwK1bh1vpJBXkVYIo0EhSQTNLNVY6dT4kQarA7cqASmqzaTQCxRhBU06lQDqELXlqntQq/ALQI3xtXVFewZCZJlbA7Oc2HYsWw1YCk8Ko0pilW6rBtjOqVh1Oapn/jXq5bftafaWaFd0vMJIHBbXswCqwlmy8lkMhgMMG+aGtSQaZNpEwgEeXJD1MoaAOmSsTQeK2zXCAw36BNdlVwE8LHkpX5+SuUE6efoo5SgDmJoYjAYyDL/+3//72fPnn3lK1958uQJtjifzyEW5erqigoTUeDkPTcPndU0s+xWE3bIs0ByEDY0lC9jPYDuzhQB+0ydhPEsoAMUZeay1UNEcxrUEo9bFzhah+T+q9q8uyN/A6jYP6qGO7W+uFfBGC9tyRLjSYWnsUbIaq9Vhw/9VO2mbBeFqKZ/m31u1I1i9Oj4pRIPassjM1TVjqQU4Kw5BJJILxaLX/3qVy9evHj06NGbb745n8/Pz88vLi6urq6m0+maElLcTaBqA6YkR/EitApUNyt/wm9DTd8KloRGMZQ7Wx117beUjywrD6DxeKymAYrt1R0Hp/LZgJCTyBdi+F9ooHwe+vWgCBjK9CI/B12OqngAXnwDyJN2VRXA2iLbVpYDJ5QkxY/sqyEL2y166CKrRwpGCLUJjLCt6+vrk5OTV69e/frXv97e3ob0eHLJR6ORXaHd7bvAbCJFpC+ZVhZ9YXAC4fozWoOsNkQys41LDw2ZNhy+XQ8y44BlUElrX/v6WwO/p20tgionbQaAanpaRHzL3D46nQ6ELciaQ0JRK/KPBJVqtgXryt5ekpyB7CdjVSTPzn71VyVLMuQFnhqUOSqKAiJPAKbT6YsXL1QHH8hCnuY2fHeA2Slz4v6TCUmrVnZU6w9t1jSlDapG142mgUuAC8KYEkUtj7aQorrwDlJe1N5ed9egRRy9YWOt5Jt/D1EADhyAtOUxl26PnepWA3gDWx2u1VMrb34Q2j1KTchqy1QTxE3wNYjlI1h5+axSzagsuKwGIIc7Ozsq/WNJ4Wtry7JsOByGXD9ssGmP2lZtDVL0p0CdgMB3vNbzJTO9SBJAtQ/VZocwKDH7l9kdo0BGy6gtlgSyCvWAlCldrFsBlRfBRQl5UdkqH1pPSdJkyildKxMQxRbbBFL99S5wME28gWprto88BYpa4QHIHmJveMkS5rHmpJ0OcAjkl253thvyyqFpUU+ofMlQwbpkzZCJGM8wyg30Vz/VjMJHtnQ7n8+T1a39fh8e0lLYrxVU8wODDgFaHu5QC82bR8Gehd2Js/CKGBUCgS+rlKey8tCWKCuP3Ch6D5ek1vaq0+nQmF1oa7FYjMdjZ1qDWEjDHXLC08wE8pPQGHMRgWB8grMXao66ZcX2GavKSf7V2vJRwitWGDulLSoS/SQz9PnNzQ3MEuxnmC7jWKFrK2MxkYNkw8HcCKwkBWY2Ylxp6MNcxP1TsU22IpkG1gEGbBLWSzU9HWLQZN+E7v8z+JSyLCGR7HA4ZJTPcEGOsmzTHbA+DZKs3BYvUD2LJFNFoxg64qSUfiwTu9BldWcIe18bU5Ql6fa73S69CtQQC+jJhE4ul0tIOdsWu20zE8a/ocK1X9k0tTbADiaELs2ty3kNhRUKTgnYT5vvDtjEKSPTSPcApuZBWLd5QqJ6P09so4vQfqb/1lPNBETvQVKs606CSnmEnAQ2NF8eyHPhL1+sXnSOcHcsK3aoGTyzGCEJObFuGjGU7AE+sWMuVYVwaB0T6GLWQAOWaw5NKtoF0kj57uvr67Ozs3YRdC3VNHhnWowBO03y84Z6zhYJ1Z0CY1/VBmVR7jaBcbQrl2US2irLcj6fl5FXQIKMMRgM/Hdw+vvjKaYyggan26RL3SzMgSL7bDNQCaqeJp2mR7FTXQOZBRCrvyHQJ+BGqf0QrtfBf7vd7nA4HI/HIN22vnXaArrWeD0Qo6a0MD11hrq/JOosJMP2HDIT6ZowbBThRO2Q3NIhDhSsmNfX11AAUk1BtilWbagSG74o/rdRGAD3Se2E2HQiecMk6B7uDjdsQMK4jEpoFFYURGG/2qAUiRk8rKFaxqOX8sDnaZBYk3eESaztBhBOz1zUKtmyypoF6gW7NrbSvV4PHK8Hg0EoU/xdAFxlzJwXMm1mq7tCTfFMJyH2dKnKn6ga8CtDSehsXTITadh5MplApmL2XrXibx6YcOlXp9eWUatKUIV94aAVQtXi58lA9Q1gZYB/E841nZOQEshfgx/SjDUJwLVkTbSdt7LeUY2Gst4gLBYLvwPY/v4+JpE6PT09PT3NsgwiFjAOIdTbW2RdAV0CyYTgCpVkbgBK362HthbB4IRi+UpU+7ML651U+fr6ejwe0+ClLxCoc9XEX9pziBqiMI/V+feggm20BpLJ0oQZUEsma6EVEbCWajrpce12atkbyKOaa7GtBOVwLfiv44ZhwsaazWbT6RR/Cqkd7o6eB6euxWnE1XduAMreJjCYTU6a1PlgT5CryMj5kfFqjCosFgtII5Vw77RHV7km+D2x+T0goEkuq5hOmXZUPad3M4IA0VpZ3YYmObk0fqtLb0qj7cEz/clm3m2uhFnLnJ2jQwIOiI4wr5KDYwfApkinBjtsEAb2Hj9HXMauFcTn6+vrfr+v5rPFLhn/GmCQECR1WNJZJwDubxmPmAsXGHyIok+1elHaedSEhzyWQ5rSEKFVZyY2gMwZvUo7M51O8epyP1DyzCo0PlGfNwmyXdarXFwR3xCcE2IDdCxNAej/hOGo2i7JN7fOytCMP3SL+odjp7hhP9VeiiIbksdTnTeqkVJtTDAoT2Jt+v7zi5AkepJkWWWK5Wyq8+uZcfZhrRauqC4ij91nRmdQoZ+ZUWI3Nzfj8RiUnHDXpvQKdhpco4BpNY2BSCLNyKSfQ/RgQFgIrDOEOvMqjI9F9BpxPgieVZZCJIXaz7OKn4BjmYs4MFYYXK/n8zmEmnjqXyvcBWVGi324dfpxp6DJxPrZMgrX19c5ucbAQ9HhxoKoXqln1vOhB6C2VuL78b2Vh9Yz0XKEePkXK8nSs6nUEZnBzDFaSF0G2LZ2llk/aWfUz0FsNUS6xWIxmUx6vd5wODw5OVENWtvb287dGZKomgCjmvlq1DljIRm/wgQgp39yvpqfL9QxTwyfEVstGw1VkqVe1w46DLm32SG/ubmBK01AP2+0VW7qqjgVDW0AGCeXwN/8HtYKbLZV6YphDCo7SWwsJSVAL2oK0tpryGyQbeFzWhIim4jWinyfq2dD7gA5yRBRK/xhG7JCpiXvVDdJZUTsKH3BTIjOQCcmyVUId7SLtoCrOj8/pxbN9TWHgMOvzfyEgOEluH17vR5Mvu0KFEt1CpIAejNosay0vozIgU7GDlp1Vh4CqPzq6ur09BSopudceFp0Th1lN2mXKISMpmwSbCUV3VcFuU+XvqSMZhoiCx3Y2INslL91Um2rLm4XaN9wfeHCalpM9RIC9UwoswFUwhh09bzImlXaZJ9irFair4QNIBvq1oquLS4tVgVjhqMIhlW4+Rnn9C6EqUnZSyLlxWLR6/VCK9Hr9e6C1o4C6FtQA3kHwa9KBVBVu02cPyXTrQJeVD6fzz1pUG4dX1NAbthZ3l/4rlGC3w64LRVClmWQkMsWFjudDuCTKJ2fyieVq7njYwnBZibqdlAnQ0y9Xg+S6IOkchfwSynMh6FeTSaTu0YaVcgrZ59ut4ua8Cipq6HcRquCB9XqqTYUImMhsbsws8wziwA+Z8SoyVafJkgCOg1KDsg360weViszrWnny92LKgF7+WjsTS03c3fkud9DuwDnlB0KmoIbbgcrisIOc4+KTZDPdweaUk0VwdXGXdDjCjgIbm2UjrKs5hB7wt6ghj1yNCkwmUzugmRcC3kVichkaJaHNipw06a7cloo5i2JAy1Csv1D7gG2+qpxgZENnA3pXYxGBNiiYNGczWaz2Qxu0Ew+3reIF/wcKisWWvTanRNLWT2MHbPs3BHw9EflotSZCentNzBqnFuZQxQiCADbLxYLNSkpcpwqYpch0fjgvxGZvjFCNnPTPZPuTFZzKa5Oa0o1o848bZ66hIDaEL1hQ2aYO8h3qKbvLxzk4UQHHr9W9ejWSidNWI3abw0jmYRaIxk2V5DrM8FvdjabsRvB2t2lrG/tnoIofVpbFfprWx+obi93HBI05E12C1UI5YELGfv9/tbWFtyLxzhgSgXhdKinDH5SSd3W1lYC9tjMUtZQTWq/jcouGMKk+EwjKeGuJchjx7gVmLvY01u7Xaj6O6TKy1fjQQvtwo3aOUnQs2+AP1BXh503VVlqqAGY1t1estBPqkSYEcER55OJraGGYqHb7fb7fakLwWcUNCFA02PUNJIYbECruTGSwOQhOD4Jh7eVbqjQ5GRJ9iW29XVAba9wyJ6S/na3trZAyry+vgYp08Mw5aux5ghOF/3aqEo/sA9phKFnBT+nmmqqTOoS6e8lIFBVQSdrANQMWbCBfNLWWUnaRL/fD0Wj2+TQCVgJYL3apb1rOiIKkiLKAvIlKFVg7KF4StWhjk5LGXD3NXhPWUkWL/c4gVbLqD5DskgywaIJ0SZNdLO0rYY1NIeGaBSgyUBgB9ZmuvCwoU41w61MOx60VlpnFDGk+FG7kdAcotzDw0NQs8HtKEb31LVADtvPWKdNF4rIyHZLZJWTWMfMx1rxeM1QHE8emVPD5sXYr4CMAFR5NFQPM1DTCtU+RFnslsslJDEALYRKV+4CvosFVB7IlyFeBxZItWHnVe4Ltvno5yrFVdmdhhbi9RmYYQhoegfC2Uqa/hBmaV5zFMgURbVsjQrJJ4IGoRl1qgjE34ENCPe1kKCDqTUiJBBOtTn5hpGZ0Wi0s7OzWCzAe5x9q2IJWYnaQ6oEttWzNqj6ZIxOVG9Kj22rix9EmYJs6HQ6ofQQIS+h2li3chUSehWqFp+lurUsy16v1+/3IRyNrT3QEqPyUByn3Y0m4NyyMt0B2jWZvGU3J1mcra0t9eR41DLrRmQehEIdplh/gKsrimI2m52dnU0mE3/TseeI6jnV98kN1eqNQmq0WkjwkMQW180lSO2xWsxJU4046SgUuiZuyXOOJOJyZgrr9XpgoWCTAKcj1BNqj2Oxv+wZffGM0yobqo2jM7K8JUBXWozoz2VZpqWWDn0SwpXAy1OK6KSO6z5vkPllNBpBXCm+hyx6Hk1RAkPXOuAlHqhQxb0LgRZIKnA+wcb8RbnBo5VtsLW1NRqNRqMRtZ5iqAmUubm5ASegL7QXWEg/1mQaWW1pVd1lM0cy/BYMqtvt7u3t7e7uZlkGhkyqF4Skkioxa4LZouRmGyBOBlz58CVaBGjQh4eH69ZSJtCw+Qdvt0oJSVkloacPtFEjbg8GCdGHwGjExpk4WYHr62vI0g5OIvASU6llJIPgZgJd0gDMwGCWwDfwIMNRsiyD+P0NjGh9GjOPfaIWcB8ijZxOp5eXl7PZzLZofiEQZbKes0lDds2gmvNr2im2+SKaS/zQyn5Ohu3t7Z2dHaCLKOHAT2V1N7uKLjCsMxZQmmLv7ZOF5ic0prACjJCl2XQ+F2xt+4qqAlb3t61rRXpZEh+TqHNCodPp9Hq9wWAgnW/bAqj24uJiMBiMRiOYdCSZFO7gdTkM1NgS1cwpNTAhgJkfjUat9TIGUD529pamyY3acrBvZ7PZxcXFZDL5AiHokCNMlBDQhAnwk8wEQKy1JjZF4r21qoXssdwKKzYYDHZ2dvb29iAuuXmFKGy0OBy/noO2m0wy6qlmwqasdYSjLUZRTVYMtORgS/N3zw84IXClyc3Nzfb2NqRbrP22iUH7dgEIIWyp2xWgQ84pTU4vsgiqNx2CXLvlcnl1dXV1dWXoZkMkKtlYeGehdix0Atu1KoXq+SJObwjl3p2xjEajo6MjkBOaU01q6bxdMQNT0cG/mADBM/k1dk3MDdu8l0De1IwtIfufLMlgb29vNpvBXV2hG9faivIBc/disTg4ONiATcvDoYPs6NnKYGCApaTcFsQps8Iycj8LRKb6932tE0psPSowLye5TDT/Kq0K0DroLUKBNJPJ5OLiAqJN7O5F0QZYlFh8tA6s6jFzht5Ivw/jE9kurUSirdj59JS3yzBL0G2BMXVrIqv0nHa73Xv37u3v7294ElqR5p23NKLFCsboPIYrdk319EalWAPwJG5QVb6xAOa6wWBgeGfU6sGxD5Tuhlx4mJUr1MoGWEXPuPAZ4mc81fp1s7IP8G+3+/mVAKGqVCLqV+XJc0Xf5JVLtspIyW7LMrR10DFcXV29evXq4uKioVbDUOdsHtrSndYOAX8Fpk3Fwk7vv7sABlpv9+CHJqR5K54atra2+v1+p9NpKCQY20MiJSakqYbJWrLqxB5UBRIlHK6glbbC3ajkawCeE5WaegBSVAyHw8lkQn261he3l1UXEdtlBoPBeDxmL9vVSKDAZOOsPHCDB9sl+G/t1EHoBXsJ6ZtjD3OIZKpVIcFjg43aPM4e5iT2FBQMp6enZ2dnzQM01R7W+gFkbgZcTmOCCsdZOQWZKZM2UXte7G6oxh27wrTyTtWoEXkSVa2xOn5DXRrUbidwGfHfELxJCIk0sUIqSwkE4BGsu1mAy0teJ+pZqkJZpcBmPv1RgDgUXEOp6510R5KjQynEHrh6PDzBGBu+h0sqBilNlZuJhqCgJS/LMknpQ8BErk8//fTg4ADCNjIybyzCQfJJUZoM2lUJnh3vka5obFmWZcvl8vT09MWLF2uynTuBapX9p7Wtcw3H2fBXWCtudSpsm/RBqr6ihA9//Vj5Oqo16pemN1aAYWy4ycSg69gEKupko8kuPw3nh2I/WbMcVF6lailWc+FlgRmOQO5R20htDJeqRW2MmtGtFmzhzO6eB3smrHoULvDXr97gQRWkCRp4FeCG8G63G3tvCW0dr0fwlGeZjGBcwDOBGjB2j0kCMJvNXr58+fz587VqLxIgxBc6DylDeXZJWqHKDd9BcWTDsPkZWHeLW1tb29vbnpJ5noPbBLNrOL+Neh9VoUoXjJSzmDw1z3MMrVF70lQkCnmKypdUOS4Vs7FA8wrSg93KZvJozEIlQxrR1nvihDzPMY8BcBgh/jGBMFDyBpHOe3t7sVSTTlfI6KUyrQ2JvSQwjAMriuLy8vLs7Ozq6iq25iYd2wA4tfG05FoHVbvPo2S1FrHButOP3Nmt0u12R6NRaNrZe8At8AznV37IGHTE2y2qOSUYy6eKRqgbsze8i2omKyuMSPBa8uOHdkN/msOdCtzEzSo3rgEsNnl7exty4kC+Znwv3QTG4/H29rZTpYZAwyhDBWJ3iJpT1yC94PuAGaDyPL+8vDw/P4+yZRoarVagFS7KqI3pwNl0eZbVowO3O2B/Qkv+Fsi4sSclDTzVysumWESfUzgB7BfCgTK757q1OFEbEtEjnQ0p4wWpZl4ZDtFnKVatWlaxmKFf/VXZkEDUqe2qdYob2jHYVutnw1Y4qwM0Rk2FRRBV79+/X5bleDw+PT21qcjV1dXDhw+ljSQT6axaAYnWaSSVR+qlVJNao+fz+dnZ2dnZmXR9qq3wLmNz52737JnmVLMJ3OVJvlOQNlG1VhKQVTqdjloSjh5LM5tAIIF9R7Tpd9ihXcVnz1RAefvuMEvWbMgHIcm0c4/ZjSa0uyaAJWeuQKrXz2AwWCwWa5U4/VsBRCiVfni0TzCKk5MT+Hd7e3s0Gn366ach4y5EtcK00My9xkanY8nDQTLqMNFAAH8hvLh2UGrTzAA8n88nk4maXbMJhPyZ293kyPK2zsgzG2cZzk9iaMCymENNJydWNpXmEllDwsz7/ZmdrjTyfebmb+z6kzcA6Jbgyop+v39zc4Ong9XJ/IB6vR4SuWIVZCsg0Tr1jigAhPCDuuUoafeH4SJiR3UaHWM396WiMCif5PfBOoUzFeIOnHRF9s3OPQTaPNpbZB+cbibGm1qAYJioCzHWAThkT3gTAkuMt7e39+rVK1am0+k8ffr0V7/6lboflsvl5eXlvXv3sBvYk263K+df4jUV1NPFIHRLkROoUH5zc3N2dnZ5eXnXnIA8QLWs7MqBtTYKD5TC3VbTTpAoQq22CWxA8ZDWz1qJqCiK8Xj84MEDIH69Xs+p0KKMEX1Wk552xNXFIT7MOY1traP9VdepwfOvPV7gTvmLENEFMT9W8auSYRgIGqWaSLdNYDAY9Pt9NfvUJu2dlGomD9CIbj48PDw9Pc00+zQIpoeHh9gHmIo8z5GDk5wNBbyzzE+0IJbJMO/bDGxepWaEl+fn5y9evDg7O3O23hyMNYrayVSXBS/T/FkMGUhCLG/RLiHBI6+eevxVvjckV78e2xhLqGknxArWUeBhNeBaJzv9Oh4Zqtj0K1EphwdQmyEnihtLxn50J8gaulnduapVcTBAQRP+tU2bNzc3IbKdAPYC+P0AYcg0cDu0CaRGZTQaGZa/0JKHOhZ67/R+xAlRRc/O6l2SbKHh7tlQ5Ts7O9PpVBWpi6J48eLF5eXl/fv39/f3a/vZChh7zC6DM4NUczKZnJ6eTqfTWzEN2NgcIaTpdbYSQvchVCCxG8Bdu0hOnQE5pQkIx/lJ7dq1y6PHdkZ2I1QGrgMbDof379+3W5HyVZODo+5AirrzQJ5U1WEwNNuURQYow7dsyWq76vkJUVrPdDBFaEjdXFtbQ+VGK4I5EBUPasDojuFw6L+Met2AywdbhJLJWs1tLbfov+cE0yngG+fKyohMVqC2HmdDNO3D+fn55eVl6zkNorilNQFj8vytJ9gjY/uTBg3lOaPazSxNwqEwPpeKH1a+1lmdwenp6Wg0gsxf6wM2CoqXnEwkQMjTHrRctRJwHkgII0vW+NDSfjsHAGgOLZpl2JOWnltZT0jfkpxOKFtNkVoLQAJtl1HIO9Xr9UajEczvcDiMDe9bEzC6mFfu0EhH6Zx7dLnMm7TT6UAG4NqeJGDn2toasrQMer0eaI8vLi4g3+ytpO3esHSblh6kYSf9n6/VqFzbDYZ/1kSeY2FNHZCiJ+iZFovF+fn5zs4OlkxYlFt3DvAIYECMnGY1nWrSs5GbPmyh/pWrDlShD9GClQnmN8qc4/dqGwwGEIdE6bpabHd3l5JMmWEHbp7b2dlhvNit75KMyL6Gzg2fDbmTDo3J0NPp1BmVEWKJElSRdCu2OM8wVzc3N5eXl5DkyC4Pe1Xl6jJt69Yiu4ZyxroBOZWNtdgKePT2v5vgn4HLy8vj4+NHjx45q22XnYWDxoRI9eyHjqSnCeMrwD/cbZj+Y5/2BIxAZc3Qh6gwrK3NgKivwJ1aVWFDNyCbFEWdjGR2Op3dChhan0wmt0s1cZ+h+GgoNLLADW5ZtVFCIY/T6fTi4iK5k6o3UEghoXJd7SI+YC+m0+nl5aXfVuffdRtA0yFm+bYgz3M8NX62++703wnSqpdQyV2m4jc3N+PxeDKZhBLsqXZNOaIEx89QK3RrsaabVBsqIMusJck48yQOzSMaD6A8UyfaTbAETn4YjUY7OzshvTFo6vr9PuYxHwwGg8GAlhkOh7u7uzs7O3CNDv2p0+mcn5+DSSzNdzEWQioFIJxorlM7AzS11+tBJaolT/0Q2M+GPYftqF6BmVahzMhfa8nIiI4drgOzL52+O1AGDG+1s2dzva1v2g0LqVLTmPDthsHoKnYp1iXTD1RcUc8jtliWZUcktY7qiZRVWt8YcgOjW28WULcmMGrdrNWdDdyu7EdIbAfnqFCEpb9LsJy0PJKKvAoq6Pf7u7u7+/v7vV7v+vpaRR9gNIatA8iUVgi3Fo9GI6CjEiPDrVIhRxI0jYQYiCildG1h6DBNcZCTjHrsb6jneZ5Dnjl8M51O7ZCM/f39p0+f0qmL3VoUWTi/pe4qoc2mKorRRjCbzdh9c3bfssYOa7VN+EW0qGqdZTzlpTRJ4RZFqHUrJ9oCD8lskZw34SrgboaG4XO17coCTJoyNMDJ5xG/UudcirYty5plM28dWk9U+bwC+RM4rQC93N3dHY1GRVHM53OmKMcHIJnUAJ5VGXaGwyHQD+S8WFtwObY9/BCBpNKDZ/ihs4RSJmzxbreLyTtgFPgMY6Fqvevra+kAjOroLMum0+nLly/tjh0cHMjgeuRIPHujRYkHo4fVVmAS4OHm5gZ1s8bJRNYnM5fJONjOnrdLKdM4Y7oh1bVri+H2TwsreVsC4sYgeWZUSF4pzA0ENRjsbEit2G7HDK+CdkFaVbM1aWg3D6Bp7HQ6LCa30+kMh8P9/f39/f3t7W3M9oThMeAWRHkNuLCT8RcgXEpKwNqSv26ew0URE+iB7BsSy2wNGrm9vb3aAK8NQ4idygncqYT7fvCLhmvaje1STaeGYH2wAUXCHQfnQdja2iqqy4zX3KMVwH0iEZedt7XJLtqQXXPD0O129/b2hsOhnLXBYDAcDnd2djrk3o8sy3Z2dpbLJWRMVYXjnOT+LsOBNxQ2Y8gEsI80mGaBjbDrierz3t4ek0TpfoLpeuONN0K3fa0Vmqiess2uXYvQUJREuMXhU55m84Ij46husScqUDPKJlv0APhDrNtO2RCY1TaL7yE1iyKsUM1Yy8ddgK2tLRn7QX8NdRj0lsA02WpDmPFbCeAzwFiITqcDitmscpGVYrEnQJOBnVtrMBgcHR3du3fPmMyQ2GcAfGL7sFBQvaNrm4gqn/bJmqCtnqx1RA15mlCdd2cV1gdrGqO/WjDrhH6looWRQ+0LDZK1+v/AuNR0q3SPvgAAAABJRU5ErkJggg=='" width="615px" height="768px" /></mstyle></math>
p15458
sg15
I2
sass(g1709
g15193
VGaussianFilter
p15459
I0
tp15460
(dp15461
g6
Vlena = Import["ExampleData/lena.tif"];
p15462
sg8
(lp15463
(dp15464
g11
(lp15465
sg13
Nsg15
I1
sass(g1709
g15193
g15459
I1
tp15466
(dp15467
g6
VGaussianFilter[lena, 2.5]
p15468
sg8
(lp15469
(dp15470
g11
(lp15471
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph src="b'data:image/png;base64,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'" width="512px" height="512px" /></mstyle></math>
p15472
sg15
I2
sass(g1709
g15193
VImageAdd
p15473
I0
tp15474
(dp15475
g6
Vi = Image[{{0, 0.5, 0.2, 0.1, 0.9}, {1.0, 0.1, 0.3, 0.8, 0.6}}];
p15476
sg8
(lp15477
(dp15478
g11
(lp15479
sg13
Nsg15
I1
sass(g1709
g15193
g15473
I1
tp15480
(dp15481
g6
VImageAdd[i, 0.5]
p15482
sg8
(lp15483
(dp15484
g11
(lp15485
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph src="b'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADMAAACACAIAAAApncamAAAAyklEQVR4nO3QwW2EQBBFQdiUyIk0IA7SICjCwBG4V+9kH6quf9R6mvU4juV353kO633fw7osy/M8w7rv+7B+5tN/SFmnrFPWKeuUdco6ZZ2yTlmnrFPWKeuUdco6ZZ2yTlmnrFPWKeuUdco6ZZ2yTlmnrFPWKeuUdco6Zd36vu8wX9c1rNu2zde/Phj83z9T1inrlHXKOmWdsk5Zp6xT1inrlHXKOmWdsk5Zp6xT1inrlHXKOmWdsk5Zp6xT1inrlHXKOmWdsk5Z9wOa9g/5jCOfUAAAAABJRU5ErkJggg=='" width="128px" height="51px" /></mstyle></math>
p15486
sg15
I2
sass(g1709
g15193
g15473
I2
tp15487
(dp15488
g6
VImageAdd[i, i]
p15489
sg8
(lp15490
(dp15491
g11
(lp15492
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph src="b'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADMAAACACAIAAAApncamAAAAwElEQVR4nO3asQ3DMAwAwTgzaSZ5WXsmZwMGXyXFXUuJeKjW8Ro9zzNMz/Ocr9/3PUyv6xqm73n1DynrlHXKOmWdsk5Zp6xT1inrlHXKOmWdsk5Zp6xT1inrlHXKOmWdsk5Zp6xT1inrlHXKOmWdsk5Zp6w75h9ma61huveet389MPjfN1PWKeuUdco6ZZ2yTlmnrFPWKeuUdco6ZZ2yTlmnrFPWKeuUdco6ZZ2yTlmnrFPWKeuUdco6ZZ2yTln3AfVsD/kaBFmYAAAAAElFTkSuQmCC'" width="128px" height="51px" /></mstyle></math>
p15493
sg15
I3
sass(g1709
g15193
g15473
I5
tp15494
(dp15495
g6
Vein = Import["ExampleData/Einstein.jpg"];
p15496
sg8
(lp15497
(dp15498
g11
(lp15499
sg13
Nsg15
I4
sass(g1709
g15193
g15473
I6
tp15500
(dp15501
g6
Vnoise = RandomImage[{-0.1, 0.1}, ImageDimensions[ein]];
p15502
sg8
(lp15503
(dp15504
g11
(lp15505
sg13
Nsg15
I5
sass(g1709
g15193
g15473
I7
tp15506
(dp15507
g6
VImageAdd[noise, ein]
p15508
sg8
(lp15509
(dp15510
g11
(lp15511
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph src="b'data:image/png;base64,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'" width="615px" height="768px" /></mstyle></math>
p15512
sg15
I6
sass(g1709
g15193
g15473
I8
tp15513
(dp15514
g6
Vlena = Import["ExampleData/lena.tif"];
p15515
sg8
(lp15516
(dp15517
g11
(lp15518
sg13
Nsg15
I7
sass(g1709
g15193
g15473
I9
tp15519
(dp15520
g6
Vnoise = RandomImage[{-0.2, 0.2}, ImageDimensions[lena], ColorSpace -> "RGB"];
p15521
sg8
(lp15522
(dp15523
g11
(lp15524
sg13
Nsg15
I8
sass(g1709
g15193
g15473
I10
tp15525
(dp15526
g6
VImageAdd[noise, lena]
p15527
sg8
(lp15528
(dp15529
g11
(lp15530
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph src="b'data:image/png;base64,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'" width="512px" height="512px" /></mstyle></math>
p15531
sg15
I9
sass(g1709
g15193
VImageAdjust
p15532
I0
tp15533
(dp15534
g6
Vlena = Import["ExampleData/lena.tif"];
p15535
sg8
(lp15536
(dp15537
g11
(lp15538
sg13
Nsg15
I1
sass(g1709
g15193
g15532
I1
tp15539
(dp15540
g6
VImageAdjust[lena]
p15541
sg8
(lp15542
(dp15543
g11
(lp15544
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph src="b'data:image/png;base64,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'" width="512px" height="512px" /></mstyle></math>
p15545
sg15
I2
sass(g1709
g15193
VImageAspectRatio
p15546
I0
tp15547
(dp15548
g6
Vimg = Import["ExampleData/lena.tif"];
p15549
sg8
(lp15550
(dp15551
g11
(lp15552
sg13
Nsg15
I1
sass(g1709
g15193
g15546
I1
tp15553
(dp15554
g6
VImageAspectRatio[img]
p15555
sg8
(lp15556
(dp15557
g11
(lp15558
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>1</mn></mstyle></math>
p15559
sg15
I2
sass(g1709
g15193
g15546
I2
tp15560
(dp15561
g6
VImageAspectRatio[Image[{{0, 1}, {1, 0}, {1, 1}}]]
p15562
sg8
(lp15563
(dp15564
g11
(lp15565
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mfrac><mn>3</mn> <mn>2</mn></mfrac></mstyle></math>
p15566
sg15
I3
sass(g1709
g15193
VImageChannels
p15567
I0
tp15568
(dp15569
g6
VImageChannels[Image[{{0, 1}, {1, 0}}]]
p15570
sg8
(lp15571
(dp15572
g11
(lp15573
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>1</mn></mstyle></math>
p15574
sg15
I1
sass(g1709
g15193
g15567
I1
tp15575
(dp15576
g6
Vimg = Import["ExampleData/lena.tif"];
p15577
sg8
(lp15578
(dp15579
g11
(lp15580
sg13
Nsg15
I2
sass(g1709
g15193
g15567
I2
tp15581
(dp15582
g6
VImageChannels[img]
p15583
sg8
(lp15584
(dp15585
g11
(lp15586
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>3</mn></mstyle></math>
p15587
sg15
I3
sass(g1709
g15193
VImageColorSpace
p15588
I0
tp15589
(dp15590
g6
Vimg = Import["ExampleData/lena.tif"];
p15591
sg8
(lp15592
(dp15593
g11
(lp15594
sg13
Nsg15
I1
sass(g1709
g15193
g15588
I1
tp15595
(dp15596
g6
VImageColorSpace[img]
p15597
sg8
(lp15598
(dp15599
g11
(lp15600
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>RGB</mtext></mstyle></math>
p15601
sg15
I2
sass(g1709
g15193
VImageConvolve
p15602
I0
tp15603
(dp15604
g6
Vimg = Import["ExampleData/lena.tif"];
p15605
sg8
(lp15606
(dp15607
g11
(lp15608
sg13
Nsg15
I1
sass(g1709
g15193
g15602
I1
tp15609
(dp15610
g6
VImageConvolve[img, DiamondMatrix[5] / 61]
p15611
sg8
(lp15612
(dp15613
g11
(lp15614
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph src="b'data:image/png;base64,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'" width="512px" height="512px" /></mstyle></math>
p15615
sg15
I2
sass(g1709
g15193
g15602
I2
tp15616
(dp15617
g6
VImageConvolve[img, DiskMatrix[5] / 97]
p15618
sg8
(lp15619
(dp15620
g11
(lp15621
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph src="b'data:image/png;base64,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'" width="512px" height="512px" /></mstyle></math>
p15622
sg15
I3
sass(g1709
g15193
g15602
I3
tp15623
(dp15624
g6
VImageConvolve[img, BoxMatrix[5] / 121]
p15625
sg8
(lp15626
(dp15627
g11
(lp15628
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph src="b'data:image/png;base64,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'" width="512px" height="512px" /></mstyle></math>
p15629
sg15
I4
sass(g1709
g15193
VImageData
p15630
I0
tp15631
(dp15632
g6
Vimg = Image[{{0.2, 0.4}, {0.9, 0.6}, {0.5, 0.8}}];
p15633
sg8
(lp15634
(dp15635
g11
(lp15636
sg13
Nsg15
I1
sass(g1709
g15193
g15630
I1
tp15637
(dp15638
g6
VImageData[img]
p15639
sg8
(lp15640
(dp15641
g11
(lp15642
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>0.2</mn> <mo>,</mo> <mn>0.4</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>0.9</mn> <mo>,</mo> <mn>0.6</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>0.5</mn> <mo>,</mo> <mn>0.8</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p15643
sg15
I2
sass(g1709
g15193
g15630
I2
tp15644
(dp15645
g6
VImageData[img, "Byte"]
p15646
sg8
(lp15647
(dp15648
g11
(lp15649
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>51</mn> <mo>,</mo> <mn>102</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>229</mn> <mo>,</mo> <mn>153</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>127</mn> <mo>,</mo> <mn>204</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p15650
sg15
I3
sass(g1709
g15193
g15630
I3
tp15651
(dp15652
g6
VImageData[Image[{{0, 1}, {1, 0}, {1, 1}}], "Bit"]
p15653
sg8
(lp15654
(dp15655
g11
(lp15656
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p15657
sg15
I4
sass(g1709
g15193
VImageDimensions
p15658
I0
tp15659
(dp15660
g6
Vlena = Import["ExampleData/lena.tif"];
p15661
sg8
(lp15662
(dp15663
g11
(lp15664
sg13
Nsg15
I1
sass(g1709
g15193
g15658
I1
tp15665
(dp15666
g6
VImageDimensions[lena]
p15667
sg8
(lp15668
(dp15669
g11
(lp15670
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>512</mn> <mo>,</mo> <mn>512</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p15671
sg15
I2
sass(g1709
g15193
g15658
I2
tp15672
(dp15673
g6
VImageDimensions[RandomImage[1, {50, 70}]]
p15674
sg8
(lp15675
(dp15676
g11
(lp15677
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>50</mn> <mo>,</mo> <mn>70</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p15678
sg15
I3
sass(g1709
g15193
VImageImport
p15679
I0
tp15680
(dp15681
g6
VImport["ExampleData/Einstein.jpg"]
p15682
sg8
(lp15683
(dp15684
g11
(lp15685
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph src="b'data:image/png;base64,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'" width="615px" height="768px" /></mstyle></math>
p15686
sg15
I1
sass(g1709
g15193
g15679
I2
tp15687
(dp15688
g6
VImport["ExampleData/MadTeaParty.gif"]
p15689
sg8
(lp15690
(dp15691
g11
(lp15692
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph src="b'data:image/png;base64,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'" width="640px" height="487px" /></mstyle></math>
p15693
sg15
I2
sass(g1709
g15193
g15679
I3
tp15694
(dp15695
g6
VImport["ExampleData/moon.tif"]
p15696
sg8
(lp15697
(dp15698
g11
(lp15699
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph src="b'data:image/png;base64,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'" width="256px" height="256px" /></mstyle></math>
p15700
sg15
I3
sass(g1709
g15193
VImageMultiply
p15701
I0
tp15702
(dp15703
g6
Vi = Image[{{0, 0.5, 0.2, 0.1, 0.9}, {1.0, 0.1, 0.3, 0.8, 0.6}}];
p15704
sg8
(lp15705
(dp15706
g11
(lp15707
sg13
Nsg15
I1
sass(g1709
g15193
g15701
I1
tp15708
(dp15709
g6
VImageMultiply[i, 0.2]
p15710
sg8
(lp15711
(dp15712
g11
(lp15713
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph src="b'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADMAAACACAIAAAApncamAAAAyklEQVR4nO3aoQ2EQBRF0WUlHdABnv6boBMMBrMd/OSqRZxjX2ZyM3qWz2jbtmG9rms+/jzPsO77Pqzf+eo/UtYp65R1yjplnbJOWaesU9Yp65R1yjplnbJOWaesU9Yp65R1yjplnbJOWaesU9Yp65R1yjplnbJOWbccxzHM53kO67qu8+3z97X7vof1vW+mrFPWKeuUdco6ZZ2yTlmnrFPWKeuUdco6ZZ2yTlmnrFPWKeuUdco6ZZ2yTlmnrFPWKeuUdco6ZZ2y7gcSbA3ggH25ngAAAABJRU5ErkJggg=='" width="128px" height="51px" /></mstyle></math>
p15714
sg15
I2
sass(g1709
g15193
g15701
I2
tp15715
(dp15716
g6
VImageMultiply[i, i]
p15717
sg8
(lp15718
(dp15719
g11
(lp15720
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph src="b'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADMAAACACAIAAAApncamAAAAyUlEQVR4nO3QsQ2DQBBFQdu0QD9USD/0AAWR4Q5WmsgO3qRft3q692u0bduwnuc5P7/ve1iv6xrWz3z6hypzlbnKXGWuMleZq8xV5ipzlbnKXGWuMleZq8xV5ipzlbnKXGWuMleZq8xV5ipzlbnKXGWuMleZq8y9n+cZ5mVZhnVd1/n6vu/DehzHsP7vn1XmKnOVucpcZa4yV5mrzFXmKnOVucpcZa4yV5mrzFXmKnOVucpcZa4yV5mrzFXmKnOVucpcZa4yV5n7AiS5EHpxONPtAAAAAElFTkSuQmCC'" width="128px" height="51px" /></mstyle></math>
p15721
sg15
I3
sass(g1709
g15193
g15701
I5
tp15722
(dp15723
g6
Vein = Import["ExampleData/Einstein.jpg"];
p15724
sg8
(lp15725
(dp15726
g11
(lp15727
sg13
Nsg15
I4
sass(g1709
g15193
g15701
I6
tp15728
(dp15729
g6
Vnoise = RandomImage[{0.7, 1.3}, ImageDimensions[ein]];
p15730
sg8
(lp15731
(dp15732
g11
(lp15733
sg13
Nsg15
I5
sass(g1709
g15193
g15701
I7
tp15734
(dp15735
g6
VImageMultiply[noise, ein]
p15736
sg8
(lp15737
(dp15738
g11
(lp15739
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph src="b'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAmcAAAMACAIAAADuVlcQAAEAAElEQVR4nHz9R48lWZLeD5/j7lfriHtDy4zISFnVVT1ToxpDAiQIENwS3BBckSvOxyMBgiAIcBYcAtM93TMlslJnhlZXR1zt6l382gwnsub/xiKRGXmF+/FzTDz22GP2yZMnURStr6+PRqNarWatbbfbuVyuXC57nnd5edloNAaDwebm5vX1dblcXl1dDcMwjuPpdLq6urpYLIbDoe/7t7e3tVptNBoFQZAkyXw+X11dNcYUCoWbm5soivL5fBRFvu9nMhnP80ajkbU2jmNjTL1e73a7q6urV1dXrVar2+1ub2/f3NyUy+XRaFSv1weDQalUcl+Qz+c9z2u3281mMwiCu7u7MAwbjUYQBFdXV48ePfrw4UO5XC6VSv1+v1arjcfjSqXS7/eXlpZms9l4PN7c3Ly9vfV9v1AoTKfTer1+c3Ozvr7e6XQymcxisUiSxPO8MAzTNC0Wi7VaLZvNXlxcBEFQKpXiOOZju93u1tbW8fFxrVZLkmR1dbXb7U4mk3q9ns/n7+7uMplMGIbtdnt9ff36+jqXy0VRtLGxcX9/X61Wp9Pp1dVVpVLJZrM3NzfW2vF4PJ/Pi8XibDabTCZhGBpjfN9n2T354e9pmnqeF0WRMcbzPK6ZVbXWGmPSNOXtaZomScLL0jR1f2OttdbysWEY8ktjTJIk1to0TdM0zWQyaZryTz7E931jTBiG+ku+kS/Vv/NpQRBEUZTNZufzOS/wfd/zPGttkiRcied5+l5ugR9e5n4mL9Pr5Pr5Ll5mreXyEvnxfZ/fs2L80lobBEGapu7Xuffu3hRfx8dyv7ogX/xTF0Svn2/Uq4qiyH067hvdB6efzAK6i6x/1+/ixfq/7n/98ivcZ6Q7JI5jvR0rP7oOuhl0zfnzlxfvXhu7VL8oCAL3YniZ53mZTIYX841JkkRRxEZlj+mW40npbuGh8HzdFdPbZ8FZf37v+34QBPP53Pd93sW389WZTCaOY3ZLHMccuiRJCoWCXsZisdBTYIyJ45ir0m/R73W3KC9my8VxzIHKZDL8M5fLJUmSy+WstYvFIoqicrk8nU7ZKpipyWSSy+X0BCVJgpVeLBbz+ZzDxZV7nhcEwWQyCYJgOp3m8/lsNsvGy2az/D6Xy93f3+dyOc/z5vN5LpfjUmezGcuIVUmSJJ/PJ0nC7fMX3cw8ER6WnmV3V/DE2Qa6IGmaFgqFIAiy2ex4POaCs9ksVqJUKkVRVCwWoyiazWa1Ws33/el0OpvNFotFo9Hg0bBi3O9oNJrP5/V6PYqiNE3z+bzv+8PhsFKpeJ43m83y+TyvaTQaSZJMJhO+cTqdBkHAd02n01KpNJ/Pp9NpoVDAZdzf3+fz+VwuF4Yh11MsFgO+ezKZVCoVbimbzYZhyLPxfZ/HFsfx7u5ur9dL07TX61UqlfX19bdv31YqlVKpFATBwcHBx48fG41GqVQyxkwmk8ViweMMw7BarY7H47W1tcFgMJ1Oi8VipVIJw/Du7s73/Ww26y7BxsZGp9PhbnO5XBAEtVoNn1QoFHq9Hss6m82stdlsttPpGGMWiwW3VK1W2+32ysoKxywIAs/zSqVSGIb1ep01CsNwNBqxLuPxeDQalcvl7e3tT58+GWMajcba2hoRQyaT4WhNJpMkSarV6tLSUpqmnU4njuNKpTIYDEaj0bNnz+7u7riwIAjW19c/fvxojCmXy71eL5PJZLNZa+3e3t719XWlUrm5uVlaWppMJrh2nKWag2KxyD7T9V8sFmxTNSUcG/Z3kiTZbJbTjldQaxgEgRpKfs8Wj+NY7Qt/iaIok8nob9RXEQZxYfye12NN1BaoyXC/S60wt6Nen1Pnukz1RhgRvlQNsV6wew3cLO/iBWrleSPfpfbXdbr6Q1Skpo3vcs+/62BcH6l2UG9HL9j9cf+Lz2GVuFr3e7EvmCp9fPqlrj3S62H93Yt0fcYXV8J/qfMwDx2tmkh98S+94Bf/dJ26+y2uI2fl9ZV8C3EkcQC3pk9cN2GhUIiiaLFYGGOw+LxSP5w9o5HiP3uzes2snj4vnBa/LBQKeristRrb4Ur5Ft2lXzxlXcxfPhr3Cepz17PDTy6Xy+fzeNxMJjOdTsfjMZ6D++JE53K5NE3v7++LxSJ+LpvN4rnxbaQi8/kcN6zfiEPFPXNfxLhcNk7CGDOZTIw4VH1ZJpMZjUYsAt9FSK1RiHEiSz0yxolX9K4lALOYMn7Pk+UHF8CH1Go1/FMcx4vFwvf9+Xyux79cLt/f39dqtdlshqXFXKRpWq/X7+7ulpaWxuPxbDarVCrFYnEwGFQqlTiOyV7wcePxuFqt8ojxx4PBANPELRMZ8OGYYv5JiDOfz+2zZ88IN7iN6XSKc8pms/l8/v7+vlAodLtdMice7WKxKJVK5EwsNM+GjT4YDLjter2eJAnee7FY5PN5te+dTsf3/UajMZvNSqUSccTd3Z21ttVqpWk6GAw8z2s2m/1+f2trK0mSXq+3urp6f39/f3+PuZxOp41GY7FYEE8tFouNjY3JZEIieH9/Xy6Xa7Xa+fk5O2N/f7/T6WjY1el0rLVra2txHHe73fF4TKoahmGr1Yrj+OLiolwuk8iura3d39+3Wq3Pnz/n83luZ2VlZTgcLi8vx3E8n88vLi4eP3785s2blZUV8si7u7t8Pm+tLZfLSZL0+/1CoZDP509OTorFYpqmzWaTyyNKmk6nnU4nDMNCoTCfz2ezGVuKgICNyNnG7nCojDGLxYKb0tBbt7U6P/1RB6N2TXf2F3mqlQTUWsvedaNpNVVWUgq1EXqproXlS92Q0zU3mkboC1z/p9GD2l+igVSyIkyMnlV94xe/0ftNnfzMtbbqhFyv6XoL153ou9zV0+VNJWnW6IfLNpI8uRemcQAW3PzCa37xS/cZua7CfbF7+//sp5mHTu6f/fwvfjT+SB866S/WyjhuVZedP9VZuk8TE8SyqBfBeKWSr2iqlzrYwBcRwxdPU/ebe/34GMVd+PAkSXDbxgkv9DnieMCf8GouqmEkGnC9qfpa9zFZCXxxEuxwkkh+yS2wtznUSZJgXeM4LhaLZJ/GmGKxqBuVFHk8Hufz+fl8zmXXarXJZALIR0qH7eW7rLXFYtHzPPLOMAzdNJdMQ79aUa75fI7z07hcTYouvu4Q9aNqB9wgWxMAvkvjdWMMC4JBUBfOezGJ3FGSJNxCmqb39/fGmKWlpX6/X61WrbWTySSbzWKB4zgmX+SOxuOx53m1Wm0wGGBLJ5MJDxqfzS9JQ7lZMtdGo2FwHNvb24VCgd0zn88nkwnvBEfFIRtjgAustUtLS2EY4pxI6dh2/X7f87zpdArqSPrY6XRKpRKJPJ9PktdsNmezWSaTGQ6H1WrV9/37+3sc9vLyMqhskiTT6bRSqbD/7u/vwzBcX1+fzWbcfLVanUwms9lsPp+TyxaLRQBYQpXRaOR5XqvVCoKg0+kUi8VGo3F9fb2+vn5zczOdTldWVrgM9ly/39/f3z87O6tWq+VyGRdbq9XOzs442JVKpV6vp2l6fX1drVZBp0ulkud5jUbj9PS0UqkEQVAuly8vL8lcPc8rl8vz+Xw+n29vb9/e3vLhXMDW1tZ0Or2+vi4UCmmadrtd9qjneazMZDLBJesmZo+SQllJjBTGIf9TA2EEDLQPM4ZfmjzjxKfuXmdbp4KgWsl79I2K9LpXoh/yxVuMMYRZHGzXI7r+2Epg/oVlNE4y5KaPfBQfy+K4PkCvRA03plm9r5rgL3z5F8ulXtz1BO4XGcenGgfSdCNxN5px7c7/fz/kPo4v8hV9yy+TSHf13GTX/HP+FZ+hb7SSQ3zhn9y/fHGp+mmuDdXLw8KwDrgH3BLroH5R71H3Emmo/h3HoHeHcdCno/GQXoaaaV1DTLBipNjEREobhP58Dkknhlv9ogZnRpBY/Y1b9TCS4+rFqANOkoQUwvM8rMdwOCSPISAol8ts0el0aowplUqj0ahQKHDNi8WCwxJFUaVSYTU8z8OMD4dDvisMw0qlMhqN8vn8bDbDS00mE64cX5LL5bDz5C04TmPMbDbzpDhFOI7jTB18y90nPEc3C9foUyMPPYDsE/YbqKyuZJqmxWIRc8fFWGsx0UACQRCA02YyGbDcXC7n+z42n2CF0JObKhaLXDBPdjqdcsuz2QwEFPdBijgej9kSil1HUTSfz4k/wMbxxPbp06fYLJyzMQYnNBwOCW1YdM/zKpVKpVK5urpqNBqay49GI8350jSdTCY4MBYR3KDVarXbbRbCGDMcDikN8kTJaImkdO96njcej1utlm7EIAhubm4qlYqmp6VSKU3TXq/Htq7X6/j1UqmUJIm6/9FotLa25vv+YDAgXU6SpNvtpmlaqVRAm/UhEXNls9nb21sA2CRJqtUqB5tQ6/7+HkxjdXWVh5TP54fDYZqm0+m0XC5PJpPV1dWzszMNbO/u7g4PD40x0+kURxsEAQkuQQl3PRqNSB9JZ/lAoh7iLCJBNrqeBM4zOahbZdRzy+ZT88TeYv+5caKmeuok9J+JlDH4J8UDbA0PyDqZlhoUI1VAN+j+wqRyljiQris1TmFMT5q+3TzMknkxx0brf/oJLuqIjVPHaf4/kkv3G/VHrb95+JM+DEfcN6bimNV8cAFaOXPt7y/9metH1Wvq77/wgr/83l9+iPt3/XGjH70kXdUvXmweBjG/dPbWgaO/gB9c/6Rv0Xq5Aux6AeqQEqdYSIyl3tFK4KhhkLs91Fh7AuSq7Xa3CpdNDSVNU6wzflqzPX37YrHQ2moqeaHi6tygcVymu3WNJLVkV9hb4ja9HsyOMebu7s4YA0y1WCyovRmpcHPSwzDMZrNYY34PxshXjEYjAhSsRBiG+CS8r+K6LB1Hlc2Ji6Low81i+rgj9U/6dLS84uJD7qb94gizmFQf5/M5OYO+3lpbqVSm02mtVgN6oYKmNwJkWiwWyaGr1Wq/36/X67PZLJvN+r5/d3fXaDSm0+lkMikWi6R8uCfYLcYYsECqdcYYEL7JZLK8vNzpdLLZbLlcxgkaY8hegiBYLBa1Ws3u7+/jt7kZSoN40Pl8XqlU8I6+73e7XfX/XHEQBCS5uJZerxdFEWmsMWY0GkFpmc/nzWYT/x9F0d3dXbVaDcMQz0/4w+ZrNBq8gKeey+W08E49Nk3TQqFA9FEsFsfjMWAmV4vvX1paovbJBQBJ43j4JfFduVzu9/tpmhK+8V3keevr63qi2u02NWROLAkxjrbf7zebTVhL1tpardZut8MwDMOQCjbl7vl8Dl7dbrdJr1dXVyEHgQzwLthSnCtCIWMMMSm+0wpMykqmQpRgVTV+Z8V4vZoqTBLmG6SCA5PL5SBwsa3BxNSxqT9L01QLMJxwDrl1aDsaVP7StqqVx3Bw4NUN44PNQ4/I/ybCQVCj8//lURL5cY27+5M4lVQOp2LRqZNkew+R0l+6DdcFulmO6yFcz6GWXaMQrtN1croa5EDmYT73xTW4H5sKEqBL/csfdczuc/niw123+sXL9KH8s47wi0vSx/TFZ6qvwrwaARgUAfvi21k99jCHguqdFrF0z6iXcl2+bicjYKBxLLJmJLgcvj2fz08mE+JRPnM+n2sVQH2GdTJg65Qq1VN6Dwlu7kpyJawG3xtFUa1W44LxaoVCwRiDu4qiKJfLEeQtFgtcixZ6SYYKhQKXqg5DGYgaDo5GI2WNKApNgpHJZOBL8nuqhrw4EZA5jmM+nHVIHbRDfao+esLBxKl3frFP9CywGYgbeFe1Wr2/vw+CgKdDEkXCVq1W+XbqZZoAcFW8hkcMgRQfkSQJeVqhULDWjsfjVGoEuE9yQi6PbDVN02KxSHJSKBR83x+NRmmakqcBBE6nU7uxsYGBcNNnLCxMTpaGv3OfFGmBCOr1OmaXB6wFNnIvnmIqdCy10URJqZSFFZ0AENbwzVrLx+IX8bXU/6jT8vvpdKpsgkqlMhwONWwky8ZMkxmTgGqNN5PJ5HI50F2CGkBmgkF2ebvdrtfrBGij0ajRaIBRh2FIBBQEATSlarUKKO153nw+z+fzLNpwOOQx81Cn0+ny8vL19TVPKJ/PG2OgF1lrtSDKVSVJQkqKEWFX8fCAONhbkMQ0XFXfAJ1qOp0qrYA9qkkPboCUl5XkPPMbng4Hcj6f87GEIGmaQobiS61kulbQMDVwCtsq2OvGnkYQS86q59RFsK1aF1HHpj7yC+OeSFn3C/fwhTVX8/qFd3FNrdJcXb+SPszJvnijvt44mav6DBbHCMr3xRt10Tgp7oer0zK/SP7UEBsn3UydTPGL1dAV+8Jfuq90f9TlfHGz5qHz1v/ST7MP4ycrXJtUkm8tHKg30jVJH6LQJFLqPj2nrqm3r/Bp6jCGdCPhpfTiNdvTCwD4VWSPrc5XUBfUHcuR0Z2g38WLXcf8y2en55G/aMiIsyGVTJIEPIxyI7YbX1IqlSaTiSKrw+EQ9sl4PMY3zGazOI7r9boCTpqXB0FA2qTGwVoLoGXESZMvkclAVSHlUDupaQ8Wj3PtboDEoTslDws66tWsVPqpWVKv9aTAqY8GvHA2m8FlJVnEd8LgLZfLXCTEH+XW4ClxE778UMoltYOpgwuASQNOC9wNnwZThn/BRGcymX6/D/SYzWb/WKdUNDkVEmMq+QrW2VrLc2WNQEcx1tjWQqEAIMB2Af/FJwHQ8zCMMQDEmH49JPwGH2CE0MU9w+Y1xhAbuqElLlyfGQ+JJBhQBffJn1w5uRSHhFuAZ8zSQIMuFAqVSoXrx5GzMrVajV+C0NJpA9CRzWa73S7HLxGuNoAtZ5sdyS601iqzi0PS6XRYQM6SAonA0Txd4tDRaESm67JLyMkUcgSO4GCw3dm71JghA/NcNJclDuV4jMfjer3O9oLlC8ZA6RpkgkcPlsC54q65YPhiURSBF1Ge4Y0azaRpym7W7a5+13eowsQ3GK9UeJiEwK6DAaXnLlJJDtTAJQ8LltYpgH2R6Hzhk77wMeoe3AxM/Yp9mH3q632n20SNrJKEE6cMpt+om1z/dL2OeZjB/LMRgPewzvTF//7yo+wvEjVdK/sQbHQ9wRd+1/xzRU3+V7Ei/VI2FcuSSGkmFvIU9tEXxqaVONuNEvRi3IjhiydIyKJeRO9OPSubh91CTRHHQFimRUROh/ugdZFToYi7qHviFIndK6E8qcwUAGrMmpp7DguGiyQBR0L2qWaQ5Ik0SO9Ctxluif+y1lLM45M5HRhPTDRHBo8Oqwgr4e52Llg9H3en5SF3u1onREucQg/vdQ01/4s11ucSRRE0H77I931qrkrDBIx0s3Pl4vT7faIfPBH0FNiz1trBYIA9gZdDwyGAPGZZ4WKukCw8lmo3IU4URZaOjlSIalbaidzzoAm7J6WCMAxLpRJIqYYeOEL1c7g9xQY1lwcc0F2FmXOBGs0ndJX5arxIKnAu54oMhivUc2uFRJAKR4vgMZvNkq3jSPgnBULuBQfAf7GzU+EmwM3Bx9TrdfpJSMhgKPA4l5eXu91ukiSgHxqcUvs0xlA3TYUjDpWXMJBWIWXeG2OAjjlLnDcwAI37oBp5nkccGglZn/gam86C+77PFslkMvf395504xSLxSAI2u22kYCGWIwEmggLJnAURd1uV+HQXC5HKsx2LJVKhL1BEACSaCREkEH8CDzAGcb1Wmtxn6lUm3hGuFsekDGGN6ZpSm2b62S3jMdjqjv4eF7MAaawreiIOifXqSjaZqT1RTNONq3m0OwQ10CoCVCU27Xg+krdk2pAv0Biv3j9L3++8HPqWvRzXFjM/YovPjZ1ckHXU2rUr3eUSl6oGbwnnRvG6ZxxLaMnkL4VaMH1K8ahU/JfHExdatfdWgf/1Av2BOjGsXkO00e/NHXwWyNVQDXrWCRsnS8Nx7goIKL7+3u+jjhMHZsLY6hLYBE0CdaHlQgjV40nq6EGDdPMsvPtIIrYena+0hdo0lO/OBwOy+Uypg8ADKvI91Jp0nNHCYxfqmPGOhHHa3wA4MmR5DeEubqYuCLMyxernTgt1/pcEofJr/uWH902+AUSD2stXfg8JnBU4n5QN0Lwcrk8GAwI+q1URiBpdrtdY0yz2ex2u7A12W+4p/l8XiqV7u/vNash2ePiKUqqp2PF8vk8xpN4BctmjLH0PJBs8SJMp166RvouMJuRFl3WlA8hTuHBgAoSCpHf8HTZxLr0asu+8Nw8CePAKVoD18yPw8PF8GfssFHIVhNRKuCmrCQ6+sCAZxXx51hqkMuL2bLkVaw4rks3CmiqkXYItjIpP6Qk2lL5HPYxj5NyN7h8HMd4WdB2wgiWUYkDrBIPMo5jmk3xhRqtgw2wLUDOR6MRiSYhGw8OB4OzxzcPh0NiTG7QOlkRO4ZnzeOjVg9UTilXy8OkBawtN5Ukyd3dHR3ZcRwDOAOJE8FQI2ATUwYuFosuKN3r9ayT00CHA7cBRWEncNKUlI+9oDLBAaN+nEpywOdoQIYbBtfipgggsFDWKcRmpI+NHcs6qAPjLCh+RRypMUGxWGTXeVJCIwZSP5RIFw2bmbNmHN6vHg37sJ6aOtmhL508rityva/nNPUm/1wzqPuTPkzgvjCCrkd3r8Q1mhpBuneq9hfY0A0LNAJInIK0kY4UZd9oaus6V70S7yEHWAMmTreuNqYjk8lwatTNqMHlc6KHdHTPYX3rdao31c3At2DEFEkiX+RiFMBTc8qpIfnjMjQBYh/Ch+DEYRi1xxTfxgWTAFCNsw5RQKEsT2qrtNdrusxG5ZMJebFdVtpOfOEe4k1/uQ1Sh1ePX1QnpwGQJ20/OGP+yVPgQBUKBQpAevr4XyXTYFprtVoURff396jltFot0g8lcBBY+0JNgmzMz93dXZqmZET4KdBTDVN4dvi1TCbDV1uqdFyQMQbDqnaEww8/CGBdyThG4k32HNuONdLtpaAfG51sj6SB+Ij36jpqEYu38Dz0PGSkMdn1QFRurbQwanCqVQeeLk6RK2RRMHNKI9LT5TmcaZJ9FsRKhqrVQfw3VlUDNI3EM5kMjwesAy4c6Vci4hRYcKrcGgmSfnFVikwqRkE2yefjJDypmQGosg58FPiwFjV1I8I6MwLw4p+AZOM4BijmLLGwXAn+SSna+PulpSVKJvf39xDB7u7uADR4o+IhurCYBgwfT59witCEhB7SPAcDH8Z9aa1+eXmZI4pDIryoVqv09vAh6gA0SsMI5nI5CA4E8lqkIe/hUUbS7g2QkAi+DeTFqTaCDLMnCUHUeCkhi6epB4HW5zRNaRLgu1hnHLyWnK2UA6lmsWnJFYjbEqleJ79AdNVexw95KxpZun7L9YXGScfZZuoYXPOnmKRmqGzOrCjUxMI5ZBH4Xysgk6aenkMQ+8LDpVLrMk69mZBCE+vkIRBqflFw9R6SyPRL1cIoFgp+liQJ2IaCZFgVjGQqXRPEqWp29EFwDV9Q2Nj5mBE2G3uyUqmwFFgA3Zb6lLWpwfM8BS1JB1lkI+066mj1EUOWDKQXk7sgpoREyY6FacGOUv/KISWmBE/SLk9WEoUZIxGeRmCeFD41sND9bB8KofAWNjZ2iZYK0ptarcaaE9SyaODnbAnQaWJrDDs51f39PaIxuN4wDKl6UuQivCZeGY1GuDYKVawqFp780BhTLpe5Uz3UZBqW6+PAhyKIwNYBYrUO7TASriaPJxLdI/WOVkpTvExDJ1IQbI0bB+GWNE7Hoyi0y7e4/lKfBzbLOB1vmixq1MxG0awxdSQC3MZH9amECOlDijyPzQjUQ+Wci4yEZ2Qlj2Hra3tsKnQk7ogc0XOgM0LOSKg3BA1q7Ig9WbFUQGwjUBixCytPIGJE34eQkKPFKmlqO5vNaCuCrswGGgwGxhhIZUQJKrDAoaLsjVeD1a1AFpfHJiZmZGfzCOiyTdO0Xq/TZ62Eb10QPBNnhoWl31fRp3q9rrcWiVKSFtRZIrI3FLDAcJTLwGLimInEidxZNxw8T5yirObN2AsFHoIgoEWqXC4TECRJAuoexzFqlLFQJ9gkfD63Q/GGmyVRNsaMRqMwDHkugD+cBV6mGUwsfVn4acIaavAEPRjxWLp12c/q3oxTvtV/qo8xkm9xxNRNalhgpd7B7zXQ8TwPT6DxJd9LWpkKccOTliQOnQuO6frocdZKDQyXVMilur3VImlJKHU6o1Ih7Khp1qPNLXC/3BT5h5WSp8LvvsMCNcaQPLAVNVDWa7BOsYkTwb0HDxUQuRjdNponcKZIK4nn+F8VK4Ddo//FD5YtK6oI9LWzblQl1auxGtpryEUqDqd5C/uH0EeJn/iF7C8UhTTwwkcGwirX58X9atJinGKHC+mx5YIgIE8gtAWDjUQYD0UkzUQVuCYh+aO+XRCQmWBSsFGVSgX8jMACcgY3whLd3d2x5phKjiGXjcobfpS1xYB4wr+1rnYff8kInZJAwHf6eJRWo+B4LJ1GemzY4po/pVKG1BxUjTifmTp4EUdL+1sUKPYcfanUqTYrYvbFx6oJ0AhIfS3fmBPRRSuFB0XYreDD7HKkiEgEiTjYFsqZTqRo4UajiQM442+4qSAIOHtkNlZ+NElV78gts+B6L6yzZmmeIGAsmm5T9e66Vrpl8SUKhvCNShciJaU7Cs+k+5UPwRYQTFA44TUZIdyynTQ44GPJj6Ez8JTJmzudTqVSUXySvEQPM4ec/NIYQ8cOdoErBDBxW3gVf+73+1aQMZxQKJ08GnYYYyhmsGKRcM25Zu6IHl88qJpCnHGhUMhkMuxzIlwNdKy1AEfobGihFD7k0tISAiDAPIPBYGlpqdvtAgNgQzPSxajIgaa/XABBgNpuNhg4EpYOO6IeSxE53qW3rJSQUDjtrJsWJkCtsWtJkqBNw7nDIBAgYqk5U2AhVDR0C7kZKoaY4hwsUBhkmGDqTyDYel++7xOgYyLYqFzzQrTlUkFKWYRAJPqwiUZarrVOqc6JFEc7T3i4/BOryg4kjtcdEkuTsToJ8xDKVteiWSkn2nN66jQbyTjiOJ6QYiLpt+EutHseoDKSdkHyMF6AO0E9lf2AmU2k1Iqh9n0fs0aaBIISSOUVI0BWSi2QSJovxdDxWI0UDjSHTpyum9RBC1IHQtf9o7EF5pSbpU5kjCGETYT7miRJo9HAqff7/awoJOChOCM83+FwqD5SGUzgtxxbtiJCtRxewDwcX6PRwIBgLTn+Vkpvd3d3Fjatli15fhrQ6S4hWNMdkwjamQo5SA29ulIOLcYIpiX7VfNFTewiKZS67oEYgRVhw+n/+kJIUfOnIZ4Gj9apMagB1ZBQDdlCBMw4jVrstFKcUNdrBaD3Rd3NChEgEGqDHmC+wjrtClY4C7o4Gr5ZyeZ1/+l3YUcS6TDjLxidWFqtjRRxU0nu9ahYR/7Kk740cmLPYVLgV8h6tRjgCVPDODpkvtC4lenDawLpJdAzn6apNsvG0jvEtc3n83q9Tu2BDlpuWXNxleElp8FccpbiOF5aWup0OhxjXCb5ItaW1qAoioCnjDFkZhpOYVaiKOJ4QOtXmGSxWKBRycX3+30MeiAaF7Q/Ua3gWHKGNVhZLBYw7MieWQEeLmEoa0sCTZbPz3g81u3kC6UZ78LJUuojbIhQKOhGlF0VGCQx4ukHDnVONyqnUhVPWEz2GCE8GTlbmoiByr2GPpqZsavVGiiWzvkNRcCTbY83xaXpFs0I0z4MQ3rVNblM01ShSN20Kg6nMZbyqz1hQhFIaUFEL4y4RD+EgIAEhfJTLFAnJSR+b61lj2moqhGzplaRdMrh7fTEYXZ4O/QRkqdUOkNSAbfIKbkFjVNjByh2RdwIjBSBVFQsFryRJJ6zrA+XtF4ze/YGR4y3EIWwu4iKND01Uo+IRaKIR2aEfRI58rm6MTxHNcV/qIvCa6xA8UTqnFBwFzxcKs3iuFICDrD0XC7X7/czIrcEekTtptvtesLAUsUb8CTQrDRNG40GYz/IsAMZy8FpBdTlv4iAOU2ZTMZWKpWMNLwTPnCEyLQ0TkxEukIBCk9gbg1e1MGQUQVOUxRv+SIL0ThLnbGmjEZyIN8ZVaGtouZhk7UeFc0FNYdTJ8r+Y5tS1yW88oWOpEjFF9td40S9R3UPsYD1ui30jUayRj38+jL14hpAWCkkqL/0nNqqhmN6kEBXOG/cI6cilV5MtSa6pNZhjbowNWYC+6sX70lbiwa2rNhCRitgyzTLV4ft5m2kFJHIiGg2b4VrwC7HlADwsgO5U2XJJw54SEOVPlxsJUdoIdr9gVDvyIpyudzd3V2SJJh7bCKXx55EwDoW9o0nYLiVuQrsZLUseNNUGp/0vZEwgLivRAaqZDIZTWJ4ItVqNUkSEF2C316vRzBL+VMdPJ9ADs33EjpgIjVUgmGoh8tKYY8klZ2vsSlmCMqVejvPwW9xSORekJnxE4Tw5MeJVCj4NOIDxXgIgNhdgUxAYqnhWqdStdHGLQhovV4PbWrqSbgulouGK1AELKaVijvubTqdLi0t+UIaIE0JgkAFyHq9Hp6DEJ/cBUIZ3kJxtVSKuGxy7lSDSIU3SUk5VrRXGunr4Bz5Tne7VsVgFBJ1kbtj2XxnRI/GELhh0v1YIFA2PFglYAkoInfNNoDrx/8Su1gBZnkj16n3SxLJQ8Gju3E/T4p1YMVocMwIo0WPj5XCM5Y5cWSDrFNvTgUMMwL8eNJTywug2XOFyvVTgAGgi8IwVABCATY2FSi2GZAVnfTwNih2wsgjssTGAgsBcsCloOIDJMYi5HK5wWBQq9Ws5rzEGm4ziVpGniJlIYVHSNS4W30AWhtPHGasBjXGgQqVeRU6SjH6JFLnR3MdzqpiLKlDbVCY3kiRhoiJtTZCN0ikk0R9jJXEVDnZioq4sKFafA0tFR9LnbzWOEQG6+C0ntQyMzJ/wAgoHcrwB/NwOpVuuMRhsadCatUQJOPIuKtL9kSB1vXWxqlmZUQDhe2ocK4RDlQq6mWpwJWYbK5H+VOKMfDteBfCal/UZTVY4WqN8OvUXJImoksSOnyu1BH5M6LDgAnwZcoYV45RBl/VbDiWGpUVtlEiVDIOZD6fhyKLueEIKR5IfToWYoVmFeVymYKiQtmKHEAvIqInYSVeZrkymYyWXcmESJ2z2Wy/3ydFoKEb38DLPM9D8R9FrfF4TM6ES4uEposFYQPrjSvzjj2MZdcQxxOIlaWm2JMkiQaOHB8ME2vriUhbXoSiUmnjw9wY4UPqGVcQWM0iD0K1RBSbpRYVCekMk8cR6Ha71tpqtaroN3eBhDUZRl4URRh0SOVY2TFZmQnFVkTsW5E6jgOLzypZp5gSizgOy4tf4do8UYfW+DvnTMKIpAqrlG+OgPI52Zax0ObZ3tAL2IGMlID2FUgLDVvI8zygAlwm3jSWKhjxJbQ4jAlhGWhKHMeQ4EB3tCuPy1DIzZM6DjYfhNYT/mMiI8M0yNBEwjidOb5DknJ/PCkWeFJmUsyZU8MNYjA5dKyJ7ih0B1ORyuHFmUxGN5jSV9XGAmNwhWAevvCZuV8MHcUpzg4fAhpBBBYEgW21Won8RNKETp6hlfZAlBLNP6fIlYgcMw5Ds4dAyNaYZusgnHrkXAhUszR1GEag10QA4VhKR770hqqz1GxP4Y7EkWDVrE4foXU4e198o2ZR6oes09lmHWhePbduhVAmM2jWqPgqi6Of40n3tHWYpVo31Y2r65YI4q0rnxEdaj5Hb0qvR8MO41AlNSFgxagFGuEfkYIbIS9Yp9eWW2YLQqPVWESvVu8Xo6OAlRpBRXrnosHNlnXZHxg1tVzW6QzTa+D17FKMOKZN2archdZgsM56hQSCGoWED0X+WCXOJyeNbUxwFgrfjQvAymB9WFiFMblZKIvEE3mR7eYwU+DUl3FVkTCe8CKYcvZzqVRyVbdIyHiZnvP5w4lRvgxcpBqacbqBUykKaj0sTVNCcgwHJVstmfOUa7Var9crFApE6xnRQiG9I9RIkoS5C3TlpmmKuhbqbkACofSD6RKRK/C9qagc4M7daBKfhExoqVTKilSsBq885eXlZepbTIbQTY51Iqxh7BR7hkdDPERFKZZuXa0j4D8CUcosyuguthy7OicjMK30/2DN+VjcKopuvV5PjSS8FZy0Yk5K806kezKRpjIFnIgRfYckpeaat9CeYUU/D6nw29vbnDRns6W5NVwIj0bxFTUjGhyz1RfSzIrfdePdVEq/arhcK+SJVFAq7TSeg6YSoinMFgtbW9MhhfShAlAqBiKG7kdYSbyrNi1xZF/p5oyiiHCZ2JEDEkVRo9EAoeVhGZGOUc24P3Jo1UCTt3GwF6JoGkmrgAIOmjkljqijOpVYxspwRBMpdvKCjCN7mzidZ6m0lGhUpViogqW+lFeNUK4DkXOLpW6qjhY7qBfAPga/TqW5xQ0UEuEfGgcPcd2kfrWGDunD4r95KAFjH2qxanoaOzwd/6Gshn64RiH699hhBuqXJo6wdezwPhKnxVivR1+pi5Y62G8iTAEulRXjhACALERxgySJh4VJ/QIAZGcrOwy4go+lhq/Rku51sGIrNFQjpPboIVECU+Imr4lQ8gKh0iUysyUWZUGMLFE2J4TV0yvU2g85XySd3SQWgVCKlFDKGdEAHFsfibBqIDyUJEmU7FcoFDSVSUTKuN1uKzBljNHu24x0do3H46WlJSv9BngpkDesFd4XY+r7/mAwSNMUNiBfCuUB/E2fpiY9sVNZBLzStJL0NJLxjZqzUvp1c3E9tvl8vtvtRtL2TrGKTjjWjdoz24lHA6TGZVDZTQXrI7MhSuBBUGVkxlM+n+eyFbMBsVDQGO3rMAwpXSswS2WaIpmGrdpO5oaPXDNpdEZmgxiHrWNFj40YjhtMpIVMc1ZjDIUAX2RufN9Hd4YnMpcJXHyXGpycDPTQIA8HwyO7v79P05QxvUaAzdFoxF9IN40xNIWnMsoDNfPJZMJz4S1pmmo7WSBEaMIpXRZF47LSN6h0d61ZcGDdrMDKT/JQJAhvovmMZjtqA7VUlAo+lDhVD9/3gfdhk0EqJJ8eDAYQzYwxxWKRAmcs/dnsQE9a2wMRjuVmQW4Ztwm0Y0Qxhu3KjXu+VCVdH6AhgPau6db0hPvkCZmNAFNXxFpL2Eh4q4mIljnVxGuAr+iZ55CyNLEwAod+8V7iCxfEc9Mp9QSeUyNUwNZzFISNM/ZBnZMaVk+qfb50KKs3ioUj6vpCTdyNVCl0A4UybTVxBD/1xV9sLxcAYEu5l20F/vVFD1pjPXWl+qcC0Xq/sRS6PKGZsMm0ncA1JfhCI+kv50S9bOr081ipnrrRFeu5EDGm6XSqDf7YfZdQkAr8YB3dWhAhHh8LQtmM2FDTR2JGT5CfVKB4PhyuRCJq1LydY4A11LCDIFTDQYyCJ1KCJDrseYqviVAhjIBysZTt6bGLhKJFtxz3yKRY1jYSzjYpIGvCwYSTfH9/P5/P7+7u+HtO1JVdzDMr8x+ofVK59H1/eXkZ+Ic9hnefTqdEGMBcCtQTkbA4hDisIWl6Pp/n8zUKBDXVgBXNKd/3sbmYMCstZ4RreCMGB5GjJFLeK5VKFfnJiTwFU28120BoOpXGobu7OxK78XjMoxkOh/j7+/t7nCuBCw8XWCJJEvJdLb3jR7kLF2zMilKjOgMFtAiDiDzG4zEQIik4b1QPx0GmkgoXaTAYsP/v7u7Ia6koEYwSf1BHUKMaCiOUuDNx2lgJHUB0WWfWJEmSWq1GaWB5eblUKhUKBdoZoyhaWlpaXV0lOQaKDIWv7gnYRliszpsKsZGSmYLbOZk45j0UMdDbV8+SOHxaniB7TyuvGtMTUvDIsEWJiG6maUpqnjpqf7lcbjgc6sQOI8BbtVolhuApF4tFXgbsoamItZbJXWimQkTCmFBaJkTDrXppmpbLZa6V35L5qp3SbAwTwM3owvF4fOHUQL3TsIgvc01PIGJDsVBA1fp7ooSiy60u85cuyl1cz2mBsjJY1QjWqo7WfZbqkBTITZ2SoZsjegJUaiYXyqg56+iOeg4Lw3s40s97KIbCBega6q7SdbYOjOyeOo22OL0K4+i1adSm966PyZNeMc041ZXyQDXzS6QwxlHRQiwYIOiZQpRaFdNqQSikWZfHq54YC6UIRF40e7ER6qEz0gih8YoRBDuWH4It9hXGRVP5QMiWiaMRGotKAC5zNpu5bi91ygQahwVCf/MEd9GN4Qk4H4mKUORIQnIlhMNcaqFQQIVEgyEs3XQ67ff7c5lAro0QiZSFQlFZKpfLBRn96IsOeCgkc+YfkUPkZQAv4TOGCekJwpRSqVSv13FsGocFMjmOTBp/zJ9YCu6ROtn9/f1oNBoMBr1ej7Xi+iEuYViJ6/OiaKqawyxaIMUnQnsI1TgnMiSMBp8cylTk4XAIYlkoFPgzkOZyRi0Oh8MwDAFmQaq5MLp+sVEEHwRA6jJjKWvh8n3fhwnCcSC/SaQ1KxQ2smISeKPxeKzhFy6ca+M3DLrgicciDU98jyNHoCeWNmVVt4H9xINWblQsA8Xg6JGtZkTFk7ekadrr9ebz+WKxAGEmIkGBcjKZIFbuOTRANzEgjlEQ3nPSJHKvjLSGz2S8JcZTTU0qM0aSh+IG/Jd1JJd9oRAnMm1GDREXgMAsUTvzOZToqykccMt0OiWqVvZWEATKAOdB53I58BgSA6xNJN23OpKLmZhGKkeKmtjl5WVFnBIZIMVtZ2VsG8gJGJcvhSV392eEhk5lhUYfNXYspZt5JA+ntLtr50vBUn1b4GjYasIUS6WN38eC42O++dhIWKlGhq3j3nyhwnpOZRH0yX84pdI6lW3r1DgjEdQ3QogwAjaqu1UUVFPJ2Ol39ATOVZevmUrqKDq6N+g5qaT9xbAL/XbfKdC6WWwqjT324QAKNZ2airEjsfWgH2R15Enax6b+KZQ2mFSmICUiDqAHgGtQerbGyBkhduEdAdOM5FuJcHD0ZmOplGhQnApzTW85eSgf4zmFTCMsFde5xtLCr49Y45VUBslF0hPJGdNLSiXd94VAu5DZdsZpgKP+qoIsysfWxnlWDE+DraS3mtXT/lQcIWmrFe4STFdSOk9SQ5hHnH/wRuW5KALMfiMVg6QKSKs5FhGM3hH8yTAMa7UaM9sT6YtnS2DxCSOs9EskSUIvQU7k2pHOoPA5HA7hvsIGAnPu9/s84lC65Xi+FLlrtRqAQUb6hdRelUolCMlsQvgyMxGa5pO5ZVL2qQixstpMSnDxfz0jkUOj5Y5C4WBjTPklaTo+ifyebQYxGDDQSEsJ5xGylZoONjDrj1kmVAUhAF3UQoBbRPNl8Fa/36eOXiwWIbLpc282m/l8PpvN4nggl93e3vJcMtKwNBN1Sd6lJ4iTq5EBNhAXlTq9eXyawrl6ctX4xA5ZxArOp0cVO5MIw84T7X4CEW2I4kx5ngcZitczlFSj8NRphfBEpo3km/YtRa2NtDlRC9Dnm5fpGsvLy/C3p9OpJdHkm4i2CJQ4rqwd0l+gxhhi1SXxpZcDKjw3TISSpinmhuVWq51IvYq7UpDEisa/cZp4jKNm4prmWPTGfFHXU8QgkaGMms/FjjC05wxm0tzCPiz7JdIeru+yDj9Wbav7X2666fpaja00OyFL1njCzVbjh5oPuo080TZLHlKffOlb1WtTH6w+w/Xc6k0pw4Qir8oZ1k/LZDJ5Gd+NCaasRTxLiM3pso6QofeQrKsQohbFVUbKk3bPQDiNJA3GGJyBFXFaricSVSCNOYz0CLLORZm1q56PN+rTZPdzYdoYYKSCpTtK7YsmH1o7ME4FOnVqNrFMB0qlbxJ3qE1TiSC9StNVlJIv4nzq9i6IJD3eqCDzgbly1p+CopUubE7c/f29kvJwV5PJBEkmz/PwE0zyAQ3KZrNoRHB5mPs0TXllkiSqg6+9NBrL8hoOu+d5eCAWMJ/PM3Y+EMETPb8aBrH9WD1un0SNWi9q+55A4kpICUXLSWEn3XV8ON9lRaGU7Jk1ZzHZSDxQ/plI36cn1SilRvMQiQAyIiq5kKGKmlF4DvaL84hkvJeCAeikq6QUTQ5EDPhX32Fy4rrcrlY2mCYPBAT0V1hryR09YXqzROw9Ti5rS3aOw5tMJjQ9q+EiS87n8xQLCb+sNF9pkk2QoSZUY+JEJCOoHfBPnpp9SAHRo6ShauK03avFAw6lSKyhWyLKM1TWuSnMi1K4sSoaJaRpChSfyI++S/ew7ivCYqiI1WoVcjI1EZJOWjbDMLRLS0tFGcYEQ5qIT30hPg8TX5Qp0zxLysLKZQeFI84dDAY8fh4nkRq9SulD1MuTCUG+lBUDafNQ76jpUSJ9irwmIx2l6kI0LfOl4Kev1wQocQpyesz0M12H6jo/zf+sQ+dzPbG+QPM276H+hZsCZkTVQZPmWFg8qYOyJkLq0dVIpJ7hO80z6vPcazMPf3TZSZjUQ2iikErSrEsEVBVIQ7qWXmYywRUjq4kFPgP4KxBWrS/arYr8aAESZ6xpFmc+lWYGNqguqRX1uFSEGPU4+SIiYZ0mk0S4Y65HTxwNJj38kUNMsII6WCE8A1OHQo0OhTbsibiosjddEoCaLcycYn04sIlMT9T+KH1GFDWIS4iFOWjdbhdJB+MgwHgmZBZUDwy005PGEjwfFFZAY4i4lCQ1Y/ZEnyyWRgieuJ6dNE3xamEY0n/C5jHGEBDoxoucaRDsB3UnmgHoEcuK7ConVwVu2DM6Jo97iR09LN1pqVQrlJOlCKoicpFM6PRlYiu2EhuihT0m9yXS4ebJsAGejq5VJJQlXB0sLU8wSV/UuzgRU5liFIiYRixziClD6sqoSVT4V22a+hs+wX36nA6YBC6hBKDeE75uKgrvaZo2m82Zow/neV6n00GNlgtORF9J2eCJDB5YiCwMT5kNEEv5g32ykIlMsSgGqOmLHakcK9wFNTtG4Ea8NbCWe0KtAIHu2Y+iiKMRy/gUsj7WJCez1RaLBdA025VjyIrp7jXS4aaFxTiO+/1+q9Xq9Xqcx8lkEsDIJxyz1tZqNS4aohoeGKQuEnlr3CpWD+yFYArHiZX0hZ+tlg6fz7QX3K16Aj0MKsBhnaGY+hcNvvhwK8luxtGd5zXGgd08p/6q29p3CJacKF9qn0bKe2pN3CTPSB6sls4IccBKoumJuoci2MaZpqtJhnUQVPXQrpP7pfvUD0+k0KvArOvpPYdkq3Vf/kmFzFrLidWLjJyqqhp9rFIsHRpJkgA0gXeR+pBAGGGla8M1nwnQpCiFYuaKh+NsjDFsaHY/uY7eUeoUFEORNvWF7qvMI0UpcJmaDRipiQaOIlIihaJItAJ86X/XJ5KXccSRtIJYoWpbYT8przgSppJxwCgrxYJQGJV4WZIYvoWAGueqWbgWSlDGZ2/zxuXl5TAMSRyBrVg3ykIkSTwmiCqYdVos1EzTZkqWE0VRtVrFaPpO7wSUHLYBqLLeCEqhkejFaOd+JGwpCo2cd00vNPLAqGm4434UZi4VyE7TX2K1OI4J/60I4aqxwyJRF/SEkqb+Sb2dJkaxaBWRDPAQeWRxHBNbgKhxcpXAkTpyEIR3C2cYlHlY0NGGUc3U1dZFUsPDX+rxV5MYS1VP/XFGRD8UdSPdp9O3IBJsuGedBMAuymQy4/G42WymaaqCD4z1NaLUOplMqPqrjWWHQAAORHBDw1lsviedYLEQPDNOl4SaJvfoWZlKax8yOdQOB6IWwJPNCFVe/aUREoCmPRpj+UIA5DNZQEZysiWgoMNA5ja1j44OVwr5SjNmfWB6G2PK5bJ99OhRIIQLGjkh4LJA0+m02WxSSeYS0zQFRsOtZqStjXiWCJEHSUrBoSJq4FwR0Lnq++opNd32ZFgxELyVH8yEWkZ+qZRo9WHqXBMZ0jkTOfL4oYyFOphfAoBG0IPYqXVp3ORWW7W+kgoK7dbDNZvUCCt12m/U1anfNTKRR+E+41B2jQMUJ07fji+qAp4AxbE0FWjNnJBI2Uw8ZSw7uITm3ApJqXiKxrOhMFd9mXKlTE4FrECriHjYnRnpCh8Oh77TvUOxBzyEc8t26vV6oej7m4ewvOIcCj9knVnl6vmMkJ44vdp5YiTrLcgUMD5NPVYqbVe+MyFcF01bFBJRn8AvBg81IPEKRobN6eqxJsCYvsO2DYW7n8lkSPjY4Rnph+O+crkcxJ9AuHsk5bS99/t97fBJpeCqFE3jFDs0s+dbAmGTYkxHoxGsE9wt/5WX+U2eNJVZkY/hM7kjfhJHOz4VSgh2XM1fKAr1c5ELnztd57Vard1up4J/ZGSY10xky9S1KHfMSGOSJ2g2yYB6NYxSKB36XJiSbFkKisRGSoyYu1A4brFTLzdSZTcCBamLVReopkORD43aE0eclu9NnCHYsWiDRM6s0C8CaDUCvhSVElHcxCAQuPCw2FcwoZaWlnh9u92moDuZTIbDYSyiLka6qDllEMdctkdOZLx0R+nVcn51FlMqGB7X70nHuSfQunpQ8stIRHXY8PSQsGKpiFoHMtDC9323MInVorSJEyEI0AfNa2iMnk6n0Mt1nAt8db6XA0soyReBe2cymclk8sdyvYubE3zFcUyKQPRH2r5YLJDUgsgLY1YD+YVIHDExqlwut9ttwmR0/Eg7YDDDAAbUTYWXb60lWCYchuuYk3GYnFL1xyRMnudhO3DYmjh6Tm9J6gi4+yLRpyiiEV6r73SeaNynJ0EdUiQ9Bp7AsJFTyefDPQemT6XC7zsyGZprWqcUmj6siarTdYEa72FzrV6eIh56s+o79QYXi0W9XrcyydIYU6/Xh8Nh4ghekxBEUaToVkYEF0PpvMQkJSJbnzgt8BxOMhVMtvKxWShVB9XNQAybzWaBKBJRo1ZzYJ0ZQ4kD1XpOUTYVeq2uTOrABprQeEIl5yhaacgjaoaUmDgNtXgs9+7IOTxRXQgcleCZzDvzRAtCrRvAF4EF+HYglEUStYzI37PI/KmP1XXtVN14TRzH6Gv7vs8EU0g3Cj1FUUQSz1PQfWtEY11BNqUgEC5z/ag1RdK4ghVGODt2dIU4O1lp41PJpIVM2dMAQsFbDa30xnF+CntgDVgBcs2FqHsamYjAJpzItFp2iHZPsWh6d2y8uTMQQv+isdTy8vJCdJQ8p+6juZ1GrkbyJD1fRvrCFbYJRFlTY/RAaP8aN2MZ0jSdyuCXWDqsdDNbR9RMA/3YoVYkIkbNhWkplyiKJ453IXzsdrsq0Nhutz2hySjRQR8rDpIFIefBpfG89GFRFODb2RvUwvU4B/+c/Jlub40nNDgORJOIXYGvIrTiKyYyuXKxWGgB3hN5RSMMCdzqTKZ9gYpb6amDHwCHn7+jvtlsNpMkYW6HJ63D3Ph8Pi+Xy/b58+eTyWR1dVV9MuOQiGoXiwWMeWstmiCa6+BZWQLqpfRTk7mTLGPxqaBoFkJMqqg3DDFAZ+Y+Ug7h/smLORhUW7FxiSgwJU4hEJsSSGuExu+aYPlSpdN4LRE6AIH2Qqa8uvvSOlwh3VKaEfIbtaRWSrO+6Bbxo9Goe/YShyGsjtY69Bz1ggpE6OdotKtb3Dgdt7op9XD6vl8sFsnq8Ii8khoY8UcsVGTNNbG2eZnr6Ul3EMqxVoZYzWUEIF9K6IO95jcKV2i8aYWUhB0JHXWLOI6J8oykv18k5Rr9xMI7V6uhK6OBiKLx+FrCZ/KbWKoskbBO6KPnIpWmkTyE1zR/9RyE0Apmq0GkEVp1KkRcdVFGslI+34rqt36+dcCDSAR+uV8kbBIZgUJNjm0MA8UYA5ZTKBSY5q2FN3Jr/le/MSfiUMQHrAlhscqSseVAR4kAsiL4YK3lvmKpm2YcGS8jrRFK08sI2zYVMVINpyC7ekJVTUUuw8UbUmn1U2+XOMKnRlA+NcE5kde2AlBp8JSKDG+5XGYPc49xHBPQW2uHw6HmfwomaW6krtpIWS5x2tP1ejTv9KV0R/puhc9IIZnL4zJSB5dSA2IE/eKTvzgR5helHD01ifSt0ZSJ9cbH4Er1RqxkfmTz2GdiKe8hP0tLe9ZaIq1YGA8ZZ5aAdXr2vF/wP4yANPYX89r0N3wFxxaykud5Kj9HpBjHMXI/LGwsSmGekKSyMgUIOaGlpSVeViwW6XTSXppyuRzHMXCOtbZUKqEABVjyR3s1n8+Xl5eBem9ubogglpaWsBppmqpesxtKG0E7iY6h6nEDaZrW63W6a7nWVAYvU0FZXl6G3VCUeafQGQhLW62WS8dX1lYghCuWYyFd6mqjjXRlaZuOL/0VakoWMobQyjCQnPTnWocZGz7sPOGx6alwE0d9mZ4NdZCuQ42lbyRxgH43pkulHqmBiJUfPZ+6k9wDowbFNSv6YnW6+oFzmQLBSqqelpX5aK53ZwuSBWLZOd6pjKwhfoduoAEBFO1KpULCMR6PZyJu7IbtvlB1cHuAb0ak232n9ciNEnTR9HPUs2r0EwuVTOua2ClOhfYRpoJRq7OHVqd0AM0bPM8jkYqd3iENidhXORmlRGplnf42GANxHBOPu6wWXQTuRaFm3VGeCDgoNEq8GDiDREiUSQQzohy0tLREByc5HzEyDB3dbMnD6VFGBN8TGTFoZBILgSz827kIB9I6mRG9cjwZbF6d9W0l3ic55ivA38ggY8E8CfZTIR9FwrjxRKWSn6yotERSQk6EWpk6LXd6GLnayOEuZERqisdHoycSo/V6vdfrLUTUV2MFOjQ8EQYxTs6UOkBR6qRTvsNvT6TjKxVSty/FhYwoZvPEAxk/qRUlnotueyOZJbFOKmowevzVmCgAoz44EPVvYMlY+uY15XBNk4ba4Bm+lBsTB8AjscmIhj4hiGaZntOGoI9DT7FuQjVZauEDZ1qUAuO80sXPWUPiP625zmW8hMoUKNyVz+fpT0UoQxs9jHSIgdVbaxcyl4YiSJqmk8lkbW2Nk1iv1z386nA4HAwGKysrrVar0WioRFMYhoPBIEmS4XCo4hc8qk6no6ixboJyuby0tEQWTPALeQ/nhHu2MiUDfchsNsu0FxzbfD6v1WpEypr3kBsRH2UyGXJqImJSW540hCMjzRX1eh04zlrbaDTy+Tw8ez6Hw+w5Y6utKFDwe6Wks2XVAwXShOfJj30IoVgHev1lzKjon1oudQyxVGT1jOkJ1G/UDWcetmbq/lNr7rpAN/q2UgkmqgI2dM82TlTTIAwu6SbqLVrTUja12rhyuQyChyVVmqI2Avoy/0QNpRIQcCdfAOC6Dq7t0PtSAiqpMCCE3o4VqFyjK7q/iVvh2adpCs5BR6P6Lc2ZiLWNVEPVDibSK+UGT4QgEKZ4O8EcEX0sjRY8LH7DDxuDmCaSXjctz7u1A2y3pk0sC5bdWkuPprVWp3yjK5QKs9GTfjvFkIHXSOnU5KWipuZ5Xq1W09ZMI5NieU02m9VcEBfLtMLEmRpNJ0ns0F958UxmmekPjjYSDT9uPHHINVwt9FfddWp8Eknp3JD0i1hWXVcgjFaN/zA41tqVlRV2i+/7tVoNG6UnC8gafxML81+PvP5wyxr66AHUYxvIjBRYxG6ir49Gj2f6EOuyooBBGqDleY1C9GI0u9WYFfoSiuR6rNgYxiEtaj4dSuMNcS3MIxZB54okTtuu4jeKIuiH68WrBUslv1QzawX2S9M0l8vlRZQfj+jJuENCXs5mKuLJCmHiSvRliQiKkWJaKWGSWdbr9UqlQhPwZDLp9XrajUl7z3Q6XVlZub6+5tMWi4V9/vw5dAyumKiW6ggsMkXz+GJF1aAJYGVmMteJpVwsFisrK8PhEBeNh2+1WrGIdHNQKfvjOxuNhsbdsQzO5oxhELFxcJw0qg1l2BuPM5PJoIeUCI6hRhAjRYNaHMcoWvEYPFGuSUXtJRLiuF6ALz0qvkPQ0jKMG3sGonhpHeUL+zBzVV9I6K1BdCo0E88piybObOEv/LEvNHpcDh/lOu9UKjfGmf/n+75OEYqF56JgFzE70B8hEaVrPk3l9KYih82VZDIZXs/y5qS1XEt0aov1dnyp8qrNVRvn5tyJcOEiIeJ7UquPnB4kjUICaTsxwq9OpGrL/1LD4NtBR4hhqQvy7FAMj6JIG7kYxxiJgLuVVijdGJ5THotkpqyugxa0tP2RW9OiiydlNu2j13tPhGEbO/pW/FNFDLgpVgnFamvt3d0d4JLv+wpPsR9IT3WDWeE9xiK6RAiv/yRcVn9A/YUGRPYG64OdIkPivsIwxCD4QpdFSE9LGIngBEaK/bFUUjRDShzFfDZe+lDqxE2AXO+SlUElxumnwmJoodr3/eXlZQQBQKQRVedBcLXKCtHkKXVkLI0DJ+pmcA+gRsMujUXDDiPi4DxK4hsjRBs3ILNO8K2u2o0J3KDEOECUdZBb47SYu2mfazqIjdx0n5QrctpnwTZUQcJzaFCxFERSoXS43+J+tZEOC3008Hp0DXkXQSFfCtyFq9JoJpLRhFbQO6pInOJcLgdFyPM8ODeca/anwh4YPfzaYDDY2Ni4u7uDC2KMIRxkjpg9PDwEukELX8nWGVFB1LMNy4B4k0tnk3E+GWAWBIGO211eXmYpSU+1AKummfQZRcFAximAXLPje71es9mcy48nLWX67MMwnE6n6vLZHDhp3ANeX0n8nkj6KYYWiro/wQHeV8NVz6ELWmm/w1YSniuHXp2c7gDXe1npFdHdY4UvoMbLkyK/7iqN/mKH0RM5XVxaDoyE2fSF1QhkELdGYVkZgJ5KxTcRUYhEkK5A5B+1qcsYQ+DC5ksEYsLdkohogJkKY5Z7p+qA9zIO99g1K3rLirz5Um7UO9I1SQVzTqQ/OhE2TSzqP5FovgeiXcUDykl/fSojNXgxmCfPNAxD9nkiWmt6Mrk13phxps/6osQbirCDytlwR4mUzxfSvx9Iq5wvNCKtYqpRyzh9tOpZyeN5KOz8IAiUH5EIYKB6EfBgeTREylrjV7+lXj8rY8ZdAjypeVYkao0xOOZCoaADW4wjmoHAOgoDXFhOxMeTJIGdoAdW38iTWohqkp7NyBmXlDiSIIkQTWOnHVDzOZYlkMnevvSqudkhDz2bzZZKJeKPSqXS7XZ3dnZubm5yuVy3202SZDweQz31HXUzdWb6dbHDTkiF8qNxScaZkYeN5uEC6YN56CdbAS1SR8rDzSA1RlcnpysQPyzx2ocjqtzAwl0xtaiutdG35GQ+F0tKPJRK/6g+slC6q7EnWRnt6QmvKhXo2MhMSftwTnOaphpTkuiDA+FKfWmGAb+krklTqd4UwBiwfChtmjh4XsOABCg4yoAjmOYxKRuDjbq2tkY5E1/7R5uDh1uI/iHUR9/3VdtiNpsRauG6+v3+3d0db6QeeX9/b4UATbzm+/7q6irnh6Db87z7+3sdX3Bzc6PtRFEULS0tcZWdTseK5la/319dXW2328StBZmyhOGGKk02oNFuv99nUVKHOAD0AfblyTw8UKbZw8FJRCsZIbUnomPii0ai5tnspESwPl+0rNhV6tVSoRdaJ+1TP5RK06ce9diRzdN9mTporZ4Q7yF1yDpNlnpI1LIEIq5rZRoOKE0URTOZiBSKbgufBg6mhBEMqB6nWCR1iP4SQX4imXWux3smEx5iKWGq+w+E3aqCYQp9ByJHrsurEb36WjqO9bs4n/rU1MICmRQKhUajAcPFl7570HtuZDwez0W2lPKEi3xYhwC5EPHSqYwfMqL/x++xCDiqVOZLwzyai7gP7Y+eaD5wv+wufY4c3cBpa4mlJudJL40VKriRZjVkqUkNKUyqb4a1zknnoRhHoTBNU/gBsCs1JOK9mHhiEZiDnCCkFWJRNcJIJUmCigq3HImAcCJ1ZTA3HpnSo/TzPYeprkwcDSNANXiLPn3j0N01R3E9TSr4pIZf2AHNIDudTrPZJGzC4qlkIJuNHR5LFTZ1gBZ1pereXLeq/oDHCnuL5w56p1xNrUDpQ/cELzUO5Udti3F6Q/W/godysromuqM8ByzVVNIIvU4zQnUzHC4Nymlt9EWCR9HUIAiwopFoT0bCCfCciqnr4wMhmWtQm5HRWKCvvuj1G+lmxkzBV42l11Y/EHcO8VsjAChsZFxTmWenqRf+kiN/f38PvUa1J10jRt75RzrVN99843leu90mDq3VatfX17T9BkEwHo9ptcR+gYYb6UcmLgAF9kXpOyuTmLrdLjgy1xSG4fb29vX19cbGBs+DgSyptJPncjn0F7BNzWbz8vKS4XBsNcwi9CLP80jbVWkXkE2BSrYgNs4TcdSFiEezuXk81lpSZ6IEI/xJZXNpmogZ4nOgRRDMKuKn6UJOJkxZ4ftFwkfgpBGjsZLYC7ZXKnpGevbUARgnIXN3YSrVSj3GGpDq+Ymk7G8fjiBIHfl7zymaYrxI01MRCuctc9FM0W9Jpe9I7buR/nRPOLcEKGxQvRffkSbgW4jm1FNGorNjZBRU6gxcs0KVwlWrZQyknZmMORJpBT6ZBxeKgqWOb0zTVCUFrAjNJDIQxgoAwxZKHUVN7lGz2ESm9Xqep4oQVIPURpB+6eezGlmZ3oybsQ4/y4hskIY1aBCmwsXg8BJox8KzNcag2UZfdS6Xg9qDocFzQ5rAmnA9dCKpMy6Xy9gBJNlGo1GtVgPGVI3i6XRKK3C32+UcRaJthEtoNBq3t7dExupvdEO6YIn2qBgH9vRltiJ+VH2q7m3XO6oL0bhZj5LrQmIhupOpLC8v05RFdTNJksvLy/l8PpPB1Dc3N8YpELqwcOx0beovE6fBmsXnlmm80Y2N3VOQQ0MiJdQYp0jh+kvroLX6z0RAIPXWsZDmdFlSZ+ygromaOLU5+nQ06k2FcryQFm12Gg7JEzEZvXgNN/nxRDKas8xv8IUa93tSfNFQiV0BELgQNR5Wkn+maYrqjjbmsuXq9fr9/T21Ev2u+/t7fBZ0VwZ3Y5kBALT1k/12f3+/sbHB5BwO5h+hzZcvXwbSg4VB1M0HpAPOS+o5E0k83YvFYlHVn4lVrdBJ1KcyxIcZAkEQgKAGQUA8zrBy0N1GozEej3WGC8KJuVwOATC2BYpFgdM0TYLL8qUyYpctiBFJRIMDX5hIX5em9urV9EnHwoyHz4JdDmQ8YSo8WyuiYnpUOA/q7dQxJE49z4VSCQCVVJVK/h0IXU3zDF/Ea3SjG+mm95xCoPv5engSp5DgSf+cldqq/lihzqrj0XBe+WZWKKyhjCXJSHOLEkMUqwlkHIGV1mltY3BhPSNtPO694280JIxEw0+PuhW9Id/3KRwsHPVXXCbuxBeuP4sJUdYXgpXaO2W34eBBgfi6yGnNjoWDrZdtHeqgGxNY6a4hkJrIZHmCdzYVjpDIiTX3RQjeWkvEyT/VfLi+3wpCC3sQP53NZs/OzrSa60nTF2fZ8zz496zq0tISjRa8htOKZdRQHafIvQwGA/iHah/gHDDeWQGqRqPBoU6FLkANLCfDkHu9XvywvD0XJR3jMEITp1qhETY7Sgv5rvW3DszovjEVKp/nVKCBHzzPW11dhT8C6SOfz2P0ut0uj5sGPDfutMLTTgUN8pwap+fQarKiBheIkntGRE4C0UgiGmNXaPOJur3I0f+yUtzRpNk8hGE8qex4Aly5QbZ1sGX3dnSdrVMiVbTclzKKdSa3G2OA3Mhn2DwEf0bw3oWIKapV1BXznTYEYovAGW5BeAFIG8mAXngVhHEqqow4nRtrgkl4TmUUr6mmAAkzPg3FxPX19evra2ttvV73nN6njEgHY37/WIjU+I46ZSQNkagKsYEoTbFZObdxHJfLZZwod8U1UdREvhnOLUtDWTERWd4wDOnmVO5fIAMsOVpJkhQKBYSgEhmRyjnXQJXAJxE2AVYvl8tRU9FeF9/3qSSnokztCQ9W0SrAZ0WH1F2BCajolCeTy9xESlvLlW8SCx00FToDj0HxW/WjqVPK1kiWLa7PW89/5MziiYRiGkoDXEZk/9RT6sdqlBNL44SGinoXxqGxsBmw1FAx3UJU7Ax6M9LRz/LG0jnAK1k0DBDRpRtyqQ/Wl3kPh3NZR2klFpKU55SK1RQaJ3dJhLIIGKjE0ZyMMiDAXIhsGPUFZKqocMTOxEdP5ktEwodSE5AKR0nDCH0uRtqcfNHgVSNFWREXqKUydo4v5ElQHEo4bCSyN1+0ijhxHEM00vRkjUajer3ebreBkpaXl8FRYOvQiGKtxb9ilcgjPZkZgroeEUCz2SQAhzMFssrCcvYhNIRh2Gq1cL2QLIh4iPc9mYoDxZ1vj+OYEJk6Gec3lRY13SrJwxKmtZa0TE2tIhOhNGe728w6LBjPwQm1RAfUrMklTrTRaGDxsD+xowdkhcprHmKkX/ghjUE9IStwSI0xCuynQsdNnR5QrcLqXXwBz+peMg91djSy1MhYv8Vzhu96DqoUi76Vnqkv/KvGxMCHipn50tBJLq4+T2M7Nyc2Unhyj4nv9MtplBNLrV0ZAwRnnClSLAQ9NLOnQkma6DnCy2qsSOXJmgijOeD1et33fXYs/Jtut8uRwfdZa0ulEoadsTz9ft8Y0+12l5eX7d7eHmfGfVSJ0DgXonjLqun4G+w7jpe5cZqtY2LIQY3Q7qvVKnd7e3sbBAG7kxxLrWqapgSnnuh6t9vtgszQwT1rgKDTeTKiXLOQERmqJJKIZg2pki91zVCI3SCraot9Z7RZRtoHNaTSWEm1yANpDMBc0gis1XLfoYwaY7AmhJlTGROvxcJQdErZqaEjkuLmVanTHKYbLhGNnlDaio3gllpa4GONA7/omdecVU8I/6VaKhgprhl4RD2K+7H6jaRxmvb5IjNtZOSIecg05sVWGI/m4ZiajMxUUUxYS63qMmNH2jsQOUANyev1OlFUVibqZKS3T915KOp9C9H6CKVPhleSW2tor/ZLTYCGIJrNsHWJZiLRi/AcDVIlHfhOs0EgOr1qa/BSNNgRlaIWlogAG7EgMTJ6m6iOkLLQDw5k0mw2gVum0ylSqzghaqKsDETBOI6r1SofTk9OHMetVgs2H2osYRje3NzQIU0w3e/3NQJmzxhjlpeXUWuDpsEmQTjMGMOJtjJbyghbGD8NvpUVtT8jGka+zCtUZ7YQ2Tx1YGrN+bsvjC19dhgKKx1rEBuxcpxBEonRaKT7X0+fnkfX5biRnHqpWEgAWgjkHPGBPEEsiev41evr1SqUZaXKrqfY/S7Xp+rfv/DrX4QUkTPf0L0R1wFzqPVQ6FLjO1Lpi/WcVjq2n3GKNcap0AfONCEjKIKV9sVYePipiMRlZMYnj4P/rdfrYRiiRkePOJlVINoA6juA4nkv+FNexjrRFeZ5HtVAjPb6+nqv14MiQ9zJ+ATf9yeTiX369CnXjWmAJ1mr1TjGqpPEaVGGbuDoT6pgd71ex8vySgh+8/m81+tRPslkMmgukMSwHIkwEYBhmTZHwdIK/slEeIgnWBkcnjEGumMsgltqX3xpbKec4wvhPnCodJQePdHESUURNCOil9YB/ZVkG8hUeo3gQmneyDgsaq2Kew5G5DuVhi/KV+qE3HPoSV3Ql/lT3GxWRE0jUeKwkujwIVYYwkCXhDJGFP0jp1smlT5fvUIAT5ZiIZ2UirJqOGVlIpWGk2yVjHSR81HkIoQLFNX50oXodGM7EmdqjXVGopLEqzlQh6pBBkY2EDoxH1Kv1wEtgW580ZLlmhEq8n2fTWhlMAC/Z0nV6IOY6fPSc+4J9y8QgXgsPmFTIKO51TRoFIy5TIVBzf9CbtL/wr8SGqtPJZwnvg6EKsLhLxQKdGT7vn95eVmtVnu9Hi0fxhjCZPbnyspKu92mutxoNBRu9RzEG4/iy6zZ5eVla22v1+N6EECw1vb7/TRNyYOZo5KKiPFgMGCttHyrebMv2i5EmVB/PRktx4PQCpbqY7BDsDORNOBz5BcPB7OkzoQc47C6NIBWvAqGMJcHDYIrSdMUWiLAAIQmPcWeA8OmAtIkDgPIiGKX5p1WmDjEUvohPB0tHKhjZtkxMoT7+nWu89OtpQE6700d6NU65Uw31NNoW0+HvkxTCI1TtdCojtkX4rSVCgU7B1yK61QIyrVIeg3pL4RZKDQQ2cRSyaJ3n0qkFh1j4aZUq9XBYIBWduLIJmP6tKaGSjOLr+1Ya2tr3W63Xq8j+I7fXVlZwVhh8NM0BQ3lNNGRkc1mA2CrJEk4PLg0zhKlCB1YQQKbpikZJxa8WCwS1eJaaP3EYEXCXGq1WrD7lC4EJxYOAj2zaZq2Wi1iAQ4DijNYvUwm02g07u7uiGqxpLheI0Q7nq6RLj1N22ezGcu6EMXCWBSfSXmV1BNI37EvTRTGGC4gL/IuORnIoIic/l4rEDT8+iIKk0h7OJ6VWMw91SyUcrjdzeR6ESMy8YnQ/zTmUntNkJF1xm9ZmV2suJY6SHXSVnRWPSFwWhnRDtJIwJiR2TIaqIbSmGGkcKsJULlczmazNMhTaeZiuACAOw1LCzJUEu+uK+bmE2omCOR5BAUZ/EtomQiKC6SjGUkio2gZ8sDZjkR2NZVGNDVnnvR4aNDtO91+6UO5YA1WNE0PROFFwT0ek47D5GnGwl/VbvFUdCFgqMbS3+zLjzEGIr46/kgqypymdru9t7eH7jk1m+3tbU+mP0ILCoJgc3MzkJFE4KhsWtwb8Xu1Wi0Wi6VS6erqilBdnwVnGTwmSRJ6DUl5NZJA0zWTyZDpUiom4YYDCW6sG56aTq1Wg0IBcQxkjAeakSGvgYiU0hycPkx0fJHPtI4mDr/UKE0PXbVaxS2xekmSKPeQijJCHOqQrFO0TqTsp57Sd8jzGijzroUo7qYyCC+VGN1INqb7KhZ2xUImVVgn+dNToF8UO+PwjKPhp75TL8ZIT47egvew9mkFglY36TkAr+/0vPF6NoBCLNpt5Rqu1Mn+1U/zT9+hx2dkoC9ORAMguNksL+34+XxeBeXjOCZtI36iEx3aJmuLUkG5XCa847wsLS31er1qtarGn8YQPhATWigULi4u8Fa6+ckA7dHREeMFSCkmkwlOjjwXP0wCip+vVCpMS+ci5vM5yvG+zJ0BtsWzkiPTdkldkzoK5y1N06WlpYUMbeAIscURA8tmszh5QGdi7dFoRKfKdDqlrAINkhQ5I/rakah34omp7dNYovmZkk0wSZE047PLQSMxhbPZrFqt6mqkgvvrnqaL3AoTzJf+es9hiPEgOeq+aCyw1Ph+3VW6WVOnZIX34vKUiacYr3Ek2jWHNjJzg4er3JZUFD5TqTQkMlMQd2WlP50UgQfty1gD63RiGIF5CeQjEXZZWlqiCAHKMRgMWq3W1dVVLFrEysxyP5AoJ5CWcO3utZIORjKXwwp1i2cKSk9dLRIdEGILABm4Y8vLy51Oh3AYQg2vCWRAI+4qlNEliSPfo7GU2lA3QrdCv9Twn9glEmXHRPjPuBCeJvGB7/sIsmMUgHMzMnyU1I3NTGSAXDMfu7KycnNzUywWa7UaIsPX19c88SiKxuPx1tYW/nJ9fT0SSg7NlM1mM5fLXV9fo6J1fX2dzWb7/T51SrLz2Wy2tLSUz+dvb29XV1cpgg6HQy1oxSIBD62BwxUEgc5mgPG/tLRkjOEMGsE2SHk5EXi+RqPBExmPx0tLSwBu5XKZ2s1isUDnxDo1FHwe34XdgDmMmwQw8DwPhWGyVfYMd8ej1ySJt8xlClUqTL30YUnCE/wzceomvvASrEN954H6onWgTihxCodYM902cxkep3tJEzj9XrUPrne0D8s3boaaOupIGtkkzqAC90aMKGFxNrGB2lbkOfQOMnUjTS+RcC84JpgOzRNcJ63nInDm81gBqIwxqhOSSpaSpik7gXcBVgVS/sdwka2hB8Q/4Z2w64iM7+7u8JoZEYdaWlrCgGO7FPhlOMz19TUZGtp2vu8H+NXNzc3FYoHbI8DBwbKPscUEFEwAB4aFekO/h24+TAlisxRLsBQI9S0WCwoVJLWLxYIZVRxROAWa4KZpur6+zrNh06cijprKPA11CdVqlSjYyBheDRhBtJeWlkCoCT1IW0mD3NoSjg2HEcgMNRhGzWYzCILBYEB/QkYGWYAkJDJXSN+rRIxqtRqIpjwnh9CBnMzzvNFoRIEH68lBzYk8BxG6UqiBdJTzrcxGPflkb7E0rWt/G8C7tjd40mKvHt2XOn8i/G8OWNYRuDeCRmpuahz8WQ8kx2Z9ff3u7m5zc9PzvMFg0Gw2mRPHhfX7fUwwMQ2nmrRMjSMdgcYpwbrHXheQzQmKDpBC/LiyssIeAJZR+B1bQ1YRyRxjjfQhxEbS/8OqRo5EVOJMa9LkAxOcEU0MK/MDtIiL3dQmdxyY1mxi6azVQg7mwAjgAfePMLHZbDabzZubmyAIcJwYkUajkclkXr9+TZSZz+c/fPiwtLS0vLzM+WcqvS+zEDh01lpSum63qxU+JZkPBoPV1dVqtXpzc6MUBD4kTVOiYbiB0BFRxAZR8H0fjWICF2APDAs+j26WjLRN67yUKIqYBqz9rIwmZJMbEfZLRNWEYBFTu7KyglOHFqtUW4wpl0TdlD4Z+tE13koFZ4YdWXAmyrk5n3GqgL5wpz2pAhpR+yJu09CQy6YNyUgXmYJYbGlV6FXAKScyERqlaeimv3GzT+sAyG4qqeG1utLkYTHIDQs0KbRSi/FFLMIK+pg4wtoLmcTHedSXaYjpORwlfhT3ip3RGlgA8OqsKJERLJIPEGh6gnKDYfR6PYV8EpErh8ujOrSJI/ToeR5qycry1bW6uLhYX1/PZrO3t7d0ZGl1HPtsv/vuu3a7zYVi+q21Oo+a0gjrhbN1faQbhrOszWaTxItjid4QzgxAfyFCElhh6OncCTuGlI4KDR6o2+1i7tWd4MOAdHADep24lokMU41Fywq/uFgslpaWoOxryDOVqYFsjkwmQ3oK4EnLaSAE8SAIut0uNVd8VSQCH+5dAOxgucj6F05bPT6VhAN4ATqVEZ0Eji69ClhqcG8CK7xyGIa0+iQyKBHUXs+8kb4Uay1LAZLmGgiqehqLYUcgknFWsURcfJIkobSlRw55D4OuvpO4j/y41WqtrKxks9lOp7O8vEwadHd3B8+r1+uxenrsFeTALWnGryE/Bj2S9j7lc2KMstksNT/EcnGT9E7AcPFEXYFFDkXlB6ApDEOwEMIRPfOxjIpMHnIp1YCSaLImCBqo8SqIumksgr3sWFJ5TSh9oR1RjCDdsdY2Gg2eLzd7eHhITJnP509PT7VdErWUzc1NugypSl5cXEARSNO01WoFQcDUUqLV2Wy2vr5eLpdvbm4oAAOhc1Kurq5AvfD9tVoNvIGIU8d4bW5u0uLS7XbpB+PtVshuivdgUgGQCG0Tac6BwAyGhvHhUfJEiJ+I+uM4BjrG9ZIH93q9NE3v7+9XVlaIiVXuUdGUVMgB+F12vkZjkCHYh9RNOWgcHGJ99U+hTD6xUqRQb8TOt0IKJeol3OcrlB1KDko3AXuS1HwmUuOagBJ2842g6JEQZZWdYKQ+ojllItzG5GHt0wVaCYDAadT5KS6i3+KLoEEgIx0jIWSETttYKA2mQCmRDPsLHGavcbpZ9ERooqwQnX4ppgy7zeNmxWJpHKpWq51OB5G8JElUYgknUqvVsBt4d7LY2WxGfyf4h+d57XZ7fX2d2J0nBScO3QKiMWPMyspKHMfQMuyzZ89wbP1+nw3q+/79/T2C3cqsw/r0ej3Wl8RodXUVOJhVI94slUr4Et/3aeGKRe6BTc86UualwMvtuVgcRYvJZHJ3d6ecBQ4hJp4EjjYayBpJkiCI9UeBXWt93+c0cgYajQYxdZIk0Is5P7rPjDHEI8BQBL9QiMlFSBCpxWrHPXsu42i2eVJUy8soUOIyrW1wfuaOLhokQ8424fZMBoC45HgAOitYIuaGjYVABM8CvgZfobVknuZkMlGrx+fDgzDGcNfaM0fKRcZAEkARaCqDx42MOXRD2lQ6nLa2tprNZqFQwJ4eHBzc3d2dnp7yNIlmGIHOsnC/nAcyxcViwZ4hGkikQEWoqBLhqVR/fdHaZnKFJ/NESWUIXHwhPsSidcxZVTbBTEQElZOppx2TpICEph3JQ6k/9jCLgDXkeBMzEdZQgyCTS5IEiCUVzanUmcMA+ZwzSD3CGLO/v395eTkajW5vb9fW1ohov/rqq/v7+/PzcysU/ziODw4Orq6uqtUq8QrALIEgmpdYT2MMKftisYBMB5ikpHzifTWgWFvw0nK53Ov1cF3K8g/DMCsK/jhjHl+pVOLGwVQpzbB6s9lseXmZomYi05VBdHu93sbGRqfTgewaC1MjFVIYyDZe+ebmhsdEvMJRWiwWZOrsdoiyEDI4rZVKBY9lpDkEw8XeC4QjxsbQYhjxoidjHa21UCW0RwAvrhkYBhb/Dd9iMBiQEtBoYIwhLklEjVKTUdxzxtHZSB3pAwWZUicVTh2urJsfW8FFAxEniYRsnzyk71qBTMGrFKqxQqiMREAfA5URXWK9JNc7Jk7Ti3EydSM0eCwtplI5YthYTwg+vjQoAnMC4OtDAYzB0QByELhwKOjL4isQ1VPgcGNjgzxNORY4i0ajgS+j0XwwGDQaDQ/nRP40nU6ZWsCOV7fPjmefESKR3hJKG2OWlpaAHdI0RffEE0XsxWIBhgNljh1vrcUBU+2IoogUIQzD6+vrTCajIT9GdmVlBYQNYB0hXRYI/rHyDgKprlEQLpVKOFGMyN3dHceJCyaUY9+Aa2Od+XBrrQ6fUyumUZXLvsFFpSIamYrorhFiCJkiscxUZi83m02ORy6Xq1Qq8GU0nlLEBjiC6jS9vYwDVMz87u6OqIIVgM7A3gLZpiCBv8RykY0tLS25XJtqtaqE22q1irGDD5LL5arVKsgtsAafn3PmrHmOwgjIeb/fv76+Xl1dPTg4ePv2LWAg820IBvHKbGiyPbw4Z4yOEbB0ViCfz1cqFayq51A/jDHkZGCehBRIvRDoaJCrYz5DGefCxuAytHNRa8xWhktQ0I2F8QE+GQib2lrLUqhhUtVvvppAEOSZ6y8Wi4hywJrhavkQHFgk6g2sA49+Pp/XarVPnz6ROqPRMxqNDg8PkyS5uLjY398/OjryZXhvp9MBp93a2oLdg1PvdDq5XO729taX2S/8BeCnWCyur69jAfElnLJ6vc5urFarXHAYhldXV7VaDZUAkMx8Pg/Pgr/glWFjcaiJlcGfZ7PZaDQizr69vcV7GWPAIRKZzYREH4cOqkiv18Nq9/v96XTa7/dJC1qtVqFQWFlZwcHo9sCHDQaDfr+vJKa5zLmbOpNEA5GaAiklTUfZX6uP1lplS1EmqNfrau5BUGjdaTabFIYpwhHtEULFcUygEMcxFikVEjsWAPvArmNXEI5YwYTVF7IyRIGpo76pcKse0oxIkQSik+AarsQpgiheFUjLckb0TDynFy5wdK0j6dHSjFCRT/uw7cdzyH3qZWPRcvEd9RUMHVkZWIXCe6VSCUIMoKO1VkVo8Y7YKORX8/k83oT0XfnSgBxxHN/e3uKz7u7urq+vKWcsRE4uTdNutxuGYa/X8zgtq6urnudls9mVlZWVlZVarUbqihlNHM4Yz3shAwUpbQIKpWnabDajKFIlgZxMZORDNMdSJgg9W5AdwjCEy26Muby85I0kOp7n3d7eohMBakflklQSNhAWipoZbwEnpG6q5V+SJxBjK8P/rLXUQYlheSqKZbEdEX/nKWazWdIgaKJW6vNTGcjOCefryE3TNJ3P5yDYzWZTrTwOm8QfXqLa5ZyI5SpzhL6629tbT7rdtVZK3qxOaDqdYqMVB0vTtN/v424xAXEcQ9XhPEDjglBD4qXhIeEUIAargY3A2edFv813hLyn0+l0Ol1fX8/lcjc3N3t7e8PhsN/vr62tEdzV6/Vut0uSp4gZyGqlUtEGeSBNMICsSDX50nrr+z74DKk22xJ80hijMh+BqORb4QZz9ggUAPADkT8MhbMOmq2FTOOgVamoi2WFts1zz4pwri/sVh5iKpJPVB+4R+DZ6XQKdYDLbjabC1FI5/pRMkrTlHiFk5LNZnl2xpidnR02SaPROD8/5zCWy+X9/X3c88nJyfX1dRRFhErz+Xxvb69YLEKUQBfMGHN7e0uFnnhiY2ODjBDzHYbh+vr60tIS8wTZIVopJL5ptVobGxvYeoosjUaDBLFSqdAAY6QbBCawLikBAWkieBIgGw3fxPjkEOfn5/1+nzInh31rawuq8Hg8ZsgwMyFyuRwi291ul6rq0tISjnx5eRnKbiIKwLxANbeZK2eMwYAAbpEzZLNZrLMnnfVaR8BxgiH3ej0GOvEJRpBMYA++C9MEGK4pssZweHr0njBoBMe+DNLCT7BdiZV1PX3pROd/fRH0SYTOkwihj6/zHBkmzf9AOIkauYXI0Qc2Ql8PncZZ9eieU2c1wpC3Du3Ic+ZVePJDIYDFVD1YMhO8YyQDqXq9HrFpKI3UutSxtAhylIDlQIy1HsRzJMGLZf42BpkwnRYvlp3H0Wg04BN419fXg8FgPB53u13KG71eL5vNrq2tcbYjmVxIgsg2xTkRtt/e3iImwoosLy8DuHW7XfBbz/Oow4UykLbRaAAWsV3UoCwvL+PYS6WSOhv4+pTlJpMJlJzJZHJ+fs6Hz2azyWSyvr7ueo7hcNjtdn3fR8lvsVjAsK3X6ysrKzxdGFm+MGKIPWeimEocwLklTjQyYobIi22qpf40TVutFmtFHIfb5n6xsPCER6OR4jZkfrjAgvzA/2TrEAeRJCmWomUDgo8kSfr9PtkJPMZms8nXUQe11i5EnkrDHXIs9gSHbWdnh5ipVqux1SgNZrNZNX9EVzxZPG4krRfWGWGG3b+8vLy5ubm+vj4+PlbYEFIJ1pPgUfNpT3quh8Mhjhngzvd9KB7kkXDeQODha5AWBM7cjPv7+9lshusiuaFk6DkaNxz4nPTU4nfxowqxFGS8rS9DGckIfd9Xxk1GlF8iRw+Bs82Hz2azu7s7yDLtdpt0DQycpE2Zq6PRaG9vjxgCUIFAmwoilciXL1/u7u4C6GEOZrPZcDjs9Xo7Ozu3t7fj8XhjY4OkGV3yZrM5Go263S7ZXqfT4Shhx7PZLHBFpVKBSZvJZHq9nrr2tbW1vb29fr/PpmVtOdGrq6s3NzeARtwmcQzwZiJy9jC/jMDvMPt8qYBq3eH29pb/YlPxyWAMVpQQkiRREuL19TURLQdEB+4CrjB/kBxleXmZupcxhtzUFwIgAC+bNpfLgTCRdybC5fFkJDLhVCwK1RxeADbumsFNnIh6vQ60oLV/DIimrUTMUxl1yXHwRdObkJ08eC7iYtp74/t+wdGcsUKgxSpqMJcIlbcgTfMZaWCLRDfbxXWN9K5Ejjg2CS7Qmie1TH1xKtxyDTQTmXVqHf5U4KgARsIK9p0xLFiwrEiOY5k5TWCnwGaEF1qiYtGs0Ok11SY4G41G4KYa3vGBkcyuUNemmBBPDcsWhuH5+XkYhhiQP0bYOzs7+EWMdVamAnmet7y83Ov1AHa5OMJSjAinkZgOc+z7/s3NDbkUA0kIZsMwpJifEZUDgizYGbhbHORgMKCrxFrLaxAWSaSdFJAHGhG5Gl6ErcxJ4LSzcXu9Xq1Wo1wH0k34sLy8PJ/PtXudWj1bcDQaAfQp2KiPwVqLx+UaNBEh9aSCRXxKRMMpZTJMLOoQhGnwDInaFPegmDeVaaOYYE4ORx3BMyutI4hosHHnIgLOFxGMD4dDWgiazeb19TX+3hPKVaFQ0JFPGI6FNLfQGkvAoaRH+Ds4ciJ9X5omAQ/YyonQ2fnz/v4ek0rJ+ebmhtiZXgLg6/F4DH/qi/rHQjTw0MRRjg+2npAulfFz3AtegXQWrlMqDRKBDOeCNBQLx9hay21aZ8w1xQ+No9nzngxtdSNuomZ24EIk7NkwHBxPZun4MmmLmIPKehAE3W53c3MT2GN9ff3m5mZnZwfTg29gnff29k5OTg4PD6lfwkxmIsLKysp0Ol1bWxuPx+vr67e3tzc3N1Q9Dg4OwD/xwey0y8tLz/PYZhzk+XxO16Z1utHxLs1m8/T0dGtry8gwpqurq83NTVyXEQEH/Cs9o61Wi3o2qRtBGJSCuWibYTq461hm5mAlAlGcmM1mnU6HZ8c+5EZ0XCL3QtbL0weT0NOE5aFqmCQJHavLy8t0x0Ou4eBj9EajUbPZRGvp9va21Wqxz4kVgGpSmR6B+yc+xryQ/XDqee5oUmJ/sPskJyBPzEDGeHqex32VRG2YvUTuThXDCO0WN8CpwYCwT4x0qviiheQJ78T+Yv7JQtRF0ofSEFpdIp5WTDjjDGENhRbuSSHDd2S0NfwlP1H8Vh2tccquuE9NcDn+RPaYR/7UsBiEAySWRfCdAS8gSbomXKGWrskgwU6w7ePxeHl5maS51+tBKU8dLSeQS20ULJfLAcBdqVRqtVqccIKRq6urRqOhRWDi1s3NzW63u5AWe1xps9lk6ytmRcBFuAeLBwovD4Odx63e39+vrq4S7bIXKdje398vLy+naQq/l6CJPIBIcCZydwBK8OZLpRKuYjQara6uYnTgXyhYylKyWPydyjAZBnU1og8KToAk8/m81WoZ6btnKSksJUnC7me7lMtl1HC63S4s/yRJKEolIuQ7lbkxUIjxK4PBQCkMZA8gMDwwdqQeG84n43Phv4BsGJEayeVytNZkMpnhcGit5SvArOikJLfm2W1tbeFHkTwMw3BjY4MaM8aLZ0TnABHGH0nYzvgIgneKmjxHbvP6+toYs7Gx0ev1FiJhUa/XO50OpDBMAOiu+sU0TfHuhDjasUesTfcw2zKO40qlAjhTr9dhgBdEwpDKHCkIBpo7XYgqNKxI/Q3ZG10HibT6cLA9UYHgPOsKZBzZP8LhyBlXAtjA3lNgDYYCwCMWQZ0ryMfFxcX29jbWlqSQ3JQYYrFYnJ2dxXEMh5CceDKZTCaT29tb7CyFnPPzc1JzI1PDstns3t4eydPx8TE+jyl7xEDHx8fcOHUj5FhPTk7An1AaKxQKp6enoBG1Wo2Sz9LSkpamiJhbrdbl5aUS4qxM7gtF/IjAn/CIB8Qjy4lsCOiClloyMm2Y082N4y2I6fGXs9ms0WhAg+QtcI/BWuBGzedz6mHawx6L2jZ5BnuJ88Uu4pgbGQAQyqx1vBSMOSVIg4WwgfEWrAlLihgNh4sSiTIJIGZmMpnRaKR6ILwLyXIcSSJ9xhxAznJG2kO1nB87qp++9BznZRYQoWoosyi4Tq30a8aZkfm1ibCcIpnHF8o4zFh4dr4zy8gTMRPzsB/GcxTTrLRvKePJCp/ACnEpFv0vKySpvIwS85wWWJJCRZt56FgM2DBEA8gSgDRQvOSJeJ7X7XapZVjRLPNk4lgcx41Go9Pp2N/85jfWWvUcHK1Wq4XjxbFtbW3hKgiXut3uwcEBdzKX2fRhGBLHIR4P1ImlJghin1lrSfjYHGmarqysMDBhOBwyUDMrzd2FQgFJZTIzCk5UDjg2+Xwe48JoNPwicSKHDeB3dXXVlxnucI6N9FShXkhKCvOW84mPBBPGfJBFKZ3E87x6vZ7JZGAYYYOCIIA3rywh4rJAGophsRNdYp2poTJVLRE5bHqMcGwKbnBUsjLyTANktjvoXyQDltkuOCcNnYwxaJSDaVM5A/whfBkOh7TMMwcjFvZ8u922UrslalvIqDmSIb5uKuPr8Bxcs1aIKRuoqAebmEic7NaKxhtRCN4FG0H0xrIowQfoHr43zgBuM6wZikxYgZmMR4bEaKQKwl5SbBnjMpvNiJNYausozXKQCA0J87Oi2qhETU3I3NC+UChASGEBPc+jl4Pgt9Fo4GbY3u/evVtdXSVoANkej8cHBwe3t7eEicQo/JPiNDAjRnltbe34+PjFixfv3r0jqK1Wqz/88AP56OnpKYglZ+T8/DwQ1bFSqXR7ewvYc319jeXFSC0tLVFcSNOUEkkul+t0OuVy+fb2dmNj4/Pnz5QntCjj+76WSFjMVLR/rbWMfdYSDGEorAUQe3BaniPBhP6XqlUTpBLlY0zIhHDeRigIZAl8hRVhIK13kMLGMioZCMqKpJf6eKqqZJYYvUwmQ7c3+0dPnJqCWPSPuFNCZIjBdCFPJhMN+tHZX0j7HMQ0yhCRdGdpA9JM9LnYjVaKhfwQ6Spgk4pMPPCGlUEOPCZCpVh6pXxH3khBFPwQ+dxC5L5ZwJm0rbtJp+sLPSleps6gCM1oOVmejEXyHfaM2j3iWisi2Bw3YDxKbxhtxdt5QCQSvNhFd2F7WNHt48Vra2skBjDCEplozYLzWFdWVi4vL0nh7J/8yZ+EYfjo0SPKLaurq/f391BvQmln9jwPFCgrLR9hGF5dXR0cHHz69ImyRywDTEDbkFGoVCrtdptWpFqt1ul0EtEPI1Frt9tJkhDDsmO0FYxNZqXuksiMNLINIjUtnhNNUMnIi3gCqCnEUXIIKmo5mXUHQ8GKnu/d3R2oC7YJdkCn08Eq4V/Zo8vLy+CNbBpqJ0BS1trb21uYSuxgzSeIW6H7kzHnRXIPmJFFi0XzVikPugJkongj1Xwg6yWD5KZub28JoNg9LKnW56iTLy8v5/P58/NzYsZWq5XP5y8vL7m1VIQ9NRAmDlDJNEI/YhRFVAD98HMkAVg3eGs5GYjBMNfxeEzOZK3FjmAjAI4KMr4UjIvAxcq4bL4aQQxtVCdBB8W11nLXIB+Y10BGvCkeu5Chx+wWkmAia+1fAh3iYFOkJKugDGFFLY8OB9A8Yj4cJCuAY6CeymlcW1ujgpDNZqvVKutPcwX3OJ1OSdSstch1QQ4CwllbW2u3281mk2yAahkwxvn5eZqmz58/f/fuHUfpq6++ms1mKCFg5bGAIED4G4IYLd57QvqnwIxSDw+IHV6tVglKKKbe3d3BhqUrHGdwcXGBUiiVl7mMLFVg0IjwOjZX8dLA6e2hY4pFJgKzjrYlTwcHo9WBYrHIhC8CslQ47XMZF0iIPJOJDtQy2UhECfCSdH6iFea8vkVLd0A1QKwgh9wI8RmxGoZCHRvwYCLSdBgQJQnDwoNPwAovpAUgkSaTogzG4kqI/BT8pLZnpGOQ2Fr5bsYYLIYWbkmsOdeKnWiWCYakETDHKhYx7VRakK2jbes5s/8SIcqmTn+aOlR13vqZ/DMWHSVPpEbJoeGXcIpZN26f+AZzQUCcyWRoscMgxDKvnv549WsE2fg+QhnSD+wnniWbzbbbbWwC28DjOsbj8f7+vrZd0wtRq9XK5fL6+rrneSsrK4vFQv1imqZoOpfLZTpduBOysYODg1jmSUFVWllZ0e4Fay39yHwFuSZ9S/V6fX193fd9DipRFeUrwiU9GNztwcHBxsZGq9Xio+jK0LAxk8k8evQIDh5LDLMgTdPd3V0eBtA0OK0yStjizWazUqmsra1pMM4vWe61tTXiF2TGwjAkYImiaG9vjwR0bW0tTdPDw0PMMf2LHImlpaV6vU62RxJDjsuVYIsJ0vWyYZYq+EDW3mw2Qdu1Kw5kGPvFb0DqSYb0K9iO6+vrm5ubq6ur9PClIoYOz1ARDP5O1MKlciRoheSmcjKjDaNJkKhwLtFAmqa3t7cEzurtYCTh2GBsFkSginChWq1Cj9JTQfSgZIdQeoG4eNJWniZReSSD1Ug+oAqDBwLHKSgEK5hthsGCa4CvBVMBm1nIyFgsZiiilzQ74TaU8Ui/ppZJKINdXl6Sg1KPHA6Hm5ubYRjC3OEYI+sD+waLidc8PT3NZDKfP38mfl0IP/7q6gp26HA4XCwW29vbABiEUL7vAyGQdg+HQ1DWXC5HRQNcWkstYRhSdYaCPhqNaJjheY1Go6urKzBb4j9IN61Wy/d9qpjGmFarRXQPgJEIQzUVORvX3OMyFXcNpOFVQUjiS43bjDFMoiBo5japvpO7kDtSByG1AuXWPAPHRtcAB4RdsRD5ZTU+kEf4L/ItDfKssKwDYaUqAwUkhsOF6af2SawzmUxGo1G73Q5l5N98PtfLm0wmg8GAiASjH8o0JFAQarc48kCm/RCOuAw7lpS/a72Tqr/n8Pg0y+TuAMlKpRIlgEioc1qR0bIF/4yl1YStuHAGjCfS9+w5YrlW2LaK2WqSmpOWNpYUBCsjo5EXIrrCykPXsNI7AMqYSmGSDZCROcHFYhHSBmvL8yrIrAJ9drQIhmGIQIfv+4VCgeYLa639T//pP9GPBa1ufX19Pp9fXFysrKzc3d2tr6+DJGhOsLW19fHjR+xgNpvd2Ng4OzuzwiAlM0D0EohGa7YYRAotzWbz4uICRg/ALAjV+fn56upqoVC4urqCFEPpiHxreXn58vKSk6kZ2MrKCiSLk5OTnZ2ddrtNHQJUZzqdwkuiRFQul4+Pj7UZkdoM1oQPgQ2P8SIkx9wjQrG9vc0+uLi4oHctCIKrq6soijY3N4kWc7kckUteBINwb1xtr9ejOAFcCV/r9vZ2e3t7NpvRh0OHJSVhPR6JDFZbW1szMsWCNSGhIXvLiyI2OAOob1bUWAg1KIUS0JABcBnwtilYep738ePHIAjIXNEThkbPFuc1mHIyTjJ7OBdsU+3iz4jSAhhUVpTGcF2004AkdzqdlZUVbiGR6nWz2STtxs/BL+OAwZlEfZSANJHxGsrsh486Go1gcg0GA9QwUAaHqk0JCr+r0lQce09UoTlXc5kaz6GlJy8WriDQBY9eq9fsk4KIm+OHwCcITG9ubqIogh9AdEWseXl5CWOIamWpVEKScDKZkCCura2FYTgcDn/961+fnp7m8/nPnz9jMVut1tnZGTgwFQo45wQEg8FgNpvt7+/T30VL9Lt37ziSipVhnlAj4UYWiwVQM7eMHwUcxn36vl8S7Sr8t2IVUNbJvQjzCX+BDT3Pw6emaQpKzAbQAlVeWqtjESMDQ+bDgTTKMt2C00HxUl1CIFM1FqIcQvIBnzkSuSvuOhYV6MQZlpA4QjyaXSkLhmBUk7CcNG2D03DxbAmIHQVpqCcTyDjDgngLZWa2jbpkvoWsFxeVcbotsWye9BzjKbWDjhgx70hvTmSGjIvTGuHlUlwDcwZM4vBOp1OigVgodZpJe87IFPXHRqhbis0S8VhRYPCcmSqeDLTXNdR8NBURFcIdVi8jam456XTXSALeCS1GqfB1STc575A/xuMxxgFfQEEnm83e3NwA4cDAgL/WaDTsf/gP/0GJJNvb2z/99NOTJ0+CIPj48WOaptVqdXl5OQzDV69ePXnyZDKZnJyc7O3tEXAFov0WhuHe3t7FxcXa2tr19TXKXlDUIHR0Oh1WkJIDrujRo0cfPnwolUpIe1MzBx4EAQPCNcaQcZPMcVDz+Tz0BPjHFMzm8/nt7S38l0gkIRLRDCLQoB+u0+lsbW2dnp5ubGyQH9NfuLm5Sdeapgunp6fW2sPDw+Pj40ajQSbX6/XW1tZAWmADYmqh21hrp9PpxsbG6elpFEWwirAjKysraZp2Oh3iIKwkhyRJEjKV+XxOJEFZCN9P8g3CThIJDQScHdj8+PiYvBxKAtURYFuqufP5fGdnB7kJamk0YlKpgvrI1slkMhcXFzwaUAvSI5pP1J1waFMppSh0BpvGSNk1kNYaeBmYUT4Kk8HiWGsZg2yMAS2fz+dLS0tkclw2YBq9hgBoYAP5fB5FhbOzM2MMMDhJJ9BivV4n+1HwPxb5Ag4qPl7xKM4h6zkYDBKRd8Bnl2UUuTEGDzeTiU6AMZSpImHSMwWXKhpbC6CMevnt7S0GCN+Zy+U4QZ1O59GjR2dnZ4eHhz///DNoShiG5+fniYzb3draoqDAZJKLiwvP854/fw5kfXFxsVgs2HVkMFq/AGhpNBrb29sXFxdXV1crKyvkQLEMXQGeHQ6HkGAJoNFdQtV5Lup92Bos8v39/f7+Ppp8BP6QtGFOkEaHYYiro1UXCQ4jY5mxLXhZwDftM+52u1ovMELcZWdSLlmIrAwWcC5THhNhvCsGiGVX7DeW8RWEHZ6wS8gOrTCY8A2BjE8PpMef9Cgj6mZ8aVaazaB5J6IbRxKCNwJU0/qrvowTkZMW0mw2CzALq4BbY+VpdeOqWPPImQABuqa+BAQSLIFWLl5MxUednLI3cqKfzs6JHB1XF4P1ZTC4J0NzQ2espsY66jU9Z6ZTIGq0nuhjp1Ly1GeBkWEnEDQA22jLPg5eE0qWdyJDNdhOOkdE2fgU3YjOcVgQUZEBYblwBEboZmEYenQm5HK57e3td+/eff311wSzrVbryZMnd3d3Z2dn3W736OgIG/TkyRNI5EhmVCqVvb29Z8+enZ6ecjhXV1chMRJf862E6s+ePcMGZbNZ4ty1tbV6vU4/GRVQ8Jx8Pr+xsWGlh7dYLMLWazQau7u7nucBb4ZheHZ2xr7pdDrKvSwWi7u7u0mS0AlOL8r29vajR4/0SRSLxdXVVQqWeDs2/c7ODnuRvrdGo0E6S668t7fHtgPSwd0C2ILfUpQCK9vd3V1ZWQHhPDo6wt2CAa6vry8WC87DxsZGqVTa3t5mupvv+48ePdL8EvzTCOd2IXpaoJGcNCwO+W7GUXSD+wfBCnj84uICg3VxcYFZ5y4wWIQIhULh/Pwc5IClAKJhv2q9wRhTr9drtVqr1QLfzuVyJLsAj6jBkV7AFIPXA6QfRRFa4RzspaWlgkxHZ8c3Gg143cR329vbURQxSoUTvra2RmLHsGXip/39/UqlAuENog17kue+v7/viZpHNptFoxlAhSgVSBnzQbMT0ShWFZsOSkx2S0xKHyRHnWJBHMcbGxvPnz9HlI5XNptNOkzId6mt9nq9ra2tnZ2dpaWlb775Znt7e3t7++7urt/vAxV89913GNlKpfLp06coilD/2djYIGg4PT1NkuTFixetVuu7776rVCoXFxek0VtbWzA/V1ZWms3m6urq1tbW0dFRPp9fW1t7/vw5jmdjY4MDha8lPMeOICBMOA/tAGLXxcUF1ZNYOh9grk6n0+3t7c+fP0NQwl0xXylJkrwI95NHoptB+q6pDGQlZeJg6wFmKOhSBoasDiTrVjo1ieF5Yff5JfJG1OfUL3I0KEmyzroNhsMhfwnDUAFhT0QANKdU2JCU1Eh5CJcZyCRUTa3SNGUdOMKpTFrVsmIgIwv5iy9tFVi2sTP4gQ/PiZKGkXGE2MZI1JQoKOjJAp7lgXJsF8KJw+EpbMsaJkK80OBDcWCsjS+k2UC03XV9jFCB3OVyAVtNN1OhIwUyrykr/ZeKXVuRiSCrVl402ykVFXiY5wshyWvwEcj8XS5Sm4ABY7vdLpMAqNRYmVrBb4gIoe7bf/kv/2WhUNja2ur1etAXh8Ph4eHh6elpQaT3t7a2oDkcHx/v7OwMBoNqtQp8BEJFraher799+/bRo0fv37/H09RqtXfv3sVxfHh4SFL16dOnIAgABgEMMc1kdevr60EQVKvVi4sL4us4jvf392ezGaPOMCi+719fXzMa6fT0NI7jvb09SDeLxaLX6z169Oj09LTVan3+/Hlzc/Pq6ioIgqOjow8fPuzu7na73b29vaurq9vb22KxuLGxEccxIwnJ7Xzf73Q6lFfr9frnz5+Pjo6Oj497vd7XX399fHxM+MbWPz4+9kSAQ8swpNSQPj59+rS2tnZxcYH1h9bLwIrNzU26O2AA+b5/dXW1tbWlIOTW1tZwOCyVSmdnZ4VCgWy70+nk83n6OrrdbqvV6vV6EElyuVxZpqZwzrvdbi6XA9kjRet2u4pTEWcxBZM2/DRNaUvwPO/m5oY44Pr6Ok1Tlo7rYceTjLI7gyBQMqfCR1RY4STf39/jgQhy4XCTXcEhhP6A7+QQUggg0cTS0YMIXZPaLY3wYADGmPPzcwZpUW/mVECBKRQKTBuGDAVniuoD7Nx6vX59fQ3mgZngQOIYFFRkNJ7yhlhtQAJKmKRKAMiJsPjK5XKlUjHSCdrtdp8/fw5pmVZaIjx24GKxePz48Xw+f/fu3bNnz968eUPSn8vlnjx5MhgMCM5wzwAGtVrt66+//vz5MyhxFEW1Wu3z589bW1skshBBSQ7Oz8//9E//tFQqvXnzhnh8c3Pz9evXEAU5mL7oURM0AFdQpaaSxDHE4pMidzqd6XRKEKMrAKvgj41uQRAEwc3NDZsTyIvYmmZxYlyUMokgSyJai3OlqKnESBw5Zg7LoBQYIl0tZodhSB4WS0eg1qp9GcmJwyBEwKaR38QyYDx2FPw9adIlhFX4F+OA/5uLCremqmBgMxnrFIrcQUYaRYA3IYWR+3rO8GDc0kJGBbscKCtUUkVca7WaL339OMKFSJ0AQrK9SdyJ4DOid88RwE/gBUg2Upltoqm2En2tyB1gPfReEmfWpn0ohKKuVP20ujRf1A/008iYjTRMa27KEw9kchlPH14IO4dHzFLg1PC4lBsWi4VWfPj8SOSF2fBEzJGM4E3T1MNYY3xBNqiUYPpXVlaiKPrhhx/u7++hUFNsm0wmq6urGxsbJycnFGCIqg4ODi4uLlZXV7PZLDKnURTt7u5ms1kUFoIg2NraarVaxEosTaFQQFaK41StVg8PDyEaADdnMhn4IB8/fqReEgTB7u5uJC2oV1dXVN3CMNzY2Pj48ePKygqVHlgqtVrt5OQEezebza6urgi3l5aWbm5uPnz4QOoJrwGHh7fG4pP1Pn78GNiEtK9er5+fn/MYNjY29vf3oyiCVKUivaHMMt3d3T08PGTPsfo7Ozu5XG5tbQ1jShOCwrzz+Xxra4vXt9ttT6Yacd5gN9DWBvgD6ZT2D4Jc8ARCcjY9MLXneThalhFOE4Zjd3cXsTTYoc1mM03Tu7u7OI4BEnhwZHv0yGs2DDJMO+/W1tbGxsajR4/G4zFijePxeHNzE1wB1j6FrqOjI1BKvBThC6G6knIJJ/E0zWZzY2OD/0UObXV1VdF7ssx8Pr+zs1OpVNbX15GCUh21fD6/u7sLZ3ttbQ0/B3cJwsvR0RGQJggt+frKygqksPX19dXVVaw2JqnZbBpjOBSPHj0ihM+IJDLxEAP4VldX6VutVCqnp6eIFbx9+3axWOzu7r548WJ3d5dcrdFoPHr0iOf74sULAs2Dg4OdnZ1MJtNut1miUql0fHz86dMnqD3Pnz//+eef379/T4TRaDROTk4IhujxR80VpHp5eRmyNCa1WCweHx9zFjY3N0nBc7nc7u4u/pKmTzgH0+n05uaG/jH4aDSqnZ2dAbcspDFsbW2t2+16nkd7EhEtOp2ER7u7u8hmUVbv9XpxHBP2aRzJnSYyi4lMotfrkcTAnCTVAJRSw0oKNRcxL1+G3GEBcFrZbBaEWck4RjpEOVax9NFSBE0ccfNU2hy/ACHhjGCjrbVIOMUyn4d1cE057lYrtZD1FjJpgKiFLcrL6CZSP8QtK3qPoSBWo1aViDIReRKZKFxOsB94jr4zBTaV1mTski8ClqxnIjoSBAdpmipBV7PGWBi/uD1Nl620eCWi750+pAJp0Sd1pPiMjK/hGjSS0OReC0BUpooy/p3eX0W5UtEyI27gL6ACBP2KWxAAgZgSY+WlLdP3fQ+BLuApahiwJIrF4ocPH0jL/uzP/mwhugR0LtO9MJlMnj592ul0ALJubm7evXtHPen6+no2mzEtIY7jt2/fPn78uF6vP378uNPpvHnzZjwedzodyCbn5+ccbFKobDb7+fPnlZUVdi1dMuPx+OnTp5VKZWdn5+3bt7u7u8PhEGYv+Oef/umf7uzs7O3tkf4q7kFthmPm+z6iB0BAk8nk7OxseXn5+fPn7Xb78+fPT58+BS3c3d0djUb4++FwiNDXzc3N5eXlysoKEPTZ2RnpJoA45+3m5mYymRA6gMUBXn3+/JmtE4Yhnuny8hJYYDgcQlbiXiAr5XI5PmpjY2NjY6PZbG5vb9/e3iZJQgaQyWTwsre3t+vr66Tpah3K5fLq6mqn06GlASiMLpThcAiu2+/3KQDDqyyVSrA6qZbf3d3d3NzQlI2bp0cK2s7h4SFvWV9fp++CWh2M3MvLS2MMiQhqovV6/fLykg0GhkmbDViiL+Sp9fX1vb294+Pji4uLwWBwcnLC1gcO3draAhKAS8mscthuaZoy7geoXENyDc+z2SzTZUGGEQcn2AQygXAEhH5ycrK7u5um6cHBAasKzGutpdceCokvNBDaeDC+jUajVqtReuBMra2t0SICPMtO+PDhww8//LC+vr62tgYF6eeffyaIOTs7e/HixerqKlkjtJF2uz0ejxeLBVI47PDHjx9/9dVXGI5/+Id/2N3dBemlaL20tER4QVG8Xq9vbGy8f/+evBkXRU1UCfNJkiAODNwNkEA4xfaGFsR5xORRrZ/P55hycg7VMMnlcthBAIZWq0Xglc/nl5eXFTsFn6C4PhwO0bm8v79P0xS6Cn9XyI56sy89+5q4ENDwFcyB0iQPK2mEldPpdMIw7HQ6YxFYDmWgB/krK0ztlsxecya17Eog8kRGmJ0M/E4hHN8JFUMrdguZcctyUfvQLI1gjnOnNVp8D55PMyr2s3VmmMDnxwdDj0pFWAPfxkXe3d1FIqTn+z5gjCa7mvZxpzOZ3e3LCEwqOyymywOy0uJp5SdxxuQZoc7GomiWOKOEjCgUgtuBYKdOCxyPknIj5ecgCLR0Aq6biLguL2ZYAtEDpmMhMilEDxT1WBAAIfAPKp1GanksSxzHS0tLAeGzapt1Op35fL6xsQG7hJa4OI5///vfY+iNjNGhsjqZTB4/fkwkSOzG8cA682Kyz0ePHoE1axjy4sWLi4uLXC7ned7+/v7Hjx9Rqc/lcr/97W8rlcqbN28ajcbGxgYOdWtrixD+9PQURPH29hbevDGm3W5jpHBFuVzu/PycLknMIq0gDIVAruzu7q7VaqF2BBGGBP/Nmzcs0MuXL7kv+DKwVz59+gSUf3NzQ8MAt1koFN68eYM0+dnZWb1ePz09hdYxm83oJaBKGkURFKcnT57gtJ4/f/758+elpaXLy8tWq0Wi6QsFBkaxETkSa+3e3h4N6fQq4HUIgrhgUpZ6vb68vHxyckKVkUCJuB5ZO2vt9vY22+v8/Lxer4OMQQym4Jem6efPnx8/fnxxcbG7u3t3dzcajV6+fPnTTz9tb2/7vn95ecl+Rb/m48ePOzs74M+e55G0YXGU+cx5Y2Q0ehxnZ2fj8fjZs2dwO1+8eIGl6HQ6Nzc329vb+Xz+/fv319fXv/rVr8DPDw4OXr16paxXJNxArmiiOD8/B8ysVCqdTiebzT5//hzRDGhc1WqVDOzu7u7Fixe0FRJgbW5uWmu//fbbk5OTKIoeP36MxwX4RdWItnd6S1ASQEU5K73F1lpCzLOzM+hsi8VieXn522+/7fV6WjTidr7++mtrbbvdRpit3W4fHh5Op9M//OEPe3t7aZoqiYMSeBRFHz58+Oabb8IwfPz4Me4HLWL+i/xvY2Pj9vb2+PgYmjoOYGtri1j7zZs3xWIRiwlTYWNjA5Y7wDiRezab7fV69CuXRBkYjg9O9OzsDL4C1go22Xg8xnt5nqdkJWPM58+fd3Z2WH/E/ABpcSSpTJsHGcOwAsVTYqBzCcEdvDuU6aIzRIX2mMvLS9xqIF13OFreQuCF+yHgw3ZDn57JUOuFyEHjUGORn8VJkH8EInhJSoTbAEjDLgNHafKkr/FlciRZIzlimqbMQOQT6Au3ooFH0YFIhWZ3PhOOntaDeQTUTZMk0QkTC2nooguIdIowJZFWy0Tk3fUTPCE96Q4kgYscoVrl9UQiuZfIyM9Ihthrlukml1of1cxVj4Ymkb609ip3LyeDNllGjB63Q5gFJwDTBBmQYXzkOQunFRuGaUb0uaACpdI1rpRjMDZ2qcdtlEql6+vr58+fU9Fk3EGpVCqVSq9evQIl6Pf7EPam0+nV1RWYG6R57pOZ7wsRK8jn8wwwCoKA9Ej7NzAEeKyNjY3JZHJ4eLi6uvro0aOff/75+fPnk8nkq6++AlSM4/j777/H0/BUQM+azSaUIgJbLgk3cHBwACa2EG0z0L+1tTX4O8YYXDszdXd2dsBmr66ujo6O4KeMRqPr6+v379/zVEjweTyrq6ukSre3txSBTk9Pd3d3z87OcHVZURk+PT3lGGxvb5Ovz2azra0tIKAgCL755hv6fDB/cKwKhcLBwQGN87iNKIpAFA8PD6Mo+vz5M8gnqdvNzQ3a9FCWaAalUsIQwaxMUAHt4clyeTOZcgwbjYqOlUYulv3jx4/UvYjdEJ2Jouji4gKUMpPJnJ6eMu5xOp2CyPECgFxf9D7I59bX10E4cfPU/DC+i8Xi4uLizZs3pCb1ev3169c0UVAs73a7t7e3Hz58INWGbXt7ewuvZDabQTOGjkuDPO06tKnEcQyhHKbr27dv4zh+9+5doVBoNptQuFut1vb2dq/XW1paevz4MRl2JpP59a9/jfgqkDX1/iiKEHQENme16ev1fR9eVaPR+Pbbb589e4YhXltbw5Qw/eZf/at/9fnzZygz1Wp1dXUVUJ1KHjXLXC53cHDA66E2EPdARvvpp5/u7+/RkpxMJru7u77vr6+vUxZZWVkhkkBJjgrxmzdvWF78GZfq+z4AAyA/ugegSgCbFG6ImDn7WBw4WZTJYRoTzVxeXsItoucYEiPAAKUH8tderwdeRaEuiqLl5WWdN5mmKeKRUGqxXOgAJKISrmRX9gDfmCQJLDMMNKePPzHieEctQ2BhlVGiCQd5NkXKSEZRKrVEy3I5UTtK0xQ/xKRbIolIBNw1OKA0SzaWlxFsBILUg1ko4jxYhHD08C5KpYQlDhACs288HrMVcZ+sIW6VXcoIOU+6QfTP6KGSO+iXsr00LwykZzR1ej09IT15onKgkK952LhpnfZQXRDlQ/H7rDS9sDJK6vGkt4edyfVwGWwMHh+JhEp40q1LQgKVgUo84ZoWhkGtKGoSCbE3ijKACKjS/pf/8l+oD81mM1qnNzc3C4XCDz/8sLa2NhgM7u/vcWOVSuXq6opqypMnT3766Sc4ONqC2u12qQX2er29vb33799jtVka3/dPT0/h4l5eXpJHUqRJkuTo6Ojjx4+/+tWvPn/+jHuo1WpnZ2fcHlsZSl4URaSVlKBpML2+vsZ0GmOARlut1tu3b4+OjqbTKYSUXq/34sWLOI4vLi5IzwlYWq3W69evOaiUlEkuYcdYax8/fvzp0yeE/ZixsLm52el00AssFAqMiaCh8P7+/quvvvr+++8bjQYCEefn51tbW7jq4+NjgpqXL1/Ctbm/v2fSJO2qDBbN5XLdbpeTEwSBqnlhcNH/6/f7e3t76mbQkdnf31cQjzOP+ivgAYkXh/Pz58+NRoMaGE4OIhgoBAX2fD5/fHzMBZTLZRIvSoZERb7v06CSzWYHgwEhEX/i5+7u7sjbjo+PCaEAhClS0poJLvf48WM0ETOZDOIddEqUy2WoYfRUEDe02+1arXZ8fPz06dM0TT99+lQqlTY3N8/Pz1dWVl6/fp2V8Sk0qCRJ8uzZM3qHrLXD4RBqWK1W29zcTJIEciyRLwrpNzc3FIYh5sxms0+fPhWLxb29PUqq2JdOp4N00VdffXVxcUFJghIAOAEgNkOjiG1XV1ePj49LpdL79++bzea//Jf/stvtvnnzBl4YFpPL4425XO7i4kKpXp7nXV9f84xgyXsy9AOA4fj4GIe6v78Ph6hUKhEUkpGj0vzhw4cwDBnl9u7du0AmPuZyObq/0VrzpP0Omo9GwNQayM6nMg0Q5QQ6d5V9Y6VF1Vp7fn4Ogsp/kUhNJhNam2AjA+qQERphqRgZA6kJky/NmqwqyZZ2RmlyBnURtwrEHYrIPlaY5NJ3hIoymcxEZHuNzL9jNdQZAIpqBqbpi7W2LEMxKd7z4Th1sufQkSwmyNDCCjohHFJWkq/AUfki61EsFtvtNpOjwBhVfpldp805ZBSA7WxvXkPWhVebiy4EV2tlhDj3npVZBXhZNy1LpbJrnNmc6iM1B9UXpI50ZSqMWV/4t8bhCrG8itwEohWlpTf2KstCzsbTpLrE5xBcknxTyiEKpDpeEWFwsheSUQiM7BAwD4q4IPbYvWw2a//jf/yPLDfhIVokylwnkyNcojqCxyZD55uAwgDcuI2ffvppd3eX8bn1eh0VU0rWnz59IuticA+UyG63u7y8zI6hz31zcxOBAs4/E7ffv3//+PFjOhkAdmq1GsUz9P/oGWDCNmQK3/d3dnZKpdKHDx/Y5Zubm5PJZDKZoBBxdHSENUzTdGNjQ/mHpLm+7x8cHPi+T0rKpRJ0k+rh3lCHmM1md3d3BwcHx8fHu7u7GGXf91dWViDQYgIODg6ur69BvLHy6HwyF4XzT6hBqgEKT/8QVcnDw8OzszMs4M7OzqdPn5Ik0cDcGLOzs9PpdJhWgYPBuBACN5vNq6srioiEnCSXnB8e4lwU2oD7oTuRc1xcXDx//jyKIhiw1FFoIsbaUgOgqooocbFY3N7e5tuJPLhNT0YCwDUD4YQsDWOtVCqVZQQ3oQzZUpIkNzc3X3/99enpKYsDioWZKxaLPOXr6+uNjQ36W2CTXV5eRlH07bffXl5eksDBIIOzQ/UILdxarXZwcEBoCLYPArG8vLy5ufnmzRv0HKhogp/ncrkffvjB9/3Hjx9T2eVmYau22+3Xr19ba8lQt7a2JpMJWnT9fv/y8nIymWxubuZyOQLkWq0GPxzQ6dtvv81ms7RX9ft9OEr5fP7z58/lcrndbq+urmImsN13d3dHR0d/+MMf4LIRAcBbJiVimsdkMoGXPh6PoXzP53N0LVCUzWazxIJkzwyFuL6+Pjg4wF5nMpmrqyv2vzEml8tdX18nSUKLKoYCeXcipFarNRwOKbnpiHLtraSCi24GKDdVA8bF4zl4TJxujCaAShRF0LLm87my9IH4qCni+difUH5wElmZMwXVBZQbVpGChMRVURSxb4mxSLKt062BteROQaGJa4khCJ2NMbQY4v8UR42loSIvWiU09lAOS52phWj+aYsUD11LM9hD7gVeElFLmqaMkAJnItjK5XLUOLnxhcjupNJqCT6pqKx6zURECawMVPFlTlQiihBWCq5KeU1F3jYSCSoFrlnPUEZSW5mjAjqqbCPSTWIj3QzwLoG42Rikp4QOhYdzqzzPo+7G1YLAEV/SmECVJJYWLF5DogKRLUBtqyiTYzkwhD/r6+tnZ2dbW1vFYvH8/JwD0263t7e3//CHP8BBBU84Pj4GqYui6M2bNxSQ2EA0ZdZqtcvLy263++zZs9lsdnl5yVbe2tp68+bN48ePAXixqpALsLafPn2y1h4eHl5fXyNbShhbLBZPTk7AEGq12ocPH168eAEsA8396dOnAAKdTodqFgAvCavv+4DU3W73yZMno9Go0+mQGfd6PcCZ/f39i4uLd+/eeTKMggPDTfHI4RRwNrSbh47Vw8PD9+/fo/yyu7tLNux53unp6dOnTzFD9IRcXFyAsWgfm+/7r169ogkdeCSTyXQ6nc3NzWazCScIxQr6ZUn1KOjSK8IHep4HTA2GPJvNDg8PiWAI4jgSXDlTu5FnI2RmX9ZqtZubG2qf2WwWpjFfTdMq3EVaj6j8cUKq1Srz0EFlKeHw0IfDIeIPAFmknlEUTafTJ0+edLtdMMxut3t8fHx0dHRycsIALLpHNjc3gyAgWWeWAPFHILNQtGP45ORkdXWVOd7Ly8svX77EysAW+fTp0+Hh4U8//fTs2TMSxLOzs1TIYj/++CMaCx8+fNjY2CgWi6enp1dXV+RYlBsGg8HBwQHs5Ww2u7+/T5RDutzpdPb29ubzOWNDnj9/zofjiTnqrAD2ggFeRZnSgJ+ARvTs2bNXr15Vq9WdnR3UuI6Pj7/55huY6uT0BwcH4/EY0Hh7e/vjx48g8zobhN6M0WjUaDTAjYDW9/b2EN5StHY+n7NzEG0gZCRpuLq6ajabuBA0Ckh/8XlYLoLahUxSQ9+AvMqICn8kQythZpFgEdpj0UiM8IJo8t3LzNRIRmqkwmhVN0ZjDHgvK7mysgI8QwSAiceRKD2b9j6eCHwOnCWYAbUSMocwDNFU8WUSpPoGgFZiX7ypFZ4nMkk4ZtwnO4FQnvgY1SQ+bWlpCUdOYEqbMq6XvJzCMxfJtof3UJRZQGwhnTtEBRqr6/s+GCEVOqrCBEnciFbyWGpP9JkxTb/0bZpEKiTrJqBWpH9SUQ5SQNg6M0FTR6JWkV4FFWKRrScB5VJ1C6nQEpiowsW+yCeRmxLcAD5RcdNSq3pWsnMNIwgX2GDlcrlQKHS7Xfs3f/M3dGKxD2jT7PV66LuCH3JZFIdevXr16NGjT58+xXEMraZcLl9eXuIYIEwCRlcqlQ8fPozH46Ojo3fv3kF2R6eNbBU1uEwm02q1OMMrKysnJyfb29ugkeh7vX//nk2wv79/c3OzsrJyc3NDIAZqBxUb2ipMa0IJmiXYlywTvfbI2uGqcaW0BPAs19fXcYfr6+unp6cAoST+x8fH29vb7GwaY6A54C0QEUzT9OLiAk0+3O3p6alG2WSZURQ1m03qfwcHB99//z1d24vF4vr6Gl5PPp+nnEm5i+MxGo1AG8izS6UStB3IEbjni4sLay2xUr/fh/FLJkpjD/oPoNlLS0vn5+c05BBPoD/SaDTa7fbOzg6UAZoxGD/OB9LYZ62lqSNJkrOzs/v7+83NTZJ4QhDIkJ7oMNCViOHQwPP29hagDOuPJpQxBmY1SihsDBBpfB6Cq1tbWzwUZsV8+PBheXkZ+hXwO78Bs2LBwb0fPXpEY2Kz2YQV/PbtW0ZIAmbs7++/f/8eF760tIR8D6EYTGPY5pgeqtonJyewxowxv/3tbw8ODmq12vv37589e3Z+fn59ff3tt9/+0z/9E8Tazc1NvA490J1OB8qSMeb58+d0RrHylCRzuRxDSxaLxffff082DEG62+12u93V1VVOInHJaDSCwvPkyZMkSThWEIXYDCgVRFHEoALu/fj4mDQlCAI2HqEYPZ1AhUj55HK59fV1Zk1jQ7EydAeBTwDhDIdDemMWi8XOzs7V1VUiMyVopOED8YukRJQ2A+kFpIcEMqfmgsYYDChkZvqU8GpamcMOMG2iUCj0+332HuSDIAhYUlVH0Z4Q4Dg8tGrKMD46n88XRCyejAdmgC9KbHhZThOWHWCQuh3sgfv7e4LvRAbLk//hbjudDg9dW8KIKpgPoRIZyDPBiAFYGgwGKqBPtEFMY629ubkBzGccBdX3UBQDwIrJpxMZLpY6/SdWek+xD3OZ5otlNg67R12jukDXF1phCXHjQNPKyNUoRLuAwAN8UcLLi0ypIgFkUHoBuD2wawwOKTWuFz45BSkilZKIdVuZE4el5THNRX6czyfWn81m9t//+38PgAMompGxL+yMtbW1hbSTn5+fHx4eDgaDy8vLUqlEuR5aqed5SNP1+304FKAHVAhIhqbTqQ6rY0V4fu12+8WLFyQl1trr62vl5iBjm6bp0dERfAHQUeY5tFotij2vXr2KomhlZQW6Wq1W29jY+P7772E6PH78mKSkUChYa6HenJ6eKv2S6HhpaYnQr9vtAllQ8qxWq71eD3Ei6kkfP36EiA/OCeKkAmPtdjuO4ydPniwWi5OTExz2r371K2g1CAaRHhHjU2y7vb2lpWFjYwOoMJfLPXr0iKJOLpfjZbVajQ4EqLO5XG5jY+P169flcnl9fb3b7TJlYjqdrq+v5/P5d+/ewd0Ag6Lzl8nhHDZCMLCXRqNxdnbG0Bs6XkDkVPVNqzhoKg0Gg5ubm0wmQ/QDnG5k2Hg+n4ejFMcxoAUXRiaKzYLJkqbpwcEBJwfpokajQWsBFIDPnz8TrgLlEaycnZ3xmo2NjYUM7j4+PmYbX1xcwBtkIPZisbi6uioUCgQ9nz9/fvToERn8q1evXr58CR54f3+/vr4OjkpN+vr6Gpv1zTff4DnonWWAD33AxWKx2+2yhSgDk6h9+PDh6OiI9qGVlZVKpQKpir7JYrH45s2br7/+2hgDLbxYLP72t7+FOvTq1av19XU+uVAoMJjo8vJyNpvt7e31er2rq6unT5++efMG0A8KgrWWAdekXJgzujOREEHMtt1uLy8vM2ua4gVGH2Cq1WpNRRyYzYwlDYIAMh2gAvhEmqYfP35UiWCKzSz73d0dykSDweD09BQVC5I/rFg2m6Uqkc/ncT+B6LNbZ1gN7hb8A1dKfzpGHMyW7I3rIcwCglKrV6vVCNBxCY1GA0I7FQo42ODM1G6MdPTjfkD+qW+xoyKZngHHB4HG1KG/UtAlcex2u4QmxEDQfMCKwOey2SygqycTeFA9hcOhXoQoAbQPDkQcxwsZtIl3AZUFRuIeaZvRICxNU1op4jgmAAV35eRyMdwvTkvDJmql5GSEL/hjMFJeHzuzUKzIGhhHUElL1Pq/segzxM6sMeyVelkAbWNMJpPhNrlsCquhDAdlA7BdWQFuU8vw2gBCxcoTpTOCafwLjcjgkVToGbAB4E8nj4fkKQ37jLfEHOdyOUgox8fHuVzu9PR0aWkJ5g590L1ebzqdvn79mslQGFBiqFgEhQeDwZMnTz5+/AjkDd2Gpu/l5WX2FpwaDsDJycmLFy9Idql8oDNHvZpwGAyagDGKIowFuC6+DVNIOb1SqYDZwvqD0Xp8fIzH5UigYUaJqN/vQ4mCAwJyi5V//fp1USTHstnszc0NT6jdbi8WC/iEVNR833/79u35+fnjx49rtRoI4Xg8nk6nR0dHa2trT548+fDhw2g0YuvTwNdqtWgqr1arT58+DYLgzZs3kfxsbW2RPk6nU1IT4mioRmwUnhrtASAttKWTosHBA/zBsNJmANIO2Yo+d0JgStpsqfPzc8hQCBQwaoOAAxyvXC7DMl0sFhATZrMZmAH18yRJKpXK4eEhbe/VanVtbW1nZ4f2bQozYPKUJ0ka6NnwfR8zvVgsWq0W0Aiwyfb2Nvr7w+EQNQCIM/RBkkn4vk/pF37BDz/8QKK5WCw+fvzYaDSOj49PTk7evXvXbrfJGlVoJk1TRBx/+9vf+r5PYjQcDuk9JSYF4u71evhsGme1dvUXf/EX/+7f/btOpwPt1lr729/+Np/Pf/r06cmTJ+fn5xsbG8S8V1dXcK3JA969e0ccFoYhGObq6upvfvOby8vL4XD4J3/yJ5QhIQnT6IzAIVAYjLxMJjMYDLrd7u7uLmMGPM/b39+H8zWdTiGFUYbkFJycnCxkMFO9Xl9dXa3Van/+53/+53/+55VKBRg8ktErcOBJwtjPSZLQTQRQRv0VaUkou3hEuGPYIAwuWBcIJ3CRL831bGzcGPAgZ58YejabqVpy6ig6gehA6KD5ihgLMjbiGBsbG9VqdXNzk55d9Y4gzKwn5Oq1tbXNzU18+Ww2W1paYp4M3eHVanV3dxd1J47M6upqJHOt2eGlUokMEuIr4IF6gnw+T0CM5YTnXC6XcclWlFTn8zkQzt7enu/7gMxpmrIPiTmKxSIeiGuAMqKebC4DPcjCAR5cKJWUncWfyZgX3BJEBFwvm3whMlixM+fLOEOntXaYiBwB3+XLNG/F2JUSwSLzo5ADL6B6TQCBC+S+ijJuQWWuS6WS0sooCuA+KU5prkz5WTNjQA6uKgxDsFz21Ww2g24SRdEfJ1Pe3t7++te//vDhw+PHj3/88UftCqIRDcSfnYR5rVQqvV6PRulqtQpnB1YkUQmZH/EX/SHQMTAc3W4X8HA+n+MdaQSMouj6+vrm5gayK4uOl4IcdHh4SJMZrDAyMPJxSL8wX6BW8hiurq5AGk9OTh49eoQi9ng8vr293dvbg52P6QTpBubd2dkxxmxtbSFpxuNcWVkhlocl9E//9E/r6+uFQoGeSKISX4aMQ+GjnkGhiCrF+/fvNzc39/f3Yfpgf+E3UjygeX86nW5tbd3e3i4vLxOsFIvFVqsFfgVoTLmFTPf29hYpMs/zaMg7PT3VrjW8muYo9PPNRGSVOJ1mOCSiCDhCaT1Gag4wVpXloVdotYNymjGGUTkU9vD0rPDFxQXsUIDB6+vrR48egcc2m803b9786le/wrIvLS29ffsWDBN9xOl0CnpxfHy8t7f37t27o6MjXDuqtnArqJiSV52cnEBCoUoKGHV1dYUEP2HH/f390tISJOrNzc04jre2tk5OTtj/dJpCpqA3cX9/n4mk5JqYvMFgACp+cHCQz+dB/La3t+muQTOBM99oNG5ubr799lvl5j169CgjKj/YqePj48ViAdn906dPMLHJS2Dh0jEMGa1cLn/33Xfv3r2jMwQYgBbMbDb79u1b+D484mq1+vjxY/hc9Xr9zZs3vu/v7+/f3t4eHR2Ru0N3ghkEDQcGRBRFDLRBzJPAX9kx0A4Q08BnQ/nm7fhjZEZUmIJACsId5XPcPymCknRAvEidWXCoZ+CibAm+jnavOI61QkTcPJcpUd1uF4kVSpuAARhH7BJZIBggIC3Pi4+KpfER/Jm2HM5UtVrFAVCRod6hk20gtXGRm5ub7XYbOBoSiScC7tlsFsK/53nNZnM8Hm9tbUVR1G63yZ75fLJkCnWK8dKMRKxAJRgwFrCamXFQUsADmJYBAQ2iBnEMSX8oIzndhkgcISYLplhG5oSzhp7MHE2d5hNP9IBctFYzPBBsEFe+lOo7YDtosH4g7ooIg/5XfCd/185LlposmS/C0TJWPZChhABdVIW4NkYUGGOgzhZEVR8zS2l/NpuBzwfFYvHm5oYKpe/7KOTRJPDp06e3b9/Si7K2toai7Pr6eqvV+uGHH3DvDAOpVCo//fTTy5cv3759S6aIzud4PN7d3SUJoNSHx15bW/v555953qPRiLlXWPZOp/Py5cvRaAQ2RQ63traGyheQgicT41ZXVxuNxrt37w4PD5nqhwwCjeStVgvmCA9sd3cXziTkiGfPnoGl0NPNcAk8+osXL37++Wcyklwu9+bNG5p1rMxKw3Nvbm7m83nyFU47PaDEJltbW57I4E0mkyAIUGahQHJ/f7+zs8PTikXlEiD+6dOnvu8/ffpUOY0gA1Btnz9//v79ezJ1AljCl+fPn6+urn769AlE/vT0dHV1FWSMVgGkAYHCnjx5wpp8+PCB3lNOF4RGNhBwIjTuMAwJRJBOhK23sbFxc3PDMYPrRGmdmxoOhygCAjDc3Nysr69//PiR00LbaBzHHz9+RN2G007ouru7yzJSdCS6V2zg+Ph4ZWUF/hcMaszTixcvIAWEYQgNh+IcMfj6+nqj0fjhhx92d3cZkqyCbYD51BfAuOBY/cM//APPgipjmqbff//92toa5Qmkr+bzOWj5s2fPPnz4AB/nz/7szwaDAfyau7u7R48e/et//a/b7fbvfvc7qmvv3r2rVqvv37+nItXr9QC3Dw8PmSnNQV1ZWYHUPRgMtre3b25ugO55Ru12+9e//jW893/xL/7F1dXV+/fvVaeCEwfpY29v7+TkZDabEQJOJhPOIEbq66+/xrNeX19jiMkjwbWAIpnyqLJE7DoqQyBpdRmNglmH1LayskLsC5EbqjxDIDSPtKJjkJXJyQSvPCPa43Cr+CFKesCGNISQfc7nczA3Sq0zR8aW7Iox4DTP8Oy4EYoUMBsA/cbj8cbGBhWHbDZLFgi3KAgCKlOUZm9vb2u12s7ODpoe1CBR1aAjqyyzcWaz2ebm5nA4bDabdBPRe4Mo0vLyMqwTAgXGVABi0cpF6XdjY+Pdu3c0uwPJPHr06Pr6OpYR0xgWaPwAm2xmAkTSa4bbUF+ALEYlRdFRENdUBgIqroOPBNfl2xWhxQ9pcVHBVeOMnjaiG6WobCqKenhojp7WNX2Z7s5+TkQ2iFKoMokAn/kWqhL8r7s51euzK4BCtZzEVfGsKV4AXQDbkK1paxPougecguBZrVZDaRONEgg4SAWdnp6GYYjwLKOLQAjnMpX+q6++Ojk5iUXTIY5jWsVJkmDiwDXP5/PX19d7e3sAaMvLy7/61a9A4fFt19fX1trd3d12u408DWQHdjAILcFppVKhKeXVq1ewbYmM3r9/H8fx7e0tHg6BQDTzYPCenp4y03E4HL58+RIIiCa87e3tt2/fcqop3PJ4aHuAZrkiPxhrJXAjlb61tcX5+fDhw4cPH2gef/ToEcQiqvr39/efP39mHNt3330H+Q2cHBmzfr/PfsW67e3t0avw/v173MDt7S39Q0hK0rOByCpqvai8cgYgqVJmBgy8vLx89+7dkydPgCUpAFAJgPFYKBQgAIPiUkwiMiCFStO02WyenJzQL4FuHO6Zlht6k6gOonezs7NzdHQEQnV4eNhoNF6+fAkNZH9/PyO621SyjTHUfQEP0KM5OjoiyyTfLRaLX3/99ebmJjVpSqF/9Vd/9fLlSyoIT58+5ZOpmNKB2u/3wd6ZhfL06dP19fUwDB8/fowKPND34eEhOweYhCNwfHxM7ybqfZPJBAF0eIY//vjj9vZ2oVD4/PnzxcUFLnx5eZmdw4OYzWbw1zKZzOHhYbPZ/Ou//uvvvvsOHBjyJMVISF7b29s05zx58oSqJ6QShp/X63Wqp5ie9+/f393d/fDDD9ls9scffwQGZC8Rt/3+97/n7a9fv4ZAe3JyglGo1+vgQ4eHh+PxuN/vn52dwSK+vr6mNkGDTb/fX1tbI5GisYdU+Obmhv2DvaMjk6Lyu3fvqOAqD3Mh+iysnvLSKatTkeUFRLpUCmnez+fzocimK7ZGdgXgZmVsDmkKpW4AN8wfGgjcFMTGw8PDpaUluBGJzD/pdruXl5cgw61WixXjWQMecC80+dE6RZPPs2fPjo6Ostns8+fPkyRB96rVatFBuL6+TsUKbraRYXzo1MApe/ToUTabhU/AZru8vPzmm2/6/b6ymSg2g4RlMpn19fXd3d1er4ewIsUCqu+bm5vMPHj+/DlzYzARiM/QREvMRDW3UqkQT6RpCj1VVfdI8rRCaR7KGhjRTtIXp07Xh7pSfY0vk1h4iPxeWTnagGSEc5umqQ634MkuZHpELA08NAHT1lgqlQhQoHpxazhjnChFJdqxUL5EwgUmLGIpBRk89Ufq0H/9r/8VOIiAheomNWFiIgZZYDTjON7b23v9+jUIGPSKxWJxfn6OY3/06BGXi7gX4fz29vYPP/xAvwvajAQ4R0dHVLMY+fTzzz9ns1mKbYPB4Pr6mvyGBZpOp6QCOzs7P//889HREVcLobfRaDSbzR9++OHw8JC6FwyFWq12fn7+1VdfQVIgD1tdXZ3NZsCGQO2tVuv9+/dANPP5nCgMqjejNJMk+emnn9j0u7u7r1+/BiaFwkM1V+1jp9N5+vTpycnJdDrd3t4mCGXsaK1We/36NejxYrE4ODhADWB5efnVq1ee562trRHvQPVEHZ7+P8KxlZUVsCkAVYqag8EApgaoLIAVNT/P8548eZKm6fv375nanSQJkmbj8bjdbu/t7d3e3oLqAGSxQVFg0Ngfa0hZBUhkd3f38vJyc3OT5tFisfj69WuybUg3x8fHnMwwDJmEs729TfPur3/9a+LK+/v7x48fG2N+97vf/eVf/iXNiDR3Iv3zd3/3dy9fviRpRhzu22+/LZfLHz9+fPbs2adPn6iqrqys/O3f/m02m/3Lv/zL29tb2vVevXoVx/E333zz6tUr2F4g3j/99BNVcMiEjUbj/fv3+/v733//PWTdX/3qVxQp2cbn5+d/9md/RstgkiRv3rwJgqDZbL548eLt27eXl5dIH1DF/N3vfkfwR0Y+HA739/cpQHz69KnVaj1+/Pj3v//96uoqmpYk5SwF6lp8Zi6X4wJardbTp0/Z5HEc/9//+38rlcra2trnz5+fPXtGO/Lf//3fFwqF3/3ud+hHgnBQqE6S5Pr6mkScaABTe319zUXypN69e0cJhqIdsF6z2Tw/P4e8ow0SvV4PJwERejwe08mttSsSLKyh7/v0Gircip/DbNGna2RWK8kEhEFMJOLA4GO0WwA1UW+DGAI6rfAgQBS1SXgumLxischvqH6BYxMVEa7Rz0ADDOgCHJlCocBiApyQB0dRdHR0BAq1u7v7/fff12q1vb09RqThZnwZpYJ01M7OzuvXr3/9618zRB0S+93dHeJTYRgi8/KP//iPAIlsRTpQdUw3iVG1WmUvocG5trb2ww8/KHzC5QHPkAgS/11fX6PDBzFiNBox3oelI0bHtmDKQAVQz1DZBGVUxSJ0oKkkp0Ndi3F+1E0qo5Dv/QJ1YG/wUdB6+Trl/tA8Q4AYRZEq+7Dm2CXOPhknOwEogvySlhBPdInDMCRkBM9ztxyBCBuV1xCphGFo//N//s9hGPIrQptWqwUjhmoHVBpjzIsXL0iff/rpp3K5vLOzgzITgMDKygrYAnMcmbSVy+U+f/5cLBZ1kDX0kP39/bdv3+7t7f3888+lUgnVqyiKsBGwWK3MzKM4l8vlXrx4cXNz0263KQp+//33z549e//+PaVTKCGU9EhDKfwcHx9r0Y6qOG3+uDqE3Fqt1s3NDbE2TwLmEQ06Cr+kafrp06evvvpqPB6TkJF3/rFEHAS0IZOxMZUMshlRz8bGxnw+b7Vab968efHiBW05gOGnp6fg7HCjEPTBH9dqNX5J2AVHAOE3bgeVokwmQ8/iyckJq0GkfHBwoBjLxsbGjz/+iC5Xv99P03Rzc5MHBHxvpNMRzQEuLE3T7e1tiGcnJyetVosiLoyeN2/eQHhDFooxatAueIjoED179mx1dXUymRCXED/CbqDz5+uvv8asHB0dXV1d0ZCDiOPz589/+OGHo6Oj//bf/tujR49evHjxP/7H/3j58iVeOZfL/fVf//Vvf/tbz/OeP3/OOJE0Tf/3//7fSZKAJTabTSru8/n86urq3/7bf/t//s//oc734cOHQqFAeZvM/scff6RQROpTq9VevXrV6/V+85vf/O53v/M8D+ARyW86c6isj8dj5HiWlpYgb0OchkP+d3/3d6PRiNoVritNU1INWlf//u//nvBR2yoymcyjR48AJBh48vbt29Fo9O2332rdWmW4acC4uLh48eLFYrHAKLPI9E7Q7LixsUG1OJPJgFiySkQkPEqoWJ1OByYtNCj66zEfhUKBxm58Ej4MGhrSJbFotWDL2G/WWoJ3xA0CUeWez+eEs7PZLJW2E1wODaDZbJY2JwJ/+Lo0NYHRYcTJSGIZ6gQDKCvykJh4CAQgIgB6sJeZ0EDpizEJpCwUI6nIgBYwohzqOIcUW+9LI+x0Ol1ZWfE87/z8HJVBQI537969fPmSzZ/L5RhoQdZOHgJLYG1t7aeffvI8b3t7m4rpq1evyJCWl5cJnnq93ldffcX0iMlksru7i4607/sfP37EN2xubp6enpbLZfgBSZKcnZ2xOEdHRxiTOI6pfAO6MLGOUu54PKZ3AEYuKZOGLIFI2al3xDwqq8iKyo+RtlpPtO4SkYclHSJjZkl56HygShdZkZ+lwMxvYPOS8cO/LZfLsQjNG6HpWmsZI1gqlRJHKZ6UgEZVeJ1EYFxYLB2oWt0kmsTeJkli/+Zv/oaLeP36dT6fB6Pf3d1V1t+rV6+ePn36+vXrZ8+eXV5e7uzsTCaTs7Mz+EgADhhcCNw3NzeDwYBRf4BRnU4HwO38/Pzo6Oj6+rrdbvu+r+My+v0+cPz79+9LpdLW1hZ8DexgFEUgP0ih0lTOeYPTD4RLtAvqC2gM0kLv6evXr9E/4gb5L2aQcvL39vbwUjjp1dXVSqVCXz+Du9++fcvAarIxouzZbMZcFDJRkEmQ6kePHhFN53I5BI+0No5dgMIOrnt4ePj73/9+b28PrjIkNwATpJqKxSJ65VQT9/f3qZdAbQC/Ojg4+PTpU7PZ9H1/bW3tw4cPyBp4nnd1dYXJjuOY5ACaBoeWDgSgMCM6y55Mr+U6ueWrq6uvv/7a9/3z83PCKUQPvv7665ubGxSUvvvuu0Kh8L/+1//6N//m3xwfHx8cHFhr2+3227dvv/vuO7r3jDEnJyee5/3VX/0VaMzV1dXe3h4U4lwu94//+I+Hh4fv3r1D/4ij+xd/8RedTudv//ZvG40G6Z3nea9evQIo+81vfnN6evrjjz8+ffqUpwOJ7NOnTwcHB/A/MRw8UAKL2Wz2/fffP3369A9/+ANCemyJJEk4V0BwlUrlq6+++p//838eHh6+fv0aVggPnaHiyHoYY4D9+/3+X/zFX4CCbm5uUr9Au4PaJz24xKn8EPij5RtFERKG1tpnz55ls1mmrzPi7fb29vHjx6Se1Wr1v//3/16v14mIDw8PgXnpzXj8+DFt0xxbRBL+3//7f6TymE5Kek+ePPnHf/zHra0t3CS5bxzHtC2FoslAuxviAORqZJ+c4u3tbTW+2g/AGYcuCw4JpQhuJHAuOQSADZyOhcxJ9kStaT6fs7aQOIBesONKkIG9woOA21Kv1wnysAyFQoFegHq9vrW1hcUcjUYkfP1+v91uU7pG/A+lkXfv3hErv3nzJp/P7+/v93o9kg1aZlEWxNqQmGYyGYIGXvb69WsozfS/QRqAagBqAhcGNwDyweDYbDbLBB56aqMoYvsxThgUkQL/kydPfv/73xPoU874/vvvgyBgdrKCmeTfVFhoXWMI6+3tLSMu8GSfP38mmWu322CN+L9QxpHyp9YmNZv0HYWgVASGcFfWmaqmIQ6YBDmlKg8Y0Y4nveYz2RJcOd6RkpO1Fo0RckFlBQPk0FDgeV673SaG48KQk+M1lMy5X7h+tD7CXFssFqS/dKcsFguPronz8/O9vb3Hjx+TF3MkIKG1Wi0aJOiPfvPmDWW8er0OxEQFglL/7e3txsbG06dPr66uMEyrq6tPnjyhjgheDMGSQjRpHxVTz/MODw+JqUHkv/32/0fWe0Unmqf5/S8ZlAAhIQkJJEAIUI6lyrHzxO6Z9p6ZndmdHZ85ttdr+6yvfOl7+97n+OyeDX/PTtrpntC5u0J3ha5SzhIIhAARBEhISCKH/8XHvKd2XRdzeqpUKvSG3/M83/RMQODxfwE6BEEArsRwmcvl0BrQ1tGKIi/CyUDqHrgNQ1i5XAbxA3lgVX2hUGBswn+i0WiIP9Xr9cA4xPOWy2UUueRm0QeJSTe5XG5nZ4cFkF6v9+DgAGoHKJhGm7+LiJHXm+Q2iURCIQFY5nBHzs6PyafFew6AFo/HidSxWCzwwXzCw8PD1dXVvr6+hoYGPgYlZHt7e29vD91yKpVKJBLd3d3BYJA2lhasr68PiW9HR8fExARXCVUqmB7LZ65du5bL5d54443p6enu7u7W1lan0/naa69JpVJmoBs3bqANOTo6WlhYGB8fv3PnzsXFBYLkQqFw8+bNycnJQCDAWuapqanl5eWNjY2nT5/iIPR6vcfHx3fv3o3H46+88srt27c/+OCD3t7e3t5e/kW32z07Ozs9PS2r7yaEA25vb19ZWeEVTSQSCoXC4XDkcrnd3V1Cwx88eIBz7tmzZwhZRf/x4OCg2+1ubW21Wq0ajYY/0mq1ZrM5EAi8+eabLS0tY2NjAwMDwMIWiyWXywGZKBSKmzdvcvDBCo+NjRmNxvHx8c8++2xxcVEQhPb29tXVVbYR0NGrVCqHwzExMSGuVccgeHJy0tXVNTU1tbOzg+BA5NhqtVosFtvY2GC1DguFxIjKzs5O5jMWnrBOJxaLbW5uVqvVlZUVdDfQVBB7EomEvTpbW1uIbEEF0ul0a2urVqu12WxWq3VgYEBa34mBHBRkjyIKMEsFokEE6xOZTg61Wj1HNJlMlkolUc3PuVmrx4dyhDHG4Z/jGyJR5l0QNRr8d7lulsc8wNWgySgUCkSjsCmIxgjmmyWsFCd5Pf/W7/efn58TD5LP5wkirtVqoDKZTIadExaLJRQK+Xy+09PTzc3NdDoNQp5Op8kLq9VqPp8PrzBJLFKptFgsMjDQH4yPjxeLxa2tLWDtYDDY2dlJdko0GuWZxOakUCg46xobG91u99nZ2eTkZH9/f0tLCwoGm80mqa8xQVVnMpnQDFosFuBl7kJjYyMMqFwux0ZIEggJkeR4wNnBsIBqArnB3yHFYI4U3ZbcJvE/xP8rretmpXVtLUAOzdPL34R+CAlYLpcTBUqlUglKBS8ZvibcAZKX8ol4tnmDuB1i94xHTvx4QCys4QIRBJgBYABWoc/TarUoVQVBaGlpaWhokNy7d69UKiHb4SA2m81sCzKZTB6Ph1hqbIKJRKKjowPdF65h3jqn00kVOTs7i0ajCNzZkSSXy0W1usViubi4QCDQ2tra09OztbVFoGKpVGpvb0cMabPZfD6f2+0OBoMkt2EJQMni8XjMZjPbx+gxESwcHR3h3cxkMk6nk7w0jpKOjg6mB0An0hVEVXE0GoWi4KrBeaBCgldfXV192cuFOBCPWnd3N0IJKEO+A+6acrkMX0jzMTQ0dHZ2lkgkisWiy+UqlUosSiOiKJlMktAmWhVR2BPhzdMpqQcznpyc8LijONXr9XK5PBQKsUPGaDQ21ldVsC0SMC0ejw8MDMhkMn58FElTU1OCIJDoLa1rwUGYaWVAw4DyMpnMyMiIRCLxer10efTssIMIdFOpFKI+HKLsqXa5XOPj43/4wx/Ozs6+8Y1vnJycJBIJIi9gVW/evPnxxx9PT09brVaVSsW0xNPPjBIIBG7evJnJZD755JPbt2/v7Oxcv379k08+6enpwQa3srLCj6nRaPx+/507d6LR6ODg4B//+EeLxQIqtbW1JZVK8WYEg0GVSkVyXiaTWV5e1ul0drt9fX2de93d3Y1zo1gsvvbaa8QVbWxsYIEPhULj4+PLy8tarXZwcFBMIQcC9fv9LpdrYWGhXC7r9Xrq7vz8/MzMDK3S9PQ0GJ3BYMBQRDcTDAaJKUYBS5w9yoDHjx/jCalWq9PT02hbXnnllU8//ZQ0DFwQ4XAYoxdNdzqdjsViKpWKyJ7W1laCLADScexx6MPxEJXHalvmYMadxsZGokIwHmCnpjlIpVKA+cysMDUcc3ixqDeCIMAjFItF5PGMsBcXF3A3ADD8DvedOBRqCWerVCpNpVKggoyStIkghDzzbC+pVqu8sJAarISDfeDFN5vNBoMBLnNvb89qtcrl8q2trZ6eHqVSidA0Go3abDYyKMhf5ccRZbSrq6tgWqr6QiGks1KplDsbiURqtVo2m7Xb7ejPyZ3mjUZsj3ofWKilpWVxcRHuIJ/Ps8dJEASE6KRBcZ0NBsPKygqsBzKR6elpyszh4SG0F7cJ3JIpH7Pf4eHh1NQUiSjozpaWloipIQMEKWWtViNKQnTHMmvCX8rqy02Z2KovLTCR1DdoVuqrT8URUxTZCi8l6lGfmDj5u1hcKNLyer4Sp4qYVFWtVpkuAAtl9Shg4Hq1Ws2fKurrrPkpwEuANHii+BnRsgD4I5yUy+WYs6nNpHGhR5M2NjYODw/r9XrGcySOkUiEyBVNfXW7IAiBQIDelmxPu91OphTUtDitm81mBOIwK6ifOfphBQYHB7VaLec4GzzoXnFwWq1W+DbapYmJCbvdDrJBSaPs8TLTgycSib29PYRVgOPZbJZgTL/f39raGo/HeWiYysWwUDo4s9nMgjCVSoUbhMokk8lwgg8ODhoMhvb2diRq1H7IMKgFUj3BavDnJZNJZtBcLlepVGiotVotoxI0A1382dnZ8vIySDh3BT4YQR1qKYAO0l9FlbxGo3E6nfi49/f3ETIolUrOU0Zb0f+uUCgsFsvBwQHYOCKXy5cvUz/cbjeKtd7e3qGhIX7qGzduqFQql8tlNptJ6qpWq/fv33/x4kVPT49are7t7UX6DzpaqVQ2NjZUKtVrr7128+ZNo9F4/fr1a9eu3b17F7XC9PT05cuXEWceHx/Pzs4Wi0WfzxcMBr/88ktmZa/X++GHH46NjYXDYQTDWq2WlSYKheLzzz9ndckrr7zC4Wg2m0ul0nvvvYeTJ51OJxKJu3fvkm/3m9/8xuVyGY1GqtTMzAxel1gsNjw8vLm5CQCOiAlBeKFQmJqaQh0wMjLCEM+j+OzZM3bLYDDN5XLXr19HCkcnrlAoWltbHz9+3NHRMTc319LSYrVaGWvogeLxOKHwwMJWqxVB8pMnT6r1dCreZ8pPV1eXy+WCgGxvbx8aGrLZbFKp9MmTJ9iLmQnIiD45OWFyVSqVR0dHoVDoyZMnmK3NZrPD4XC73UtLS7QshBIgLW5tbUVVODg4KK2nevKEGwwGJLuxWIwk57OzM3pZRjrscbz7ePyPjo58Pt/+/j5mSjgzeClk+SgVKeQ4l5CZ0H+jjhbVcPgX4b8ZZym3+GHK9aWB8DWEeOD6RyLExeSHTSQSkvoaSxB1cA4+YTabZRil60J1Sc4UIlK9Xg+WRte4v79PtigDHG2uyDcR3XdwcEDKJkt2K5UK7Tt2suPjY9pr4lOUSuXW1haNnVKpPDg44JtIpVKReT05OVlaWqKZy2QyExMTR0dHfX190AQSiUStVvt8PrPZLCbdoNvq6ekBQWHeEidyWgqpVDo9PQ2Hh8FGo9GwKIaIAEqmop5PBMfE7Cjy00AIlEyxguLmFPlOoa48qtZFziK0q1Qqgdb5U/QKVFlgRVJi8OnW6tppSBZ+HDiFUqkEbVytVglswTdVqy8DFwSBG40ABQ+0aDWm0yIRqVq3FZTLZeoO5oVCoSCFwsQpjwuQUBL036xLhDfCbowaYm1tTTRvlMtlu90O36DX66PRKH2K2P3RpyPzYb4Eaoc8oJAASHIJjo+PM5kMZN76+jo0IbeN16m5udnhcPj9/nw+H4/HSY9rbW1lkS+fQafTgWPk83lRW8RLCNJLIAAoRFtbm9frbWxsRHXJNykWi8Fg8OjoCPdhPp8n1Yi/Xi6XMYZzC91uN8gSkpPj42NclWiu8GUfHx/zs5CxAKyNIWdra4uRCOMUDpZQKITZALcP/TI9aX9/P5rkWCxGggTzQVtbm81mM5lMJOim02ncqNlsNpFIYIoATIaKxt3f09Mjl8s7OjpY3gklw4VF+dLZ2ck8cevWre9973tQdFj9fvKTn4TDYbSsP/jBD4aHh1OpVCgUunTpEuGFgiBYrVav18thx8z35ptvfvjhh++8845arf7e976HtNLj8UgkktHR0c8//3xqaspqtQ4ODm5sbNy5c0cQhNXV1enp6ba2NjQRyWTy5OTk2bNnoIi1Wm1ycrJYLF67du3p06fvv//+N77xDaLp9vf3nz59urGx8fHHH+t0ukQisbm5ubS01NvbGwgEiGtvbW29evWq1WpFizEwMEAFIsu+sbHx6dOnk5OT09PT7e3tVqvV5XJ1dHRsb2/PzMyk02lyGKBaZTIZYrrR0dFMJnPp0qXh4eFardbf3y+TyZxOp8fjQTT37NmzWCz29ddf0xtJ6tkrpKAdHR3FYjFWsX755ZeJRIJsd+Ay7ggKJrrJlZUVWjQM3YVCob+/3+PxXL9+nRnogw8+SKfThELgNw2Hw+fn5/i7HA6HRqMZGBhA9tzV1YW8qFq3VOK1JwYBYAnzHyYQ1EbMizyo1JtSqZRIJIxGI+0sh87h4SFnX2trK3RsQ31tX61WQ5eOBIMxF/Ke/EswtKamJg5ByjDIG2OotB5xINRN9Jz7HIK5XI4izaiEZhIaiKAGBjXg4sPDQ2Q1sVgsHo8HAgGj0QjAS807Pj5GVI/OEVBNqVTa7XY866AFwNGsVMLkRncCQuh0OukAJicnmT5JrKTqj42NAfNmMpnGxkar1UpXfXJygqaMxvf8/DwQCGDePTk5YVMhg6DD4aCDJ+vYYrHA4mPv9vv9kKOBQABdBRKwUqnU2NhILBH1mIIkeWn1puSldZjUTr5YWt9iLRo0xcJZq68Jq72URkQNE4dRob7pU9R5Zeupv+jSwZmF+l5V8cXhKcJaTcdAIeNPqVY4DNkfUK1WOzs7xbxZCj/CNEEQwAwY38v1CHvupnRzc7O9vX1/fx960uv16nQ6sigzmUw4HK5WqyaTKZ/Pj4+Pc+iTgW4wGHQ63eHhoej93N/fD4VCQ0ND/f39oFXJZNLn8/H+oB+pVqsOh4P4GKlUSo/PApB4PJ5IJFKpFKtUoAGY3tra2nZ3d7e3t0Oh0Pn5OYc7PTXTNIgldmb0VH6/H+6hWq22tLQgHSTVgteSuoXxIBQKkUNhsVjMZrPVakVaOTU1xXXAC1EoFFDwajQak8k0NDREgppCocCkMTAwwCHe3d1N1gwP3N7eHo465EJ4oRobG7Hem0wm5HkQRaTP8LOHQiERcb24uKBsI4EhFwlBkNls5qlFEkz/SLfocrmGh4c7OjpI8yK1YGhoyOVy5fP5N954g7s8MzNz+fJlrVY7Pj7e0tLyzjvvHB4eMsQbDIZXX31Vr9d///vfb2xsXFlZuXPnTiaTCQaDmUxmZWXlxo0bLpfr6OjoV7/6VUNDQyqVmp6ezufzyPN0Ot3Dhw8vX768ubm5trZ2fn5+5coVj8dz586dJ0+e6PX6ubm5mZkZbig9Zmtr689//nPGkVgsFggEkHM/evRIrVYvLi6CD9+5c4fR/8aNG21tbR988MHIyAjpP9evX9/e3rZaraOjo1KpFIE04zjJghcXFycnJ9euXUOVmk6nP//8c2nd4QfMeHBwMDExUS6XdTodZUaj0USj0a2trfX1deDH9fV1RthLly5xCrM7enZ29sGDB1NTUx6PJx6P9/f3Hx8fj4+P12q1zs7OWq3W1dVlsVi6urpu3LiBsBZZTWNjY39/v8lkgs9D1VmtVkdHRxFHAAnwKCKLY0eYxWIZHh7+6U9/ijMVrdzR0RFnK3gmuQEc+hyIaJ0o58PDw0qlkumc4A6GOVJjoDOMRiMRdIR4jIyM9PT0YJ8H3R0YGADzgHCieYVbKRQKra2tPO2cqugkqR8ArQ0NDYRd4MMWm3X+G20R0wAUKQQY9oBsfUt8pZ7oKdQFnJX6fk06SKCaarUajUYVCgVKeGBVrVbLqMAgpVAogKl50+mK6BtIkGhtbY1EImRD0pORAlatVpn4EV7K5XL4I7QdlUoFoYDNZqPREQRhaWlpenra4XAQt8KgibnF6XRyrXw+n8vlAgkLh8Pd3d2k/7tcLpvNBnuFoOnrr78ul8vJZDISiYCIoHISJabQrqju4/E4mLNOpyOmigQGsb3gXBXqHhKMHPwpdU5U2Yi/JPVVMKIOSBxMRXacewonSmWiCmJI5e8CaWTrG0+bmprIpqi9tAqbgAjx34IU518HemWyRGFaKpVQDDGyM3Wo1epifdcTu+pqtRpBExhqRXGvVCqVYsJFt8mGBI1GE4vFeAg0Gg0+PE5wfnilUskWRnre0dFRmj6WGoIys/ejo6NjZGSEpxyO+vT0NBwOYyRC6k2nfHJyAh5CE4GGXhAEp9N5eHioUqlGRkYQFgF5b29v9/f3y+VyzL8kJ/h8vp6enp6enr6+PqvVSiYRqjZ4u7OzMwyd+DtpjROJRFtbm4ik12q1k5OTgYGBfD6/srJCzjUBBXK5/ODgQBAEYElMeOfn54zX+/v7W1tbGFjPzs7i8Thi9FqthkYAUTj9rNVqJZ2AgxitRHt7Owd3rVYzmUxEMvHSwo2RvY5mFf2Ow+GACaPes8WJp6qtrY0qjg/ParXOzs5+61vfstlsAOaXL1/m1k9PTwOVDwwMeDweXIZdXV1XrlzR6XSE4i4vL1er1VgshtVhYGAA3fLQ0BC7qyYnJ+/cufPRRx+BTh8cHIyOjv7TP/2Tx+OJRCLwr729vX//93+/tbXFBWQE7+3t3d3dZdvGixcvfv3rX0PUf/TRRzqdzmq1fvHFFx999FGlUhkYGDg4ODg6Onr48GFTU9OXX37J2rhf/epXJOkTC6BUKldXVxcXF+fm5ghG4Wiw2Wyrq6szMzMcUnK5/He/+93U1JTBYLh06VJTU9Ovf/3rjY2NQqEwPz9vs9nAutPp9Mcff1wsFufm5mhXydwwGAxTU1OVSiUcDkciEY/HMzc3d3x87HQ6gTGsVuvy8jKbVVKpFGKWp0+fcqbPz8/zWj579kylUvX39ysUildeecXr9QYCgYODg/X1dXEjG31td3c3LzMGdox6KKhtNlutVkun0+vr66gNyDSemJjIZrMrKyu1Wq2trU3cX0a9BH1l+gkEAh6P5/Dw8OLigkxpLH3JZBIwHEk50rBgMNja2mqxWKLRKJJAl8vV1taG+JDjlerC1MJrjreErh8RJgg5eSmdnZ1Al/J6HiktAk422v+zszPGF8ASVJS8xbV6rl61WkUMhVqVQ188hYEBUeQCCyHCRHyOLpJLSocNlYs0BhRaWV+Hyap5Tlis5KTR4uYyGo1KpRIJyd7enslkYpZFzELIABk0+/v7KHLRZ3m9XpvNJpfLDQbD6OhoR0cHw2U2mw0Gg1w3jUZzdHRkNpuRcfj9fnbqNTc3e71e+vjp6eloNDoxMQFlZrFYADCOj4/X1tbGx8eZ8kulEoc/xDyvJFMN+LyoYsWSh0pZpABLL2VKyOVyUZUj/MsABKG+8bv2L1W11foGG8ZKxkTJS04hdPIUS44FVBfACYy/zCGiNwFNbC6Xy2azINXcL9pfxJhgraiH6MxQUUBskYhUq9XQRpXLZdQPlUrl/2YDkYtoNptVKhW5ixcXFw6Hg9UlmEA6OztRFqGXGxgYQAfLLmWPx4OZGstHc3MzeyVxaG1tbZlMJqip3t5exG9cEZPJhJ6Yj8vXgxLQz/Iyw2z5fD6FQkHydS6XQ5KAcIOParfb2VlNB0HaGe+Apr5pCy1AU1NTsVhEWk2euEajQYkOiKpUKsnJYxUzx1Y2m52cnGQdD+UTDiASifBIGY1GJlraeTBbOg9gTwam4+NjfJx8DPANAGHijXiF2OsZj8djsRgkFu8wVtFCoYDZNBaLESOC1uCtt9569dVXSROEzLt69So4G9uewb6y2eyNGzd2d3ftdvvMzAy72CB9BwYGXn/99c3NTTao6PX6X//614IgjIyM/NM//ZMgCLdv337y5Mny8rLD4aAV+Oijjzgi79+/b7fbZ2dn19fXz8/Pnz17dufOnadPnxoMhsXFRdBah8MBWP3rX/+adWykxoCmOp1OzuJcLmez2arV6sXFxa1bt4Cy0fFzUx4/foyV+/DwkNaBUJXt7W1eGHrqQqHg8/lg0AHhHzx40N/ff3Z2NjAwYDabf/e732k0muPj44uLC7PZbLfbBUGIRqNra2sTExMIxVtaWkKh0OTkJNmEExMTcrmczPdSqRSPx+PxOJ0Eb0Eqlfr4448lEonZbL569SqWGERD2JPwH0PJK5VKn88nSrTgFHhobTbb4eGhx+OBt65UKjjwZDLZ2toankKOHsASiUSysrLy5ZdfspALUSIHH0IP0fJRqVSweSAKLRQK/BESEsL9IVbRJYEMyeXy1dVVslQKhUI0Go1Go7u7uxcXF/v7+xRmDkdxNBct5zSI8D7EoFerVYVCkclkmGVFkw+xzLi3GQ0hOFUqlbhNjLFGNBWAEzI008uS86CuL7kUhyEeDDgwkEB6bti+SqXCDKpQKCChd3d3sW6LN6hcLgM4s1wdyQkWACAlLGHkx0ql/3c9hsfjAaJH4R8Oh+mHjo+PsdIpFAp+ur6+Pr/fn0wmd3d3gQer1eru7i7eGG49t1Kj0Wxvbzc2NjocDk6zSqUyODhIlaU2o7nT6/UtLS1YiRAzbm5uAj6TnNXT04O/k5YOwQfiVWB//iLmV4oc7QvljXnxZcNJpZ6BUH0pJ4g/5bR/uaaKlZLrwN2s1c1vmvrSVtpBxCL5fJ7YZAShPAOAsbVajd8s1AMLiRemLeBf4cKC2/HNRa6UMxn5j6gMr1QqMK9UUMlPfvITuFAIv87OTrhGni1W8DDesjWezB0EuOvr68j90VwNDQ2hnUskErB0hJbt7Oz09fUhi+Vlczqd6XT69PTUZDLt7+9zkpZKpVAopFKp3G43tC29Nm2Iw+HAvy8IAps1kX13d3evrKxg8CKRvK2tDXc5cmqr1Uoy+Pz8fG9vbyaTgQIkyLRSqbB9IpFIHB0dDQ4OHh8fRyIR+AO20tN/saiL/E+MCtFo1Gg0bmxsAAXI6vmHtfp2XDGLDpsBHh5gKIPBQIT6+fk5oZdU1kgkAnaKqlatVpM7wT4EqCaax6amJkZMLv7U1FQsFuvo6ED1A+wDMRmLxXDKViqVzc3N0dFRfAukc+HiKJVK6Bq+/PJLuVxOTI/X621ubt7c3Pz2t7/9/vvv8zBduXLl/v37crl8ZGQEIspoNH799dd0r5VKZW5ubnJyEgCTrWqPHj0aHBxMpVJHR0cSicTlcgEqgAXJZLKRkRGc3RKJxGQyEZDNXJLP50lXt1qtLGYCqwE8KNcXI7e0tOj1+vn5ebfbDVAWCoVoCDKZzOXLl588edLW1jY6OlqpVDL1lbHpdDoSiXR2dra3t6+vr09PT3u9XhYPcDSgzWZ1nUwmMxqN+/v75+fnsBUAQQgCsE4mk8nV1VWbzbazswOGycGKaB42xO/3C4KASZfF19ls9u2331YoFMvLywQ8gSBxlHMRWHICf8HSFaPR2NraqlKp9vf3GxsbWWEml8vPzs7YQUucXq1We/DgASFt+MFQh+ZyOQ4C3mXE99lstrW1lWA5cr5oCpPJZEdHB8E3SKOxbZCXhL++Wq3yoPLkswBArVYL9cWuvNRc3q6uLkINWShGyiNpDJxQ4pFNxWVJHBJZWHDwfA7ocj22jf9L9Galnq9Wq2/kQIgLf8FZSbMIbVapx4X39PRg1W1vbyfQDtVrV1cX15+TDS1PsVgkWBEbK8JDPALwsnwqogxI1SDuDpQLCpM7SOonOlK8+YC6DFKgMtxu9rRXKhUcxjhV4ICQmDU2Nm5tbYFmxePx09NTs9nM6hssghcXF4FAYGhoCKmXwWDweDw4U/H+01hgX6bcgnUzoonKGpGeZKAU506hvhSsWo/Bo75W6mEUYrkVqyn4LT+pyDozR2KeIapJlOpwlwnf4GnhVsLLEkLHNA/uCrbPHQfGqNVqIL0iJEkYjpgko1KpKCgY4tFPSCQSyU9+8pPm5magxWx9lywVm+QBViCNjo6enp4CC4BK5XK5iYkJjE0MoPF4PBKJTE5OkozMiYaw8OzsjBsjkUhQo7S3t1erVRyKzMKsD4SzRBeqVCrZ+ZDP59fX13legX3i8fjs7KyYzU1D1NbWFg6HOzs7oXba2tqIKKId4+2FOuru7l5eXh4dHc3lco2NjQB9yPOkUinZx4CKSBtSqRQPJeQoIjfgfkV9hygrmQgFNRgMZBVhWESQnE6niQ/lCMYc3dHREY1Gh4eHCXYgRcVkMrFkWyaTkbzMz0h2UktLC9sShoeHAZMxbnu93s7OzlQqdfPmTSQMCG5v3ryJAFWr1YZCIYKhTSbT5OQk2aqovSAzGE0SicT8/DyxAzs7O7CkgiAEAoHu7m69Xo94FR7lyZMn9+7dm5+fJ3vo0qVL5+fna2triIDIWyCRbn9/f3BwcGdnh6eLCF96BVEruLOzo1Kpent7m5qa9Ho9xm2bzVYqlWBSC/WVq2q1OhKJnJ6e8upOT09XKpV0Op1KpeCYccGiREsmkzdu3JDL5T6fL51ODw4ODg8Pl0ql5eXllpYWdDeJRIKN0HxDQq7T6fTU1BSZkWq1OhaLnZ6eZjIZdpwlk0lKvsPhMJlMCwsLkUhkenr65OQEP2WlUnnjjTfK5fInn3zCppShoSEi/arVKt0qNlOaj+7ubq/Xe3h42NPTYzAY7t69u76+vrW19Y1vfGNlZcVsNrMzFUClo6ODBSbt7e2oDYi8QV6BCQFQZGBgAKASIgcWGdKUVoyjB/U/h1E6nR4aGgoEArgXYF5nZ2d9Ph9KGcA6ihloGBVRXneOKxQKcbWRTCY7Ozsj7U8U3J2fn9Og0GEcHBzQZ2CSgymA8qeoi6nxnMWgOHCWlXoCtogHyusGwdJLq6DAWmC4RciRLG4gdFT0DMGMnlgy4GIoAA6HA5lYoVBgdRqjGGkPnZ2dnMWYfEBBydk5OjpiRHE4HDgceMbIMFlaWkI4yvK4nZ0dPDwkvRQKBVD6UCikVqsHBgbW1tboAulI+CdYVMyavJ2dHSBoknGA2enXrVbr5uZmc3Oz1WrFAgdoh1J6b2/PYrGwzEdsd2iqqDHMmlxqEZCvvpRyAHPJb3Kz6H6E+v5dZju+G/XsZXhWnO1IAoG6RhcN9k7HwwcrFot8bDokEctk2EPNx//lvlCDxacIXIRbLJVKYdB5lqT1XwjORbZbykFAJ4KbCtAPOShbeflJTk5OQA88Hk9LS0tbW9vKyopcLh8fHwfo4ByMxWJKpXJvbw8XUSQSwZmLK5RJq7W1dWtrK5VKWa3W7u5uXrP+/n6Xy0XfcXh4ODg4KAhCPB5H3qJUKsFqmpubu7u7W1pasNbRBaOhJesH38XU1NT5+fnMzAwaB066YrFIVeYcubi48Hq9a2trtVqNBPNisQiRI15owJnGxkYOF4VCodfrd3Z2UGRwmzs6OnB59vf349qMx+OAaSykrdVqR0dHOCVUKhXJHXCHpVKpr68PXzmcLoQKaz329/eJIyGg/OrVqwMDA+TC2O32TCYDelmpVGQy2VtvveVyuf78z/98bW3NZDJh7bpx48aXX345Pz9PC/nOO+/UarU//dM/HRkZWV5e5kBkNc3h4eGXX34ZDAaj0ej+/j5qDiSLwADZbBbrErPgRx991NXVtbOzw0ZfCLn29vaPP/4Yjhx5arFYbGtrOzo6Wl1dbWxsZJySSCQ2m+3s7IzIRlpFtF1UxLOzs9XVVY74xsbGjY2NcDgsHn8crETtoL5ua2vz+/0XFxcsceSFt1gsnEeNjY19fX3xePzFixexWIxO/MGDB19++eXFxQVbt46Pj69evbq7u0uQSldXFw7FS5cuYTZvbm5eXV1lgKMe4LXgxMS+HIvFxsbG6EvGxsaUSmVnZ+fS0pLBYJicnOzo6JidnaWlpZGv1WrDw8OJRAJUlhNEo9GA5p2fny8tLW1ubo6Pj8/NzY2MjIRCoWvXrpGJShiIVqtVq9WgC3iikN1ReoG1ecyi0Si/w88islOIWgEbmJ9OTk4QGW5sbDBeoM0m4432JZvNgpQCm3MeZev7t5uamrCWA/8U60tUrFarVqvlCqBS5s2CaCT5EsUNolmOe8Q+6G9FSx/oPdUR5wYHHAZ8iijnMroVdCWg+ogE+b8cwcyFPMlQML29va2trViYOI6ZwsXlM+ieWlpaWLQOx8aUTHPG5nPYHNJc2dNJf8aVZ9whGZHkpu7ubtTROp2OREDQdZTDSqWS9ODNzU0C1wjbOjk5sdlsPT09pH80NzcvLy9DLvT19WXrK1+wDLG4TYzABF+0Wq08riR1Hx4e8lS83HlI6x6P6kvLMkWjpIi3vYyKM2WKNVVSD2oX8TlukEKh4Grw/Wt12yUVCywBBx0hgiJ+W6rvSCkUCsDySJTBXQBUxS4KqhuSgh0SNJq0dOiMuFPn5+fomcF7Af9RFNZqNSljLMOEQqGwWq09PT04zDQaDfbe2dnZTCaD1nRgYIBRWi6XY+0HhQMjZpsEz6tarbbb7Qz4yLS2t7cpVMCwUqn08PCQWDImLXJqxJgPVPL8dczgMA28S9lsdm5ubnh4mPwqqVSKHaqnp6darTJKZjKZ3d3ddDqdyWRQNxCPQAA3S8HIfwHW4CIy4xKFjB5KVd/k1dzcHI/HgTjYU4b/DA8iBwEKw4mJCb1er9PpuLBcbvzsqVSqWCwSmoXoGcUKA5ZMJkMVaTKZ7ty5c+XKFc5Hxnd8NXfu3Onu7qYFef3113mYDAYD6o+33nqLfw7VKzuicelhxdve3iami2iu58+ff/bZZ2tra06nc35+/uuvv04kEpcuXUIxOzg4ODExcePGDV7aSqXy6NGjf/7nf+7o6Hjw4AHc88LCQm9vr6S+Iejrr7/GthGPxxFKeL1eiUSC/otAVGIUpVLpxsZGZ2dnsVhkjYzVal1ZWTEajWq1emtry2g07u3tlctl9J84GmUyGUZVpjRiqTkWV1ZW0uk0SSg7OzugEbl6/PTFxQWsPCZ3utT79++zqBzmpr+/nwVzPT09bBGQyWSJRGJlZYXUISAgpjdsHt/73vfu3btXqVSGh4fBLRobG0F4GOwePHgAoT43N1er1cxmM8kPXV1dgUAAnnV9fb2jowO5P6tmIGvJ91AoFJ2dnf39/dFoFHgTOUwmk+ns7Lxx4wZ2Jo689fV1BiB8TSyXRbsB2QbGwMSA5pyATPEg43+hf9Cxd3Z25vN5j8cDQs4JgH2ee0H1Qr4rlUoxpZydndFP9Pb2ktYbj8dh7hEo0H+gEyzVI7k7Ojpy9eUbDAeE3Err2TQctaL1nvOO6V/sq0SGTPTLc5LyR7BW6Ob4p0ulUiqVYs1RqVQ6ODhA+EavzNMbjUaZ6WFbOKaASaRSqc1mY7cPjk9MAWyJoK+loeGxOTw8NBqNTU1N2Pby+Xx3dze7dHw+n1Qqvbi4QD9I/WBW4fvjMoxEIihjpVIpYbmsiED9jma+paWFfbGMlcRIwWjodDog8fPz86mpqYWFBQxFsEVSqZRHgl4ZRhP5DC1Cpb6t+mWQXJw7RfBWWlfYUoH4WcQHDBsuJZBjFgyW2RQNl6gtAkOiMKGGodQxBcrlcnbasC0AdkNsr+FrRTsmZhtYBkZYaDhUUeD/MFYoAJgha7Ua54/kO9/5jtVqJamrp6cnEAgQa+5yuUKhEDM4KiGz2UyIBm2UQqEAtkomk8PDw+vr6+wEprNDwdzU1ATHidsaXhAWgbIPVqnVajc2NqrV6pUrVwKBAM8oE+Tm5matrkFF2RUOh8/OztxuNx9pbW2NdKVsNgs2xQplIEpYB5AfAIqLiwtqOcm6uVwOozfHK1rThvq20pOTk97eXqS56+vr3Ib29naCBj0eDznyiUQC/ZsYj0CGJDMc34p+cGhoiEVCZOGy9I7nkgGU57JUKkUikevXryNbbW5u1ul08/PztEv4wKjB9+7dQ/21sLBgtVq7urq+/vprQRDu3r0rl8s9Hs/Kysr4+Djhgsw9t2/ffvjwYVdXFxj76enpZ599ZrVa9/f3v/vd7z5//px8GYhVMp54Y9Fkc1hjSMU1SMwNGhCImVx9WTTFG0ICTw4IBBwhvCy+cooKx0F/fz8ebURr+Xze5XKhVUbnghKKB5UUdcg/qVSqUqmYOJkepFJpf3//kydPCoWC1Wo1Go0LCwt07ihg5+fnXS5XJBKx2+1+v59/1Ol0In/r7+8PBoN6vR4Z+fr6+ne/+10G9KWlJab5yclJBLoqlWp+fr5UKmWzWWpztVolDIioAV5gWqvvf//76XQaXTrAKdhmQ0MDCg4ictxuN947dlkfHR3t7Oywe25mZoZRGyyapG+WkEPqI/YmY0wikbS1tdGa7OzsMLox2DmdTpYEADspFAoeb/Qv7DmgicEmCBLDIcVJSoVmcgW1otll6ISwBHElpALMEAAN9zpDBpMr4iCVSgX2Cw5xfn6OogLvZq0erSDWLZF4Ewcdoe4p5Der9c1WIq8GbpTP5xG/cDUQVbGGs1AokI6ZSCToqr1eL6t+WFN6cnKCqgtJUTKZ7O/v39zcHBwc5CqlUinKJPADMj2CkHgSYIs8Hs/L2/daWlqeP38OosZToVAoSEEhUhvVCOG3er2ennJ/fx++mZUdSKjYZBCPx0dGRlZXVzmL+vv7ocBYv8g2ntbWVl43tVotnlHFYpFwIp4lriFFSHhp0XT1pd3RYpGrvSSmlbyUQMsvWX19pujppJ4J9bRbmhvRbcXRLQ6XOC/k9d26GMbExwBdNNec2yqVSsWMWAo/8z1ZAszHZNsy3TY0NCjqy+wopQwtqE8kf/EXfwG5TfgZGZK8J9FotLm5mbbLbrfT33k8nqGhob29PUgyQRAcDodMJvN4PNhiMEuwEGBoaOjg4ICVVVwUeknMRughwUJBX/P5PFmXR0dHWP3od4D+6ZRRsXIckzjDMUTXgPaddn5vby+TyRDISZkplUparTYQCCAtQT6D4plXXavVslwT5r+pqclgMOADQx+INCAcDguCwL4tFK3Nzc3onlByQyz19fURdUYFUqlU6+vrgNVarRbXIG17rVajLaAM7+/vGwyGq1evKhSKarX66aefQoa98847WJUnJia++uqr4+PjN954o1gsbm5u9vT00Mft7e298cYbX3311SuvvPL06VPISLfb3dnZ+eGHHwIQERCBSQYyOxaLjYyMEPcllUpZV8R+3XQ67Xa7Y7HY3t4ebiKgRQAfmUwmLqEkbEw8L8CZ4RoZLJRKJYc7azG6urrgiTHMMOEhuEBBRp3Gd4v9nHXT2WyWKIBMJsPepcbGRuwQdrsdiD4UCimVytHRUVI7RkdHQdHL5bLZbMZGPDAw0NnZCRr8s5/9LJfLkWGmUCgWFhYGBweBBFHql8vlcDhMD4sfThCEkZGR1tbWQCBw9+7di4uLra0trmRLS8vh4SEeD7fbDZTCpy2VSt/4xjd8Ph/rPBcXF8mMjMViDCtff/314OAgEgHOVprrvr4+j8ezs7NDNnJnZyfyBOofedPn5+c0oEajkYLE1SM+jRXlBoOBPEWOtr6+vsbGRh5d+iSDwUDpjcfjOp0uGAy2tbVxfiHc50W+uLg4Pz+nNanVajSjiAcNBsPh4SFiN97unp4eMq0gPmq1GsFYNDoMhWj6QLxFRybVl9eTd4S4H84vAD15fVEUWhLOZUBv3qCX66UoP1GpVBhaiMIB7cTvqNFogPoJYALKOzk5IaEa1zX71CCkRHUoQvrl5WXytIPBYF9fH14sm82Gb2psbMzv99MZoLEiMGF8fHxtbY24UJSVcrl8fX29sbERuwExajKZjJ+XJx85Fcm3a2trRqNRp9NxxXL13Q/Ml6jPyuUyW1Agj7LZLCqT5ubmtbU1lp0h0MU+jtgYhQ5Xr1QqEXNIwau+tGhTqBtkhZf2hYmXXXhpB+fLLY74nUWQAJQe4Q//QfPHGc4tk8lkFHKuBoJwRggOGZH6EeNn+ebkqFOJ6LyZfEDLIcvBGMTmho8kkUh4RKWxWIzsxPb29lqttrOzs7OzUy6XUSHv7++jbiUlLpfLscfYbDbjDWAJAx4jk8k0NjbGhYCwiUQiFFeSgmGbUUIqlUpWs6bTaSSpKpVqYGAAkSRvSKFQUKlUwWAQyYDZbIbm1Gg0gUCAowEGSxAEIBqsn+zx0Ov1IyMjvb299CMqlYooOLhDxnAaMZBh2jdccYAYhUIhEAikUimy66LRaDwepz0n0u/09BQRrFQqXV9fh8pCIktiiE6n83g8RqMRP1xrayvuSbvdjjViZmaG04oMl8PDQ4vFcufOHWYp2qW7d+/a7fbXXnstkUj4fD7cyv39/a+99tru7m53d3cmk2EdlVQqvXz5MrMFYxA6cr1ej/KQvTE8AXjXaLcZFF68eJFKpZaWluiKzs/PDw8Py+Uy0ZRInMAY2RIFxMTkR8Q/Nh7aDqfTSTI+qorBwUHUHBcXF3q93mg08jLgM3t5Gjs5OeHhwTq2s7MjjqE498/Pz30+H+CSy+UiKkw86zUaDd0S4Nvo6Ci/SdpUqVTiGt67d48NHqDoDx8+VCqVX375JRtkgYDC4bDFYrl9+3YkEmFj19DQ0MzMDAD++Pi4z+cj2j6VSnHwdXV14Wrd3d1tbm5m8Rk2AEK4QMgJO+UFmZqawk53cHDAGlQCAlmgLZVKI5FIIBB4+PBhJBIZHh7O5/NdXV3YqAgr2NjYyOfzOzs7ZH+LCSkSiQTZNgwoyR7BYBBJTktLCw85CB7FGIyHAwW9MX1ttR5vDe8ulUr1ej0LwO12++XLl0FH+eQdHR2dnZ1QJ5lMhiX2pPwgouFgRYpZLBblcjnza7FYzOVyoEd0w2iMReBOPLhRiBC0SdolSQ6UcJHKEoce8ZgW6js6xGIAGAieiWweRBdXHp+Was33AdBG4IppEvKIxChErezZBXVsa2vDvoLKCd0iF8fr9VarVYPBgEoOCslgMOzu7mJ/Is5zb2+PrNrW1lb6DIZyQRASiQQ2JDB8mGyRmdvc3Ly4uBgZGTk5OVlZWenq6kKgxEDPSQiiwO2gZ2UCQ7pFFanWw3oQzgDmiyTly+VQLJ98Q/H3/5ViVlLfrInzUoRzmRdFXyZ/SyqV0mdzsqnq67KhkKnNYNqQd/zrhUKBKROJK9Ym0abZVN8WBy8AxlAsFpF9gQfAjICucZ6gcpL8+Z//uSAI2WyW1wxNEDA9QT9MMLDTyDra2tqwiHR3d6+urvLI7u3t0f60trZSZkj6x37Q0tKChX93dxfjMFC4XC632+1sRMKKy6PG6pb29nbOa8JpfT4f7bZer6dxOz8/d7vdCwsL/f39u7u7pVKJJJ2joyOGDE5PwtNpfk9PT+PxuFKppJvDzsEOEG6nwWDo6OiAC0EQ4XQ6eUmi0SjJRIeHh4iDeKOQU5HM3tXVBaVHVCFSfo/H097ejgEfjcnp6emdO3dgHeiAPB7Pm2++CceDIpc8vImJifn5+evXr0N6cQEFQfjggw8UCsV3vvOdZ8+eaTSakZGRr7/+GhEyQ4ZWq2UBS7lc3tvbi8VikNbPnj1zu9188+npadZ7bW1tEf6OqJKfKJVKkW9ZrVbX1tYQ5Tc3N4Oic5hyMdFAsvFGEASlUonSj2Yf9TafnMwd/kiv17NoDP9GKpWq1WqRSKSnp4eqD7rF+MjUwjAEgN/a2urz+fgBEYX5/X4mIbZpAtv29/dvbW0Vi8WJiQkscfl83uFwfPTRR7x+V69eNZvNi4uLr7zyyueff87hiNDM6XSura319vYSmP7ZZ58ZDIb+/v5IJLK3tzc9PV2tVk9OTnw+35UrV9jSReVAGrazswNuViwW7969m8/nHz16BDktl8sTicSVK1ey2SzjJlmjVPcrV66IdNT169eXl5e5aGQfrqys3L59G8R4eXm5u7u7VqsdHBw4HI7d3V2iR4+Pj8G1kBHyj3q9XvHEb25upj0Fkevr65PWjeoSiSQQCFAwuru7gRPQk2Ox4AxVqVSorHO5HGtJ4Fwh5qEqKYGsDmSJLDiWpr5Sg3VX5GAAVgmCwJCXz+fz9VWOIrCBZgLwsKGhAcUHxBs4EEQmI0i1HgdYq+ediqc5/0HrzM+lUqkUCgXhJyD/HIl4z5hugbtoKeRyuUjWYJ8LhUKY3XFVNTY2QlpxfIsGa4JTisWi1+vVaDQulwvHMNwqzwaTDBhsMpnka5Dn5HK5jo4OXhY+AGlE9Eb7+/tIcyHykYurVCq2izudTqlUGo1GtVptuVyGFmU4I4xpfX0dKSj/LkYAKhAzPTWG6U14ibDkVRXq8bYinflyEwMWKopsqanifeEeYbGF5eEh4Rbzm2IzxPVHIsp8xaY2kRogw0Fss5gXUajh6YBTF7OoaAWoqWCHtAUUTvo5ns9SqSQlbby9vR3Bld1ub2pqam1tlUgkJMgg7Ozo6IA/B8EAUzo6OqpWqzhDEIyh361Wq+S90SnjpkAFQ7wL0OvFxQVHbbVaLZVKLpcLKxLKF342oglEUwenuc1mSyQS7C4mJIjBHH8SaD55V9yM0dFRREC1Wo0EHKfT6fP5tra2eLAIrkO4yNKfSCTC6YDpPpVKqVQq0h729vbIUmDRJubrWn2bbj6fz2QypD4Gg8F8Pk8yCC024URnZ2ezs7NKpfL58+cHBwfs9+np6Xnw4IFcLod+KxQK165d+/M///NkMvnKK690dHScnZ1xDLGDRafTzc7Ofvnll62trUNDQywqSqVSz58/X1paOjs7YxnFzs4OPwu2EI/Ho9FoHj16xBs4Nzfn9/t5VSKRCCZ0ulqEPyxUwmJot9sJiuLdg+Lq7u4eHh6OxWKFQoEtNwSJ4SmmdwNaYAZCbwkqiIWGgebo6IjWamhoKBKJ0OLhVMOogBQCEIxlA4VCgTQMQGaPx5PL5Rgc2RPpcDig66RSKQwuWbX8W0ql8t69e3fu3EF9PTk5uby8/Morr1gsltHRUYVCMTg4SF7V8PCwIAhPnjxxuVzVanV3dxfXHdhXOp0eGxtbXl5eW1vjd8bHxwuFwv3798vlMtZnvV6/tbW1vb1tNptZpYfkVSqVer3eSqVy7do1ViDo9frbt2/z0l27dk0QhKWlJTapZTIZnC34m8F72a8LAUGAeyQSIScd1gq7FHnRZAnlcjnaUJ5biUQCoLq3t0cAjdfrBe9i8QjecGydZI/BQSiVSvLEt7a2wKJg3EVelqMAvWI8Hm9vbyfuPJ1Ok4IretXhtzBn9/b2UpWr1Sr6W0YNSF+JRIJ0AAyDikilxBgAFUJ95Qs4N0W0UFpfOyyqVyQSCboEkDpwV4x2rLygxYeegGUkgp8EtJOTE6VSubm52dnZaTKZuOY8lh6Ph+KH5EoikWi1WojSs7MzFjn4fD6S28DDwuEwAdRMdajKt7e3aWG5iT6fj+ccEydcHY9iV1cXy24PDg7oLVKpFDlTqH8p9ki9rl69SuI5v7m3t8f+eboNGEGh7i0RAXBqnrwe2s4Qj8OEyid2KuLf5RfKj5cxW5GNZtxErCv+LQxLZDOhMwB+p3DAjFKnxbkWGgjakguI4JxmEUkwFh3KJIQUTKr4j3JMwb4hVgIYgGGtVqtSJNS7u7tra2vHx8f8wPv7+zAluVwO3Rfdfa1WW15eJkEKWB+2nxUBgJYAmEgfiUUlOchgMIhOzUKhYDAYenp6kskkUZCdnZ2bm5ulUmllZQWqQKfTia7kdDrtcrk2NjZIuA0GgyiqFxcXuX+Hh4fj4+N0uFjXkV9Sxhim19bW5HL52NgY3KdKpXI6nUBALEErlUpOp5Pzggj8WCwG9CEIAmbhUqnU09NDi4CbhdePoV7MBrJardls1ul0srBFpVK1t7djIY1EIrdu3eI+SSQSjAfsAEJBI0Zbffrpp4eHh+ADX331lVKpJAXJ4/H8wz/8QzabZZPl119//Ytf/GJhYYFsF4IGFxYWTk9PHzx4cHFxEY1G0+k04k9cZbQpBNtyiCPcGBgY4LFobGwkbUSlUu3t7XFOYWYAU0XohNYRJTDZAkAi1WqVcAYYdZPJxF0+Pj7OZrM2m+309BQ4l/w/dLbIAiF+wI2lUimbTHgZYM3Rs42MjLS1tblcLh6w7u7uyclJGmeSKPAOIhlnPrbb7b/5zW+8Xu/4+Pj9+/cZylUq1e9//3uPx5NKpcrl8v3797e2tk5PTz0ez/Hx8ZMnT15//fXV1VW/39/W1ra1tTUxMZHL5V5//fWOjg4UyCcnJ+vr62q12ul0sjf7iy++SCaTiIlQ5w4MDPh8vrOzM3GtmEwmg2tsampiO9WtW7dwWwHHca00Gk1fX9/Y2Nje3t7AwMClS5ckEonH48EuBW1Ji4lnjAqUSqUYMcmuy+fzR0dHyWQSD1i5XMYNTIi8VCrFOSOVSrH6MGFI6uZ0tVqNMRzXMokKiOTPzs7MZjNvK+2IwWCw2+1IFtvb29GZwwWk0+mdnR106SqVivrBUdPY2Ig8kA1FSD84QGlk+Qy1unqTqUKouyAQN5XqKWD0lKCIQl2ZIh7copuQeYixBhKHUfLi4gKrG6i1TqfjfvFhWNXi8Xiam5stFguQeLFYRMPR0NDAChoKJwphVPS0AvwsvPvFYhGjAWFGPLRWq5UXh1m8XC5De4Gld3V1hUIhljki3gmFQqOjozRMWq0WsdWlS5dMJtPAwMDExEQkEhkcHBwdHeVGsNkiEAjwjkOlo8o0GAxgEhDkinrSLJOlqJHEuEw/RDsizov/CoYVXhIHvfyb1DyqFHdQRNE5z8WuCCoRqhtiUqiHwtdqNYB9UVVLygoIBLR9tVqFj5dIJHDSdCcM8VRr2rtKpfLyGlc+jwg2yGQylDf8Fclf/dVf4XTBe84ZzWNksViIhoKi6OrqYlJhPxnPGd0ioxi4K30BbLPZbKbS8IiQlieTyRBxkdNPBKWYQ0tTDJudzWYvX77s9/uz2Wx/f//5+fnW1tbAwABcZq1Wc7lchD6IPlnwB9TwpBMUCgUgNZPJRE/X3NxMRBmHL0SaIAiRSGRkZISj3Ofz0aoDS8ZisXA4PDg4CLQVCAQkEonNZiP1mNeMxTQGg6Gzs3N9fX18fBxZ08HBAbsnR0dHNzc3h4eH2TRC+4lbZmRkZHh4eGlpSaPRLC4uDgwMSCQSRMh+v39mZubp06enp6ezs7NPnjxxOBxAMVgtAWeampoAZ1jlYbFYsEVGo1HqzfHxscvlOj4+pmLRTwA9MYQxiBNVz+Y1ApIA0lFCtrS0sBthf38fv9fR0ZHVag0EAqxoRXHa2NgIhg/xBkOg1+tTqZTb7UYdyjzEkjJem+3tbRpAp9N5cHCAUGJoaEgul29tbUkkErhtFFsNDQ1kn5bLZb/fz+cJBoPsDH/llVfQ5kSjUXrMarVqt9ubm5tlMhmJjzjBOzs7CV9cWFio1WqXL182m81sLuM1k8vlsAaJRILFA6DuZL7H4/FLly5hlN7f34/H442NjSMjI7gU2HwJ2dHS0hKJRKamplhUgC6UjMnj42OUQXNzc2h8UqnU2toaNbipqQm0wGKxGI3G58+fo8Sx2+3cO0BdXl422nZ3d5O/s729jYWAyHioFngvTuGOjg4eEkY6xkQ4Jx5O5nIxAUepVBKBjaIHHAwNM8rkcrlMVGQ6ne7p6RElspxuqEwbGhpY0dXb25tIJJAsMi+enZ0Ridzf30/cRDKZJA+BMxqImKYTzQgjERgGcx59Oa4Y9NvC/6MGooxx3EnrmXBwq4w4NDRMLWQ+Y2HileHTkpLd1NSEvYTADWTzhDhi++EUwr2GoZDVxSQD63S61dVVtNBmsxkygnUU3d3duFTj8bjD4cDtdnx8zEhNQrVMJtvf329ra8vn84FAgCxcfoe2CeZCKpVS13U6HQ4NLqDJZKKW7O/vAzFGo1GTycRHgrsFzKQmMdSCmsJPicxxrb4XularlV+KzRNLJsVVLEiMcdwU0b5Juj21DVRAqAcgoGJV1jOhJPWlitW6o7dWX7SFyRuMt1RPuOWO86gwuYLkIweBv+cs4uSkWtdqNRGOrlariGmlJDWTR1OtVsE2MUjhEiHLBssXxY80WmwGPT09DJfwT+Pj40DApVKJ5J2GhobR0VG73c61UKlULpcrHo9vbW0B2rCImGG0sbGRm7S7uzs0NOR2u8EkCQJF2VUsFi0WC425VCql593Z2SGhn1wxlO6IcRQKxdLSEhLTWCxGiilpn3K5HGVEU1MTrQOy22AwyCnW0NBgMpnC4XC5XLZarQzWe3t7er1epIWOjo6CweD29vbp6SlcZiqV6unpWVlZiUQiuE1kMpnT6ZybmzOZTGazmX17r7zyyvT0NJvtFhYWEJU8ePBAKpUSC9La2kra+EcffcROdtZ98BMtLi4GAoH19fVIJLK7u8sijqOjo6+++opc0EAgwHOjVqsxUxI0NTAwkEwm0SWhcpycnATGSSQSxIm1tLS43W6FQhEOh5EFWSwWOt/u0j07QwABAABJREFU7m4I/L29PUEQoD97enoQhdfq6xH6+vpo+RlJwd9EIRj7yxwOx9bWllC3dpE8jNYfWQR5yLFYDEMIv1KplMPhoF9WKpU7OztkRygUCrfbDe/l9XqRTrS3t1+/fl2v11+6dAlgkLWITGkejyeZTCYSif7+/tu3b4+Ojg4ODi4uLqL6xuCBxiSZTF6/fj2XywWDQbPZvLW1Bbxz9erVQqHw6NEjwPzvfve7Z2dne3t7z58/p2Eimp8TamJiorm5OZ1Ov3jxYnd3d2dn5+TkhKBKvV7P8k6v18vuhKmpKfY4yuXykZERmIujoyOsfrVaDTD84uKCY5QW1uFwsB61UCh4PB5wEYVCEYvFqvXks66uLuRLpB+k0+mRkRG0RdiTUKTj8YXkKxQKu7u7bPgi4wJcHfMJBwXADDQbX8DeHtbYYR1BZABr43Q6aSk4B2ExWltbo9Eoii0Eri0tLdRmAButVouRDmYEn4DIloGUcBTwuCoUCmg2DgqwB6lUSpfAkcoXcEoSeMuJJJVK2cfHC4WYi6RZjl2ESPTi8EGZTCaRSBAZDQxTLBbtdrvT6eQjEZsHhYFkbHV11e12W61WrNjIeYaGhigSgPZIctrb20OhkN/vJ3ymq6sLhohZP5lMElAFEUALi3QOsJBFjWjTtFotMA+/Q3RJY2NjY2OjUqmkPJNHUaubgnjGxOE+V99J8q+myVI9Nkg0cUrqv6iOMNBExQKr4v0VMze4WdSCWt2zK2qFRN8tkys3kd8kwZiKDlbB1Aj+z1NKQaVrZzClp4dzBH9m0oURYLql7pIWnslkpJjNOdfAyiQSyejo6Pn5uV6vb29vx8pJbkVDQ0NfX18ikUA+A9yE80Sn0/l8Pq/Xq9VqOzo6SqXSzs6OUqm0WCxer9fv94+NjcG17u3tEcrKBxLddX6/n6aVex8Oh3d3d/nB0HlDV9ALezyeUCiUSqXwYhIlr1Ao0CICMYGT2Gy2K1eukAcml8sXFxch6lQqVW9vL5J6jiH6RLQkCF89Hg8odEdHB0gUfBu+Gmwwx8fHfX194+PjgNIsJoQVbm9vv3z58szMjNlsHhsbGxwcHBwchCUi1+Py5ctdXV3JZPInP/kJ3TpaR5vNdnx87PF4Ojs7P/7445mZGZ/Pd/XqVSDB/f39cDjscDjkcrnT6eSagwSyM7mvr89gMAiCwDDU1NS0srKCjBlWBj0waFJLS4vf7wfWwKRPtg46T7fbnUgkyD6FKy0UCsyvbrebl4SpcWtrC50O7uzt7e1IJJJIJGQyGdqorq4u3u1kMjk0NGS1Wjc2NgRB8Hq9gIq8z7lcbmtrq1KpMAsivpiensZdF4lESJypVqt379599uzZ2NiYVCq9c+dOPp8nfBVhJ9MMC2HwL9H8vfnmm7xma2trN2/ehL1jMzaOclQzExMT+Xw+lUq9ePGira3t9ddf39ra8vl8ExMTW1tbr776KmVgYWEBgyk5Mv/n//wfCK2WlpaxsTHIJ3iR/v7+RCLx6aefLi0t0byPjY0FAoGGhgav17uwsMCrfnJyUiqVVldXc7lcd3f31NRUKpXC6ocMm17NaDSKOmGJRIKYmTkbMR29IJMZ59Hx8XEymYSnl8lkFosF2Bb2mmANROBk1tMaIrGhxWQgYLqCCyQhpKGhgRgEuGc0ojyNzApnZ2fYl61WK2WeM52AeNK+FAoFPiUIdRReaLsgCyEd1Wo1diDGSlk9goD3FwTl5OQEuyrzh0i8iYd4tZ5YW61WgebOzs4YZ/kyRk9s9aQQkyLCPQJhVigUOzs7lUqFlrFSqbS2trIMDoURA0BbWxuYrVqtdjgcnZ2dTqeT7D1UijDfvFkc1gChtKG4fcgDh23BcUDSGWnm3d3dQIO8xVqtFr9DV1cXGwV6enpA1MSIU6D4/v5+ev1MJkNLfXJyQlYOTB79MbcDaBRqkFZDBGAZ1sWB7P8KTeu/w39wzcUZlG6mWk+pRbCGdEhU8YBgM6pBz8vqa1NRPpOzQVuPkY9+CM+rWq2mbaIFpFoLgkCMAzptaj+SFL4zHwNxE7SFsh5rzDcxGAxSuC6fzwdcwycGjwUD5Nfp6SnBLmCAkA3EoRWLRSDT0dFREANspxaLhY9FN0RHTPxNKpUCtSe+DnYE4FShUGxvbxPFB3PDjnv0993d3ZzRNB0NDQ2sqQLsrdVqpHWPjIwALFOYNRoN4FK1WnU4HGgRGdhVKtXS0pLb7VYqlayrZCqH4BwbG2MnA4YHyDysxwaDYXl5eXl5GTcetA2dRyaTcblcd+/e1ev1Y2NjtB33798Hsvb5fP39/aFQCNP6o0eP8vn88vLy6enp06dPYcg+/vjjUCi0t7e3sbFBK+P1ehcXF7e3t9nnVygU8NsUi0WwWfyLkIgIjzlWACJsNlsgENDpdIzgyKShYSqVCksTR0dHMUdubGyo1erBwcFoNBoKhcrlcjweZ1sZxxB6HLrF3d1dpVJJvByKod7eXkiUtrY2o9EIDYOqk+FAqVSura0BFQ4PDzscDmg2rCNo9AcHB8Ph8Pr6Om377u4udnJk8aKPXq/XI9xl7ymz5ubm5uLiotPpJGgX+eXz588ZpFZWVnp6ejC6EVXPdGK320Oh0C9/+UtBEJRK5eeffy6XywE2iawLBoNkoY2Pj2Oz6enpgYROp9Nzc3OVSuV73/seGNq3vvUtTrRAILC2tqZSqT7//HNW/gKnt7S0TE5OzszMVKtVp9MJHAfKms1m4cU5+i0WC5/k4ODAYrFAtkUiEZK4QTt4BTCkhkIhZCxI5ER4EGCNRA4CsMrlMtT7ycnJ3NzcyckJvmQKJ9FliUQikUi0tLRUq1W1Wg0XA3DHDMpCSmi509NTonNElYMgCCzixWBGMgkXk9GZYlCtVjE14hDo6OhACHZ+fk75Yc4gohIoVUTqqIXirAPQhXtbVKlwmlfqG6NEEQrjCOOOOF/CsGJJ2t3dZW8SHT/UII6m/v5+zmUcuiC3JKKwV1iv13NkI1uD2YEpZNqjGwiFQh6Px+Vy4RonOu3s7Ky7u5t8Zk4Ao9Eoq68YQ0OHeBsB0fLycjKZxDGFm5yBBNwVLgDzApliRqOxWCzOz89vb2+zp6+/v9/n81HaAUgpXUjKkbNKX/olwt0vj5vgqGJNFV7yZYrEMDovkVcWKWdRQETLUqtH8WEcR8sKe41mmEgERlLqEcQB+Ruleigxn40HmI8Nccv0QptOyKK0HpLAMEDJxLvJkHpRXxAp7ezsxFyF+gaFLtMu8jkeLJAKqKxUKoXo1G63E/lBeUDcHI1G4Voq9Z18xFVotVosDeQ1wGyPjo5yBKMn6ujo4Ploamrq6+vjCaCT3d3dJSlxenp6Z2cHhy8OboTCLF5A75BIJCh4pVJpbW0NwygrTUgYKBQKnZ2dBPWRqY3SnfwE7jTihWQyye66Qn3fN3Q6E6fBYECAcHR0dOXKlaGhIXa/sFi7tbX1008/dbvdMzMzP/vZzzhurly54vP5vvWtb1mt1s8//5w03f39/f39fZp3KgdNQ39/v0QiWVhYmJmZYQNlpVIh5ZwbsbGxwWfQaDRGo/Ho6AgEm5acKGf8/iySBEPr6uoiecBsNnd2dobD4UKh4PV61Wo1ex9RkRkMBovFAnSzt7dXrVaB65GJFYtFgp+IGAVeo2BjwuP1NhqNW1tbzA27u7tarbapqYk5dXBwUGQHsMCbTKatrS2+G/RbW1vb5uYm3AaNTkdHx/7+Ps89fMaLFy/oQ3EAA7UVi8W1tTWaNmy14+PjOzs7Lpdrc3MTSKq9vR2XMOIjuijYOELq1Wo16a9ff/31nTt3EFp7PB5OcFxlCoUCze0///M/Ly0tKZXKO3fuPHz4EKHBvXv3RG8uK7dmZ2cHBwdZ4BoOhxsbG2OxGJE9pL17vd5nz55JJJKRkZH+/n42Jh4dHfX19UWjUUBy4BkePAZHg8FwcnKC8Y46BGfT3NwMtsnMJwgCDY1o0sUTPD09rVar4/E48CZIFGMT0kGRfEqn0xhna3UVLkIquljRfkfdnZ2dTaVS+H9qtZrBYEilUna7Hb0YUelUenBXFh6I/JYgCMhNAZnT6TRzRq1Wg5QSebWXj3IKJDgeXy+e79WXzCfiH3EyIidhZOFcDofDMpmssbERhrJWq6HaA3rd39/HRFitVklePD09ZTNarVZrbW3d2dmBDi+VSqFQ6PT0tLOz0+PxoMb3+XyAtCitiL3MZrNjY2OxWKxUKsViMZAzj8fT19cXDofD4TAsGOEzfr8fsr+pqenatWtarVYQBJ/PNzIyAunIUbC0tMRgCke+t7e3s7NDzqhare7v73e73SaTSavVut3uUCiEtMpsNjOb8gjRZnE90a/U6hZepnY6m5fvhXg7pPWVYULdqSKpmzXFUspsjQhLIpEgvMB8yWFCyZBIJMxg5fqeMolEwpsrTrfkx8I912o1kmQK9XV1TGtMDpV6oBUlNl/fxMk/yvkDbQGADHhQLpcl/+7f/btcLhePxzksmCegB8CXEokERWtoaAhylYWCQKZnZ2ft7e3BYJDlkS0tLWazWSaT4Y7A6Y+3JJlMAg/SyYIAXFxc4B1khQIDtUKhmJmZyefzsEc6ne7s7Ozi4oIIMYlEQszj6ekpWp50Oq3VauPxOJ595EWQbXDODGd2u72lpWV3d1ej0cTjcZaNMP7u7e3RPTx//ryzsxPUKJlMIvAZHh4mGtRqtRaLxePjY1IUurq6NjY2SLXO5XJszECOgVGdecjtdpvNZuRqn332GYHgiJMNBkNTU9P29nYikeCT5/P5ZDLJ+5nL5TY3NycnJ+FUmDPy+Tz+S/YYq9Vq9Cn4O0llxB2EsIIQmePjY/4iPlqpVHpxccH9JbOGCErUH2azmavU3t7O4RKPx0VDKktR8PLCaYEQoKIkZK5QKPT09ASDQQ4IHsSDgwMWKyIRIl5ETO5AC0YJASS5dOmSz+cbGBiALPjqq68UCgXpZWBct27dUiqVn3766eXLl7FIAsNyp+iiVlZWLi4ubDYbUhej0Uj4wPj4uNvt/vDDD+H2IBTUavXExES1Wp2bm/vGN77x3nvvKZXK2dnZzc1Nl8tlt9s/+uijK1eufPDBB7dv337w4EF7e/uVK1cQ+7DT+IsvvpBIJKCdXV1dmCaZnD7//HPOZSg6vJ5NTU2AsXQ5vFDJZJK80L6+vtnZ2d3d3adPn6JQAw/ggmxsbBCnznnd09NzcHDAylsgE+DKlpYW1DQA4Hq93mAwBIPBdDpts9mUSiVr9dxudyAQYPcA2hzOIFrstrY2qVRK963X609OTmq1GtwS/TiYBycUyQPcLI1Gs729nc1mQQ7D4TC7lfiCk5MTZDUEmBgMBlIwOaDJeII84tyHxIJYTafTDNMMQ9W6NVNWz6whXQh0RKg7T4R67ppIknFQirwpfxeQRrTA9/T0ED+CVL5YLGq1WpY/M0parVZ+EDZt1Wo1+jD4sGQyabfbQWXws0YiEafTibmlpaWFU9disWxtbQ0PD/t8PgJNk8nk6Ojo2tqa2+2ORCLj4+OMAbjGT05OTCbT4eHhwMDAs2fP8MBwzUn03Nzc5Llyu9089vl83u12Ly0tdXR02O32zc3NarU6OjpKA7qxsSEqV7PZLORXPB5noBezKXi06F3EGZHSCCkoKndEhLb2kiNFzCXg/1K3QHQAqKl55KhwLyhySPoZKJVKpQiZMC9KpVLEyTRDom6Ilyufz/NUI/Wo1Wr4v/nnRPGR2GvScpVKJb4nvnM+WENDg+Tu3bvDw8PFYpE9kYBpgGC4tXg6TSYT1kPsn4Sx4QmpVCpMxIjOCdBhoTluXFCazs5OFqFgKCa4S61Wt7W1zc3Nieuu2LfQ09NTLpdZ18A2MdwCqM4IDBIEga0m5XL52bNner2+r69vc3MTl97q6qrVakULs7GxYbVa0afJZDKclPDhyK54n/H5quuZ+gBECIL8fr/JZCJcF1re4/EYDAaTyQQv29TUtLu729LS4nK5zGbz+vo6+I/T6ZTJZJubmz/60Y/+8Ic/gDid1benOp3Ozz//nIiAtbU1igrKWO4TKKhEIjk7O+vr68vlchsbG2NjY+l0OhqNjoyMEP/LESAIwv7+Pp0K7gKbzQaI4ff7ZTIZSTrs7aIf54c9Pj7u6upiEIzH4zBw9HqMvFKpVKVScRDALQHqEsHF6MnKwGq1ajKZcrkc/zqMKZpJoDaAFDREvG+9vb0EOdVqNQ6Ri4sLEAj+Xb/f39fXFwwG8Tw4nU6EHqx/Ef31gUBgamqqsbFxfn6+pb4zEgyDBjkej9PB9Pb2wgKwhprWe2Jign7o/Pz85ORkfn5eEITOzs6RkREc64ODg1999dWlS5dSqdT9+/dRzGEdRuZTrVZXVlZYGupwOJLJJEYj0oJKpRLoK5Ifl8t1cXFxcHDQ19fH9Ab22Nvbi7pSIpHAeOGoi0QiYqI9V1ulUnHd4O9zuZzZbJZKpXt7e4ySDDckytIjd3Z20tcjGwaTJDoYzaH41FHVMpkMaZ98cpVKZbVaybXAu4UcH+AdfbKopW9vb0dbjoXGZDL19PTs7+/TvXH7YNDPz89FB1e1WsU+hFyf4xLJj3gEc7YSwInMqlhP0RP+H3uDOGKKBKeIB4r8GcexKD/h4gN3c5Xy+bxaraa84b1xu91M1fjCcSZwKINaMypAXqpUKrPZzLl/dHSE1ZhM8LGxMYVCsbe3p1AocAAiYSOUDUacGtzW1oYJhC6N435ycnJubg6FFFYKv9/Pk8a0gCtap9MRrnJycsJXQpTs7u6ybTCdTpM2o1ard3d32f0SiUR4YUW4W4RPK3UjrLQui+VSiwintC5/lfw/CbTVl4yz3HTMSLiVKHWS+qI3uhaeKyhPXDpQAMV63nq5nnTBqUvjBRpBoRVRX26oVCrlec7n8yqVqljfOMZlobRTesWhWcQhmpub5cPDw/xLDQ0Nxfo6UP7VSCQSjUYHBweDwWC1WuWYBr6jfEqlUhpYp9NJkVtZWXG73Xjhqa8KhYJjMZfLud3unZ0dt9stCALZFmRW4Wfa2dnJZrPiuoOjo6Ouri6JREL4wIsXL0ZHR9fX1zns0Fx0dnYC1l2/fh10HlD+9PQUmgr3Aik2qI2wnEejUV68aDTKcACyx8jY19fX0dERi8XwRzKEaTQa/HBspYD4pA/FgIHAZ39/H1myw+EAe0RH8A//8A9k03zwwQfcQu4K6jtCk6PRKCAn4dGpVAqwyOFwsIjN4/FAKqMxo9msVCrRaNThcBDzzaGm1WrRajEWw89ZrVapVDo5OQn2lU6nFQrF7u4uUXmc14hjaZz5wTs6OtbW1khKQ3J1eHhIKl6tVgsGg2xhhFkUu7ZafW0QK68BOsQQOCRU6LFJSKlWq0RARKNReDKJRBIMBkEacHGUSiWmf8SEWMup8VyQjY2NQqFA6n0mkwkEAghZBUEgTEcqleLXBKS12WxfffVVsVjs7u7+x3/8R8Lk8CpoNJpQKPTaa69lMhmbzebxeCqVyszMjNfr3draqlart27dWlxc7O7uBvReXl52uVy3b9/+xS9+AZEhlUo3NzdbWlp2dnaIlwIROjk5AZ7R6/V37txZXl7OZDJMzzMzM9S5hw8fQouAJeBGODs7Y+kmdsmXB/qmpiaZTMaJ2draCuChUqnUavX+/j5fgAkhGAz6/X7WxUilUhblGgyG/ws9SSR6vV6r1QLDkGjT3t6OfYijBGlYW1sbbI4Yq12tVhlDmfMaGxuBvlGceb1eZrJsNgtggEV4a2sLr0ilUmFCwhWHygmErbW1FTkM3Ty1RKfTkQWheilfTTzvGBo4yvlvDn15PWmIrhF4kPIpq3sEUUSi/WE0oXtDMqPX63nL0JSZzWZsHuxj0Gq1mUwGjOT09JT0QVQqcPMMVTabLZ1O4+K12+20++zKXV5eBncldIkNMGhHWN+9t7fndrux5BLyLq/vwFpYWEDsQ3Vk9RsZatSq8/Pztra2/f39vr4+pLPIpA8PD9kGv7W1xVhSLpctFgtpR1xV6kKtbiYRtTwi4k3ponCKpfHlNkWEBF6urNwvEA5MbqIagwdJxHUZdvE9Ms4Rg1Woh+TRuzAdgmlRHeFrlPW4YIVCgaROnIlBgIgY5GMzmyIOwvrBMwk2Jl9eXu7r65PL5eT2YqsKBAIOh4N0UGJlGLD4y6xa5LJyUXjDy+WywWDwer2CIIyMjIAsA0PTl0Wj0YGBgfX19ZmZmYuLC+Sy1WqVNDuabr4z7gLAkIODA7ZFnp2dDQ8Py+VyNqvQoQA7gMWDWctkMuLH9Ho9AYEajQYkil4GgYlUKiV1gV3QXH02ZZK7LQiC1WpF3UBZxaeIUQ/wii2egGANDQ12uz2RSCwuLrLbQaPRMAnxvy9evMBidX5+zkqvcDh8/fr1zz//HOkjR4/dbt/a2oIthsYHWwAYMRgM1WqVjA+4/WAw6HQ6SXVAyoG0fWxsrLGxEYo6m82im0XYxYTHMIf+AiHryMgIQi2aaJPJxABdLBYnJydXV1f5W/xRLpeDriMunI7q/PwcdyO4iiAIXq/XYrH09fVVq9VgMIjqx+PxRKNRVF3ETmH3TiQSoggQDWFDQwO2GZr0fD7PIk+r1XpwcMBQi5Sms7MT7tDj8dDTDAwMbG9vj4yMqFSqeDz+wx/+kDTB4+Pj0dHR4+Pjv/u7v+NfCQQCODcikcjrr7/u8XjwNeEuODk5mZiY2N7eHhoaIroIdKivr+/Ro0csNmhra+O8y+VyuVyuqamJUHtBEGw22+bmZkdHx/j4uEKhYPspLvgXL17cvn3b5/Nls9nr168Toc6tRKhJdeFdZYRlfI9EIkBJXJxAIMB1Q+1CtRgYGEB/TiaqXC7HH4XIlrLEOMVgxEwj8ohms5ngcg4ahkuGD9oy/iIcMHhXpVKx2+2xWAzXNV61w8NDv9/P2nnIAhJupVLp6enp+Pg4lm5yRdj9VK1W8VxC+wEYlstlqDiESDKZjG6Pc+1fqT842WnXhLpQRfZSMA3MPUd8U1MTOCGL1VBsFeq5+ZxdyWRSrVar6pskpFIpEUsc0MA2GEn5FznTz87OYAfQKpJQs7+/jyRQHO4BUZGRUxi4CCsrK/39/Xt7ey6Xq6GhgbhE0KNAIHB8fDw5Ocm0LZFIwuGwzWYLBoMnJycshGetR6lUAhoEiGINmc1m45KS8AdLygmPhIWjmBOJLoSShoa2XI/j4T+q9Ui82ks7ZyR1Z8jLMh+hHqonqUcC8Rc5KzDfVyoVlUql0WgQFYvcJLF/zJ1gszRz+NEZRVQqFW5UFFicUbVaDdyCaRI5GPQQrz91QVbf5c4bRCPFU8TYyhtdq9WkDofj4ODg4OAAuCMajQKo+v1+xMp4pJqbmxOJBLkYPFW9vb0KhQJ9OZET0Wg0mUzm83nyzDgi29raPB4PI0tDQwPteTweN5lMDoeDXBUGR+qTTqcbHR1taWmh+SJ2iyyh7e3tFy9eBINBuVwOOIyoiVObVRharTYYDFKTWGkyODgIxFooFBAlarVau90ON14uly9duiTu3PH7/SzNYZ8J6ilEXJubm4FAwOl0dnd3Y6a8du1aKpWamZlB9ySVSn/7298SNR4Oh1k8Wy6XHz9+/OzZMxTngiAwyR0cHAD00c0haEImF4/HwZNpjoLBYK1Ww2ngdDoVCoXX60X7Sp4ZGI5arSaCB2pKrVZ7vV68buw4hMgkTl2hUJhMJrJ+XC4XwL3Val1aWiJgPZfLnZyc4M/hGxYKBZoAgimOj4+xHDgcDl6GcDi8vb3NvgW0uOVy2e12Dw0NESIRj8cxD3Cj9Xq9y+WyWCy4oIiQZl8bRKlQl18iiEckPDMzw2TA/G02m2dmZr797W/n83k2vz569Aj6nMDbv/zLv8zn85OTk2dnZ/F4fHZ2FucJocRut/vy5ctcpa6urra2ttHR0fn5+ampKVBEMdwSqM3v9z958kSn05lMptdffz2TyUxOTpLGzui2ubl5fHwMfs5w5nA46DilUik3ne6HzM+bN29eXFz09fUNDg6SHITOiG9SLBZdLhdsscViwU3f3t6uVqthNJiB6OdKpVJ7e7vRaOzo6BgbGxsYGIAZamlpAc612WxMwDwDUMgcDSg+RJkGX8BoVa4vRKIhYwtKPB5nSdb4+Di+SaVSSdYSyjv8SDzt/AfoPQEXmLuI8CSZUiaTQVh2dXWh1tbr9U1NTUajEbEGDQGFma+sVquUahgWPK+I7Yv1LBtOUlF7Is5G1WqVasfX5HI5CEt4ymq1ms1mEVUycB8dHXHZkYdQszs7O3HBgl6yNAIyq7e312g0MozWajXcfd3d3aVSiVAhNHogdmdnZyyWATyAnz46OorFYhhnoSQIeMFNOzc3Vy6XkcVFIhGPx5PJZDQajc/nEwRBr9evra3RZrFzFKiPTLTx8XE4oJOTk46Ojr6+PsINiDju6elB6d3W1oZfFugSmgOsmwERshMKUCKRiJEFlCVxlH+5ZNbqsljxLnBrZPWwAlQ/zIj8Jl8GRkhXBwxOl1OpL4SnVIMy0qqKwDugbra+FLZWz3yHtxbLJ0paGkTGPJJ8sBqixWFyzWQykh//+MdM7rVazWazFYtF1saS8ALY2N3dDcnX09NTq9X29vbwwhMlJZfLWUDR1NQ0MjKCN5xn2uFwsIQShSSWJqlUSh+9vb1NIuLBwUFvby9Av9/vNxqNsVisu7sb9SxaAJ5OhKk+n29mZkYQBD4euA1bcwVBYFnjwMCA3+9vbW1NJBJTU1NLS0sulwvTcS6Xs1gs5MuwCY9EeMQ7LHf0+Xy3bt06PDzc3d29ffs2TQoxuWi0oDPz+fxbb731xz/+cXJyEnRieXkZNfLJycng4ODjx4/fffddr9e7uro6Pj7+9ddfIwDR6XSUfHaWhcPhSqVCOhfundXVVQZf2GV6mubmZvgJqmlrayvOira2Nn5SmUzGTmZe+OPj47a2NsA9Hn2y6TOZDNFlGMuY+3mMcM6wWBT1ytHRkclkSiQShO/gWz85OWlra1tZWWlra0MxL24V4K3Y29sbHR0lHvro6ChfX+gI9J3L5ex2+8XFBSGCiKq2t7f511FmUewRMdLpq9VqvGvgHNFodGZmpqmpqaGhYXl5mdhkejsuLybaQCCAS0er1fb29rKJaXBw8H//7/99/fr1YDCINbClpYURv1wu9/f39/T0jI2Nzc3NNTQ0vPvuu0+ePNHr9U+fPqVD+jf/5t8Eg8H33nvP7XY/evTIZDKJDaJarV5dXb18+TJtPowmx2ihUAgGg8isSGtCVNnd3W2329fX1yuVCpO3z+dj91wymbx27ZrH49ne3kZkhGggl8thNwqHw11dXcRTKBQKoEJUNtCfmUyGQAbE9+RWE5WAcYK5CmQVThFLCXeTjevgY+VyGecDjxlVja12pItwGFGiwEh4UPEXcnKhOR8cHAwEAmSLq9VqjvuDgwO6T6w1aOgoaRyLMpmMUC0kNrlcjncW+ARSCrs2xzQ/Hbxa9aU9G7V6rp6snkslmj5Z4UfInFibefWoryiG0LjVajWLxYL/iucT57dMJoOeLJVK0NXVatVoNOK3BjE2Go1SqRQJ/eDgoNfrFd9QgFmeWGndgIjXHLsLSQsAkpOTk0yotJ4XFxexWEwul5P3K61Hvuzu7sIWqdVqoBp0J4eHh9VqFeyBEJh0On10dMSkyIYidi+CTzJr1ur7Tal2PBKSui9W+lJQ/r+SAgl1cyeoL08L1AllkhvKDMoiM7gzZhieWNStgiBg1oR6Z8agYPOp+ABYOYF/wHhR5NTqJhmeIjEqoVQq8fUIhvEfU4MJBZNIJJJvf/vb2BlRxExMTEAjIaTEV9De3r67uzswMAAgjhN2dHQUIQA7xXBVF4tFCBu73c5mTZlMBnXBlhImJJPJRCXn0MQYiqiBcHNEek6nk0MBghCC2uVywafiSp6ZmdnY2EAoXKlUaEaANPP5PIl3Docjn897PB7mwoaGhpOTE7lczppWEh1J0LBYLPF4HFjGYrEsLCxcv3798ePHExMTzGePHj3CgfD06dO33357fX398uXLlUoF7urv//7voXhBRTwej9lsvn//vtvtLhaLKNHZAk9+KedULBZzuVy1Wi0SiXAOCoIAOV8qlVwul0wmg39yu90HBwdoMYgYFMGoaDTa39+PTSibzZ6envJaVioVk8mEWq+9vd3v9xM8LZFISBBEq9zR0dHU1ITpHjFhtVoNBAIQ73goebhBmzUaDe77gYEBtVrNJ2cgIIiAJH2/39/d3Y1ZHlCRIo3Os6+vj0aKxACv19vT0+P1eoGMYHQYcw8ODgYGBhYWFmAT0Aoys5pMJtZqfvXVV4VC4d69ex9++OHs7Ozq6qparbZarQsLCy6XS6/X85VkEG5sbECKEBMajUbZxxSLxaamplZWVvB6fu9732NJjkKhMBgMUqn04cOHMzMz6+vr3//+9wn6+fnPf85bByzGq8UeD+BEwiiYCCEjVldXp6en6VQaGhroAp8/f470GgvBxsZGOp0mVXhrawsiR6fT0ZVWKhWHw7G5ucl6NZ55ChsQH2w3GpZqtRoOh6VSqcPhWF9f519BQMQJgnqFSskg0t/fn0qlRkZGQEfBxmOxGF0vjTnHCuvfy+Uy8l0+CXs3USrxfzn6y+Uy4yPFj0NqeXm5s7MzEolQlc/OzlC+APPgPRWlABzK5LawVIvXvFKPXqvWNyczQ8BWMhhV6wE3IkYnHuVMIZRVpGQ8wHAxYJUgw0hA7Xa7RqPZ3993uVwY2BijrVYrFjUeGxZXwG4SSELrjw5FqVSOjIxw9dAQocTEFMc3ZGv9wMAA2xhZ6LG8vGwymcR0J2YeUWmo1Wq5TV6v1+FwxGIxll4Ui8W+vj6FQkF4C+otk8lEy0K6ZLlcPjw8lEgkrBgDcaFt4lpxDbmYoqiHUiqisrWXloVJ6uYT8aSS1Xee8JUQkNX6dlU6NolE0tLSwigpSoRQlolfIFqQuZgiMMCsWajnEgPMKuqZukLdaETNqtVqjY2N4AoSiQRMnkEZ4BfHEaVXVo/rk/z0pz/lsSayRyqVsmUGMwkiFIPBQKuF4YSv2dvbQ8I+NDQEjofTn44YvKhSqYTD4fb2dtaDCIKA4AJykRcDRM5ms+3t7dlsNo1GEwwGZTIZIMbk5OTR0RGJ3iyyJ3oKvzAiVb/fz8jLD8zOI0TV165d29jYIP/CaDQuLi42NTWBr4bDYTpli8XCaHV8fIyZDMrt7OxsamqKzV8bGxtTU1OAAIuLi7B0EomEa2UwGDY2NmZmZkKh0MOHD1955RUonHg8HgqFwCcbGhpIuD08PLTZbPv7+3SdAwMDaLvPz8+hPTiPGhsbWdlIz354eMjRjMoXrRAXc35+nowIpLMALHa73ev1omMkNAtZP34GZguUGgMDA0gx4TOAtjhx0NdU6iHL6AsQZLK2jNVpbGdjUMhkMsTv8bRYLBZkwERYOJ1OxG8oEVDMYkrDnwCUGolE0PsRyAdzw2YJHDUEwt27dw+zudfrfeONNz755BPsAVevXkUrsbKygi7M6/VOTU2BcGInFwThV7/61RtvvLGzs5NIJGw2G89qpVLp7+9nZfpPf/pT2rXf/va3t2/ffv/991tbW+l7lpeX9Xr9m2++SVOI96lSqYRCIUzGdru9vb39+fPnt27dCgQCIyMjH3/88dTUFIwXisovv/zy0qVLKAadTufjx49zuZzL5Xr//ffxgO7s7KBJkclkgJ8SiYRo3J6envn5ebpvAl019TXFrPhmoKfSwyNibOdN5BDkraHLHh4eXl9fJyJjbGyMXv709BTEHpEUOmEa/Hw+zyij0+lE9QrnODJpcW3q0NAQ6SiwsKQx0DHY7fbOzk5stYSkw4lisUWEHI/HoRWJTWDDBEUULRLJPhyUlMlarSaXyzkrOYih5ZC51v7lYkjRLCHUFaF8WwgzOk7gLtoChIGc2mRcwI3hGhgaGgKfx0wCElOpVOB9stksOYIg/6urq3K5HG05msGDgwM+Kgm3/ESgDpubm83NzWazmacXZaJcLj88PHQ6nQgJGVhhWMWEPI/HQzByIpEYGBjgr/DDsjuIFr9QKEQiEQTJ9EAnJyder7dWqzHKq+qLtKp1myxMp1DfCCbiri/LlflKeT3nXRxJKQdUUAzWFDb8S1R09CtQnpDE4vxNN0YHzO1As8NJJRpjstksnjo+NhgnkCSfAWGzqL3iJ+Jb8cHgv0QchRIu5bIyYUCiErY0MzPD0EO8b0dHB3mznZ2dTGnDw8PhcBjMNhgM5nI5qB2EJ0ajMRwOp1IpQAmkZVarlQAz8EYmLZx2giA4HI79/f2VlZVCoQDDR5QJtF+6vk33/Px8ZWUFsgdwlRETJV4mk9na2sItWq1Wnzx54na7Z2dntVotwRmo0RQKBQsUEREQTOrz+ZBaES5//fp1o9G4sLBAu9rT0zM6Oup2u69evQqqkM1mjUZjrVbzeDzVanV5eZnQ9o8//lij0Xz11VckILvdbqfTWa1WCR0kl06v14+OjvK4i8A91AI6JuLfWKWJK6axsbGpqQk8gTgeUjHxz5BegZ+HpokQO9Ba8qBl9eR+FiMgRCR6FzklwTHIN6AZKpVKW1vbwMAA2kKv1wv6JJfLPR5PsVgcGBgAA+T37XY7474gCFar1efzGQwGTJyoio6Ojkh/DYfDLDni2UXfK9qKodzOz88XFhb8fj8aURwyOp3u+PiYXdzgUVqtdnNzk0AGTH7IpwVBePvtt0ulks1mW1paWlhYYKnL48ePHz9+3NfXxxbo5ubmr776qrGxER+LwWCYmppqbW39/e9/39XV9fTpU5lM1tfX95/+038ym82bm5s6ne7WrVusqlYqlQ6H4/Lly4gkX3vttXfeeednP/tZoVDY2Nj49//+3xcKhWvXrsVisZ/97GfxeNxoNHKRmTIJ+x0ZGdnc3BwcHKSD1Gg0t27d4pzCsyGXy9F8oTOkonR3d1+5csXpdKLPQtS2s7ODD6pcLg8ODjY0NCAaUCgUrAPS6/U0WwgAIbRMJlOtVnM4HAAz1GawSm4HltCGhoZUKpVOpzmCsQYyPZNqRhzVyclJa2ur0+ns6uoCMmE0OTs7Y7M3dKYgCNFodHNzk9P27OwMJJ9MADSNqVSK0Ga4CRRJsG5wkJib2V8m4n4cbaIHhgoh+hyYJGp1r6FoH+T052UslUpAytRsWd0aAT5BrwBrqNFoyEnHFEDBaG5u7unpyWazoVCIlwtTH8MNWGgymRwbGyP0jleY5sPhcBiNRr/fT06TaDccHBwkbCiRSEilUghyESc4PDxMJpPDw8MoQkXZ0d7eHppNcfWpQqHQarWkSRSLRXAF4jCVSiW6jf7+fnz2/JhMiuI15AIiW325RtZeymoX6jpbaT00hi+r1FMMEWyLkyuVFQkhzwNROYz4sIygzfl8ngYO1oz/xUCCLLRWq+XzeaYyES6GFiwWi+Dt/LBiLVcoFFAzQn1/JzJAEUCm3ILulkolKTfb4/GUSqXOzs7BwUEuKLwdjyMAPQl5KL97enoWFhb455leiRgVBAEVq1wuR3uNzV+hUFy5cmVra0utVmOe5SVcW1sjKIQwbrQh1H9YELjcfD4P34mHhOsilUqnpqaQDrGHgeZ6YGDAarWen58PDQ1dvXp1dXVVFOaJ6aDsvZPL5WIOAxZyZE0rKytSqRQbU2dnp9lsbm1tXVxczGQypJodHx/fvn37Rz/60e7uLnXo6tWrxN8EAoGurq5MJkNefF9f3/Pnz9fW1lA2kVBvNpuJHQAYx9HR0NCAUUF8Ctkz2tTUhCs/mUzyMsRisZ2dHRLvCDNC3AiDAivAvo6DgwOPx8NDSf771NQUZ4rD4YAJkNazCTGnkhHKX4lGo0NDQxxeJpPJaDS6XC7wQ7zVDofD5/OhHDGZTAzW5XIZKQHsI48jeRzoiYxGI+F2eK0SiUQwGGRrCoEbKpVqamrK5XL19PTMzs5arVaFQgF5s7e3x07NpqYm1qDu7e1tb2/LZDL0XHq9/tmzZ0ajkV2D4AHNzc2NjY3f//73Z2Zm3nzzTaVS2dnZubGxgTccKHJpaSmfz6PFVavVY2Nj3/ve937+85/z8z5+/Pizzz5Tq9WvvfbawcGB0+lMJBI7Ozu4OD777LO1tTW1Wu3xeJ4+fUrEAfrGzs5OhL7b29uvvvpqNpv9t//23x4fHxcKBQYRp9P5i1/8glXnt2/fbm9vHx0dJQ349u3bSJDUajVTaV9fX1tb240bN7LZLCQWfnClUslST95/rVY7MTFBEtvOzg6fh2BSMqw5xyGbSfZZWFhIJpO7u7sSiYRLXSqVRC5QIpGwsKi3t5cqbrfbMWKyj482iwwjQRCYYI6OjtjWsrOzc3BwgG4IjPHGjRsajQaVI6ZnGETeU9Gnj/faarUKgoBQSK1Wn52dIZ+WSqWtra1wt8JLuTNoIPL5PNODyKeKbgS8gJX6r1o9lo9jnYYeBFsM/Lu4uGCPKScYmwMwBSUSCUgft9vN17BKRUyrr1arTqeTmJednR2Y44aGBrTKS0tLsMKgVoxKQGKcqxSqnZ2dfD6/srJC3zA9Pd3X10dXBP+Ff5czk+BJk8nE+lI04YIgFIvF9fV1o9E4Pj4eDAYZqpD0kw0UjUZjsRjuMtFnImKtlXp0DrWQiybCsJzM0nrAuvAvPT/Vl8IQKFfi0I+WnjYdgylTqSgdgqoU6omJyHbQZDEKg5Jyc5Ha8R+NjY30wXxCdKxYiar1NAP4I0zJTK7UyEwmQ3MA3ycIAhOwRqORIrUaGBgQpRwOh0Oj0WxsbMhkMpiDs7Oz1dVVmUzm8XjkcjlZWfTj7HUjy00ul09OTk5MTEil0r29PfbkiVgujynLk4k1ofLj7j89Pe3r6wOHGRoa0ul0FosFTX9fX193dzeaF6PRaDQaJRIJOWdMG/AHfLDz83PSpUH2sJPynrBZCW0t2hM+XmtrKytbSbzD3IMS58qVK9/97nczmYzD4bh79y7k5dzc3PXr14mkZ+eo0+n827/927OzM/Z7k3MEW4PZY3BwsLGx0eVy8UxTLXDTI0ygte/r6+PlPDw8zGQy6OgAGfB1cVhQa3n6ealgKZqamsAZBEHgnT85OUHgbjAYyCZcWlqCO4EDMxqNfX19kBnozbLZ7MXFBQdxpVLx+/0kaGO0LxaLDP1EUoDBSqVSxlO6OTZ5+f3+3d3darUaDAZTqVR/fz+q3c7OzkQiAY1aLBYJ+avVasPDwxR7PEUvXrzI5/OEIuEnczgcZMrAgofDYYLl+Jxra2sQPGid2APj8XiYXURQ91e/+tXTp0+J10BPwSlG1j/EM3AxonYSg999912JREIW0ltvvfXDH/7wl7/8JQnmn3/+ea1Wu3bt2pUrV3p6etjmdv/+fY1GY7fbiar3er3/9b/+V2BSmiHWerOP6fj4+OV8QSCNdDrtcDi2t7d7e3tnZmaY6np6evR6/cTExOHh4aVLl3Q6XaFQ6O/v7+vrwwEll8vdbrdcLm9vbz8+Pg6Hwx0dHRMTE7hBkNe1tbWBeCNHQkMkkUjcbjdbo9HfB4NBnAxarRaRJ0yqWq3W6XS4/eC/MQk4nc6+vj6ZTIaOFxi2sbGxo6Oju7vbbDbz4UulEh5zeApyqciFIBgLI29DQwNMEAk1crkcqxgJQRxkjEGZTAbWM5/P63Q6stYok+IcKanH2IoALH9argeiSuqxcJzj+fqKsebmZmj44+NjEkahSDUaDXqlhoYGzCcqlWp4eLhSqZDzLAgCWZI2m40VsHt7e42Njc3NzU6nc29vjzGI1nZ6epqlv6Q+sXDUbDbXajVGwIODg0gkgqdieHgYb4nP59vd3T0/P4/H40COrCpzOByVSgWDLD4umUxmNBrZfX1wcHDt2jUCJqVSKUIE4EDA2K6uLhQ3bKEgjwVkEmEOBU/6L2NmZXVLj+SlddMcvCIYLmKztfrGSn5HUo9BKNaznzDw8DG41yCl0Jywzpxy5KFCTCL5JmAVLW6tViOSk0mUAgcmgSCWfDqIcx5Lfgo4Uc5AcFDaBcyggiBI/sN/+A8NDQ0HBwdiRqWIh0il0rGxsa2tLf4m/SORmxKJZHl5eWBgIBAIEDiHC/7w8JCstUqlwuL4w8PD7u7u3d1dQmfQStAXLC4ughRVq1Wbzba6usrmnb29PcLzxBAAfhKj0cgs0t3dvbe3d/nyZVSjCMNok0FsFArF4OAg0lxqEl5sHmWaplAo1N3dvb29LZFIiHL1er0YSdvb2wcHB1dXV69du9be3q7X6z/55BM0da+++momk1lfX4dnBQ/JZDJ4WPP5/PLyMkyGyWQiN4u2RavVLi8vY/vTarXMVchwurq6mIYrlUo2myXKGVqbp4qNoWShIeTjpGCxs06n297ehtZG5opaD2Kvp6eHPLxwOExPzekAInp4eIhmD2fnwcEBfDjEAA4iREPEERBfwmyK7hyYndEcOHdtbY3DRSKRAA/SBWs0mt7eXgz4SqUSjTuufKlUajabMemziwO5bF9fXyQS6ezslEgkTU1NWMs5a4xGI2kdFIDvf//7Op2up6fH7/f/5je/qVQqN27cqFarL168mJmZmZ6e5uPFYjGfz2e1Wre3t+kVjEZjMpkcGRlZXl6mzr3++utIrn70ox+dnZ15vd7Hjx+zuzsSifT39+/u7sK9tba2Pnr0iB8fGXZzc/OtW7eePXt29epVtVr94YcfXr9+PRQKoYJ2u92Li4s8WowpP/vZz/7X//pfP/jBDx4+fAg0ZDAYPvroox/+8Id+v99sNn/11Vd4PKrVqslkImkWn+7q6iodNwtDkAEfHh6Wy2U0U4hyr1+/zvY60h6gixChMDUmEgkSvkgLg8zL5/Otra1zc3M8P2zR2d3dRZSBegW3A5TYwcEBABdrKZPJpNls3tnZkcvlxC1lMhn4NsqeyWQaHh7O5XKLi4voXwjW50zs6urCCMvTKJPJSM85PDzUarX8jC0tLWL3CZEhl8u5OFAGFLCjoyOMcxyF9C58MS/Cy8wcBz3vCMMHenjwQAgsROlsGkADYbPZIpHI+fl5V1cXajir1YomDq9XKBSq1WrkU1I2zs/Pz8/PR0ZGUMlZrVb4C0EQ/H6/XC43mUxgjIIggIoLggCWTsmcnJyE6Q8EAujhUUsgbETxZLfb2ejO+8IMDcJZLBZHR0cTiQSbOwkBlkqlq6ur0IpQNhg6+Xppfb0l5kWaD76n+HMJLyUbcJ3F+VIkMkV2U/SBgBuDgcFMl8tlvV6P8BV+gdRPMY4AIIRBWf5S8n6lnrGgUqkuLi6AbSX1cAN1fXUJxBwcKn8dlRD8F8ob9CXS+io6RhFSoiTvvPOOxWLZ3t5G9c4ONmKu2GTU1NRktVr39vZ6e3sXFhaIBxsZGfH5fLBQ2N0ID8MPMDIywquO+JDsKwKArFarXC6fm5uj17t27drJyQkHMZ8PSq+1tVWr1fr9fmBhQssQGcKfMUTCxtMEIWTo7e0V1VDZbHZ4eFgQBHaWiZHWTqdTIpEQuHx2dnb58uV4PJ5IJCQSicvlQjKuVCqnpqbee++9b3zjG7///e9nZ2cTiQSL9GZnZ/f399EWGQyGp0+fkiMfCoUCgQDBfiS8C4JAVaMZhPlPpVIGg2Fzc3N2dlYQhIODg1qtdnh4SE4Cz013dzeIHwcxSJq4e5bYI/Cf/f19Zg4KVWNjI6s5otEoUZk8HHNzc/39/U1NTSyeZGMf+i+sDvhTicjH9pvJZKAPSWhjyxgQP8ECyNbtdvv29jauX8TDVqsV7RKxAzgHAN63t7dNJhPqEkT20HtHR0csK+bVSiaTSDFxRwA5EgrK9oNqtbq1tcXi0oGBgVQqdf369T/84Q+oEIH4cLMdHR1985vf3N3d/W//7b+xScZutz969EipVMZiMXA2NlC+8cYbSqWyq6vrd7/73Wuvvfbo0SODwfDmm2+GQqH/83/+j8ViIbXKYDCgR7h27dr//J//0+12Z7PZqampv/mbv2lqanrzzTdPT08hdLu7u4+Ojvb29n7yk5989NFHZCuCc/p8vra2NoPBwAKKbDYLL0XMXjab/eSTT/r7+1999dVPPvmkWq2CdkJnInQ0m81Pnz4F6F5fX2eDDdQLRSKTyQwNDc3NzSFUjkQipVIJDRduIovFImKJpM8cHh4qlUp21AAS9PT0wI/wJKDPBAxYX1/v6OiA3UTn5ff70b4C2jPUEjPCuhuAOBIt2EcE3UBwks/nozkuFou49bu6ulZWVux2u0wmI8yLRS5SqZRaKNQD9iQSCbQ9wDKtGPoMShT75nAtv8xxijwcvyN5abMVChFKOKggIk8UeUhbu7u7dTqd1+u9dOkSvhFm31KpZLfbM5kMqkBaTNoFBqOenh6ZTMYrw/iC7Bbb7vHxMXspSAjZ2NgYHx/3er2Dg4PpdDoSiSgUCpakEr15dHQUj8fBYHkZNzc3Ia3Z1nl+fs7Bm8/nUajgyxc9S8lkEq9LIBCoVqsoBwVBCAaDsGy1ugiZokjJpJRW67vVRDpTHEOrL9lL6EtEVFbkSrnUsK0oEKv1banUUd53/i6iWb4tbzpgAN8QHQB6ScyKoL7Q7XwMYGdis5ggkThp/uX+aiA9rF9MLwAb3C/JX/3VX0ELdXR0KJXKg4MDBD5AWJQiiEaYQtpbdpejwsCtDPSPnwkQY39/nyIxOjpKu+3z+dDdRCIRpHeEpBQKhZWVlampKaaxr7/+enZ2FnQCpgSCvVQqEXvR2Ni4tbVFiyqmbpLVwsRdrVYHBwefP38+MTGxublJqi1L/iKRCGzKwMBArVYjdNHv9w8MDBwcHLz11lsvXrzo6uq6e/fu06dPu7u733jjDUQ02WyWXhWNTCgUUqvVbF/hT9VqtdFojEQimL1ol6rVKvGbvb29PFKEQ+LaVCqVAwMDR0dHyFkRHosShuPjY5vNxjiLBBFjHJ0vQnO6nOPjY7K+0A1iJiO8MJfL4b6tVqtqtZpAWsQ7NLBcWMYOsCkeRHgjLC5cJUzEqNqwoicSCc4+vOFdXV21Wo1j9/z8PBqNYnLgaa5UKmazORaLNTc3p1Kp3t5ehGB6vX5vb4+mb3x8nJVezc3NIyMj6AyBBLPZ7Pr6Oo8NB3coFGLnKM2vwWBoaGgIBoNk1aIUe/XVV3U6HY6jlpaWv/mbv2GnClwAfzeZTF65coV0Do/H43A46GF5RbPZ7NDQ0Mcff/yf//N/Rije0tKCNsTn86VSqbGxsZOTE7KOJRLJwsLC2NjYnTt3BEFgN6fH43nrrbdSqVRbW9vCwsL09HQymfzoo4+Gh4cJMlSpVP/0T/908+ZN6OGlpaVsNjs7O/vgwQOoGnCg11577cWLF62trdvb21yiUCgUDAbv3LmztLQEiMIuM4R7Eonkyy+/5DkE3/b7/biuOXHOzs5MJpNKpfL5fIeHh1euXOH139/fZyGJ0WhkRmcNAA07xx+DUTwexwFCCAZZuDs7O4Q2U+RgGXDp0GeT54mrTavVzszMLC8v0ysjhhoaGkL3Hg6Hcbjy/mo0GnRhzJSAsUy34KXVahWrwOnpKbwmhzJ7Z9kXzctFra3UV4ZJ6r+qdU8hRzmSaQDDWq2WTCZ1Oh1NJCvSaJJCoRDRDYgwaUegUQYHB8WWhbESvm1nZ6elpQUzks1m29jYcLvdGxsbGo3G4XAcHh6SdQcsl8/n6URnZ2fZQMeS2u3tbVIVKWlarZaDnomtra0tFAoVCoWBgQEQrGKxCLIikUiwKnR3dwMHyuXyg4MDHG69vb1IScSVt/gXxQmP/6jU4wK4pOIvaT0fX6x2YkEVy6fIfVKD6XRFeQ5CDfT2uEW5U/QxPAn8RVHDwTPGIQ/SyxPe0tLCTMxTxAkJ4EyEKnJZkShF8w8OQX3lY3NnMftJE4lEe3u7wWBgSRAmAfaqI0w3m80Gg+H8/Nztdnu9XgRjVqt1c3OTpun09JQnG6pja2tre3s7k8m43W4SVn0+XzQazWQyo6OjcBisGOP8XV9fX11dFRdcsFHy+PjY4XDUarV4PG632zs6OuLxeLVaHRoaohEgxCuXyw0ODra2tra1ten1enYSEW3DWIP2DOGZyO4gVlpcXNzc3MSlCkat1+ufP3/e39//+uuv9/X1TU9P63S6J0+efP7551999RW4x0cffXR8fOz1euPx+B//+EcaDo5+/pW2tjZgd5Q7MpmssbFxaGgoFAqRJZZIJAwGA3rxiYkJegiwrN7eXvBMkC6R0Far1TTgiUQCrghkTKlU2u121CImk4nk3p6ennA4zOolrVZrNBpphiQSCfG5rDjt6Ohg4iSvwOv1ktcfi8Xokdva2lQqFbvPBgYGiLjr6enp7+9HQsV9hMthqOURqtVqwWCQ/HesbOAkLETD0yIIAiYNxsp8Pu9wOOhpWCcJU7C7uysIgtvthi+g8Mvl8t3dXWYRoqWlUikaDSJ1UIqhJALeIbzwN7/5TVNTEzF7wIYWiwVsZ29vLxwO7+zs3Lx5s7+/n+USly5d6urqunHjxgcffMDAGg6Hkfl9+OGHsVhMr9e//fbbIJZ/9md/tr293dXV9Zd/+ZfXrl2bm5tbWlpitNVqtb/85S/b2tp++9vfdnd3f/rpp+3t7S0tLVNTU6LG1Ww2EwnS1dX19ttvNzc3r6ys/Mf/+B+/8Y1vuN3ub33rW3fu3AmHw52dneQev/LKK4FA4NKlS83NzT6f7+7du9xQ7EBjY2MymWxubq5UKhFIgr3k/PzcbDaPjIyUSiWHw9He3s4ENj4+3tvbC6+GC4XOGBNhT0/P4uIiCw/S6TR5NHjV4vE4Tyz4JOYoRM7b29vsQWOap7fmScZzFQgEqHyxWKylpaWjo2Nqagor19ramtlsBmgFunS5XC6XizjJWq3W39+vVCpp7kWjBV0daz5F6SzjEZI9zmVe/1p90ZWo8xTVKyLfxsmbyWTkcjn4M757iiIllleGsHuaNtJLSqXS1tYWtihEanK5nAkYc4EgCLhQWltbyQ6LRCJ9fX02m41MDyS7hPhkMhnWr6IiJuKH/CnIV7fbbTAYstksC8zh81KpFMuJWdCkVCqPjo4wfW5sbJydnWEt6+zsXF1dXVhYoAfiHkGatra2ArGKWlaxFiKYElFZWT3xR/xFnXuZ7xQbFGndNQu7KX49rRhzLeA8z4Ber29paREXfeOAgoBneAA4heCA4+Rj09Dn83kKIZWVQ4+nguNIKpViauLzUCYxfQmCQO9CnUbWKxUEAQO1VqvlHgAlo8La2tpCWHH58mV6jXg8LpVK5+bmNBoNBsd8Ps9DzPGHsIp5i9G+qanJ4XAg6yCaB5E6SX7VapWjn0eqXC6Tcs7VbG1tpexjGOUmKZVKDHmnp6cXFxe7u7s08sVikckYXUA2m9Xr9byTbFQngxROnksgl8tv3bqFL9But7tcLlqhFy9e2O12qVRKNDlm6i+++KJYLK6srOzt7UUiEdIEecRTqVQ0Gj04ONjY2FhdXS3Wl48bDIbV1VVOH61Wu7GxIQjC5uYmIYqIwTo6OsxmM1uvEa1AyYyOjgIsy+VyiUTi8/kIqFxZWQEkxMNksVi4WWazuVKpeDwe0r+QZa6srCiVSmTAhUKBMw6Mi7ESOB2cE6cdiang+7VaraWlhb67vb09Go0Wi0WyOpFe12o1wBy1Wk2LSlHH8tXU1KRSqQhPoGTy1gH2dnR0wHzrdLpwOEwASigU6unpYZeyRqNxu93r6+sHBwd+v394eDgSiaBhcbvdlUrl4uJiZWUlHA4Xi0UW/7a2trKPore3l2A5lUrFY9bS0kKDQiXjnHI4HPfu3cN1iuALdxCVDzXjzZs3A4HAixcvSAx//Pjx22+/PTk5ibxL9Im//fbbGxsbe3t7SqXy0qVLk5OT7777riAI165dM5vNfMHXX39948YNERzb29sTBIG0PMTD//iP/+jz+Y6Ojn7wgx88evQIaCEajR4dHaH1DYfD3/rWtx4+fPjNb34znU5PT0+/9tpr2WwWL/Ljx4/ZLEtS482bN4HBASpqtZrFYpmbmyMVsru7u6enh1Spmzdv5vP5S5cuYYofHR29du2axWLx+/2Li4uXL18GTNZoNC6Xq6WlhQiOhoYGo9FoMBiGh4dxSMdiMUh31DrFYrG7u3t/fx8cpaOjg4qVra8VymazZDujaJudnQU32t7expGs0WjQZNG3IdMr1sO4SR0C5RaTnIGF1Go1clPAFUZ2YNKXj/hqfVu1WAAkL8Wo8q3wR2EZ4HVQqVQANrj6UNIR4dnU1IRjREz2DoVCpOFzxYicxXSOwwrRZi6XwwZGkzc4OAiWAyiSz+dxpGDqDQaD5+fnaIvQLqHhwGna3NzMV4JX9/f3d3d37+zsDAwMsCj+8uXLeGN6enq2traKxeLIyMjg4CCupEqlIjrWYIKZZZnd5fVfOB2r9aRDsQUR7Zu1+lZwcZoXexRRQ8T/ReuAUxbBjiAI+XqEer6+cw2glQGXW8ytF9PTMALgOIclZPzgZoHHQvQiEeJ3oJkx0UKdIqZh7OHfAurnJJS8++67nZ2dXq93eHgYVTffl4UsAwMD8/PzbCza29ubnp7e398nMwLgIpVKiTMl4S+kiiiVynA4zNIMu93OnqPm5mYsa6zzPDo6CgQC5XJZxLghTggDAmqnQzw7OxsaGkKXVKvVoOKAWTi2SNHL5XL0mO3t7aDKCoWiUCgMDg7ev3/fbDY3NDQUi8Wuri46XIvF4vV6AffAOfv6+r773e/+8Y9//MlPfjI3N7e8vHz58uXGxsaFhQWal+3tbbCgYDCIfR4RCmrShYWFjo6OQn1LCQqI9vZ2VEsAvJhwvvzyS0LjeGjMZjNYikKhmJ2dxbtGr0QGAj8U34FMYJVKxavISZROp/mpSc/naLDb7SikpFIpMWz4r3HTcgS0tbWJ62VSqRSPDitB+vr6EokE0b5i5BsokMfjwd1BJkA2m0VxIJVKC4XC4eEhhm6FQsFMyc+Ix5TBFAcqAfqdnZ2Li4tYR3hz+J7VapXo+eHh4ZWVFZfLRZgtZRs6R6VSmUwmmKFgMAieAYl769Ytv9/v9Xr/4i/+YnNzc2Ji4n/8j/8BViYIwsOHD8FqwFqOj49B2Ox2+3e+85333nsvl8sZjcZXX3314uLi9PT0q6++Gh4eZkeQRCI5PT394osvHA7H6Oio2CnDjnA43r9///bt20+ePCEJVhAEHuM//OEP3/nOd6LR6Nra2p07d7a2tiYmJmj75ufnoQk+/fTTb3/72+l0+rPPPiuXy2+//fbvf/97nmfyIAVBoB/60z/900wmk0gkcrnc73//+x/+8If3799/8803f/GLX0ilUpfLNTQ0xDzxySefXLt2rVarzc3Nvfbaa5ubm2xTWFtba2hogIoLh8NAHXDwKysrd+/e9fv9BLXw7jx48KC5uVlRD9ICvU8kEr29vYABDHwo+/HPEV1CxIeiHoFJbgZQ8Pn5OYmYOIN3dnbOzs4cDkc8Hh8bGwN/poEolUrgHFDvnK3pdBp9EJHrfGfWAjI9c16fnJyAc4ja2pdJOHE2ZeAQLSiUNNKImKq1Wi1f09HRgZMKGgU1kFCXRLG1t1TfeByJRHp7e8EYt7e3WdN9dnam1+u3t7ctFsvp6enExMSzZ89GR0dho3CW47KFbF5eXm5tbcXXAGyOdQqjCKFmqVSK6Obm5mY8V7D4EBBcYY1GEwqFWlpaaNDX1tYIqqT2M0HxfoniVc5Samq5njTLyFit5wSJsqBaPUVPVCZzyFfqscDixAnmj5qX0xutAyxAqVQCcicvUERQa7Ua71QymTQajZQkhUIhuoaYPhGUqNVq6gUyIkndQsOIyAuLKIQ8B2QBCHFQV8EpcMrl83nJX//1X2cymd7e3p2dHa4OuDArl6VSKc/6pUuXoBLBdpRK5ebmJgK5WCyG1Z1VgpRVOg5W76KaoblGMcyPcf369WKxiH3TYDCQFIO0T8wiSSQSJOH5fL7W1tZgMDg2NhYKhQib1mq1DHl2u53lODs7O1evXmVYxBZpsVjIUIXQIhYVQoKINb/ff+vWLSquQqGYmppCoj0yMuLxeHZ2dqanp7/44guj0QhumUql2MS5urrqdDp3dnZE4g0zSbVaJc+BeG6wGoVCYTabl5aW2C2F8ggHDutkkRcJgoBumfeT+LFsNisKcLDT8AIDoXPiV6tVh8NBuCBK4EqlYjAY5ufn+/r6GObASJEkZDIZGMeuri40gSgyzGYzSx/RdOTz+c7OzpOTE/wqZCqxCwVrxOjoKNEHwKpwqMFgEDUvE6dOpwuFQrztbBfBW815iteFnwJCnp9aEITBwcHDw8NAIOB2uzUaDaiR2WwGwOnq6kKKvL+/f/fu3Xg8zlLxVCr1/e9/XyKRRCIRmolarfajH/3o+fPngiB88sknm5ub9+7dY99ZpVIZGhpyu92fffbZa6+9Rk66Uqn0+XzpdJodC3fv3hUEYWlpaXJy8unTpyRsUB5cLhcy8oODAxZ9wOexG4DNXFDavOFffPHFD37wA4Qq8/Pzg4ODNpvt448/rlQq3/zmN2OxGItOBUFYX19vbW2dnp5eXFxk9tXpdA8ePEAQhCOzXC5vb28rlcqtra3bt28/e/YMuGlzcxOpnVjgT05OzGazVqtdW1tDMlYoFJxO5/Pnz8fGxjQazdOnT3t7e2li1Gp1MBgcHh6+f//+nTt3Pvroo7GxMVKjc7nc2NjYysoKazsrlQqli9AlFD3IzSApwRg5YXg7ACdrtRqgJdmKtVpNp9MNDw9LJJKGhgav10scMUj18PAw1mS8Uvv7+5i8ycrA/0YV5Kyv1Wo4VQqFAg0rZzoVVzQ/vMxoiqybUI+w4WimD6BZR51HmRQEgd6LTheJfmtrq16v9/l8FoslmUxaLBYSfA4ODpqamkg5EBNFbDYbWaQAJGRKc7oqFIrd3V2OhVwux5FoNBqJ8jg8PETTTusPYimRSGAxeKPxoJtMJrYmd3Z2su2EMn9+fj45Obm4uIjmcX9/n6OgubnZ6/XiFRYEIRAIgB3yp8x2mH3pg7k+1KGXR0xJPb6A33z5Ugt14RV3hGkPuQ06NWhLsAG+Mxc/n8/TCcFlMoDyD8FhHR4ech3S6bRSqUT8gQAb7RhPGoQOagxoS/4vhZPyn8lkGhoaaFYIS4LlocRms1nJf/kv/wV0G0sJAdbd3d3kV8lkMtyHZrMZywRqz3Q6PT4+7vF40un01NSUXq//6quvmpqa0O7D4vJTUQ69Xu/NmzcXFhbkcjmF8969e9vb2zzcUql0bW0N/I3NR0+fPiUOm+Epm8329/ejXEX7I3qBGZ5oE7gTxN3xQubz+YODA5vN5vV6EbBg9xYT1BBt//jHP/7ggw/u3btHWLZOp/vDH/7g8XhMJhMJMiqV6osvvtBqtYCNJpMpHo8zwkskEhLqCT3n4ZicnOTZWltbc7lcTU1N7JtNpVLj4+MrKysojPr7+zs6OpaWltj4CEXK4avVahcXF9nNwhHMyiQsSj6fD2KYyAx6t0QigeZWpVLBey8tLfX19ZlMJkyTpVIJ2tXn81HmS6USpxi6XFaEAr3CeqIa5clGqUEuYCKR6O/vx/EyNTXl9/vL5bLVaiURTa1Wb29v85RzPvK+8a/Pz8/XajWWorS0tJyeniK43dvbk0qlVqsVEw7YF+W5UCgwzSMGbm5uJuzp1q1bHo/n+PjY6XSSnFwuly9fvmyxWObn5/1+/xtvvBEKhf7kT/7kb/7mb0BuP/vsM6/Xy6SLfM7tdvf29v70pz+dn58PhUJNTU1TU1OYGSh1gUAAJ0NPTw+PKOXtwYMHqVQKxYHFYkEUzS9aXUEQfvvb337ve98TBOFXv/qVyWTS6/XousU+/Xe/+51KpaJinZ2dLS8vX79+3Ww2f/rpp7w7Z2dn09PTiPoKhUI+n0ejx/dZWFh46623Hj58yLBC3D9i7IcPHw4ODjY3Ny8tLREij0gEEVlnZ2c4HJ6cnGxpaVleXmagJwzLarUikQsGg0SXgbhyEebn54kvTiaTh4eHs7OzS0tLcrkcaJGULrwKBFUSu8FdBnKEjKRdpv1vb29va2tjmuT0qNVqhIKRep9IJJD8gLkRmcujy6PCf5NKDwvFWAN1yr/IEQG/9a+EKrxE/BVxHuIkpRThGoQebm1tJTMBKEgQBDYeQnnSpFYqlb29PR6DwcHBtbU10eOEPhkiGeO42+0G28PmwYALxoa7zGKx7O/v8y8Wi0XkneSCIUcCharValtbW+SS7u7udnZ2JpNJzoRYLAbIhEaEQQ2DMmpnYiyTySQzrsFgwMSMg7yxsZF5WtTBiheHYfplvlPEt8XKSkdSeylFSJTzCHW2mL8OSSmrbxBDOwYWwu0juQnJMexDJpNBBH5+fs6hAbtEsSyXy2wWkUqlTAukHJycnKABRoBydHQEVBaPxxkUjUbj2dkZhGOlUiHakHAeyX//7/+dwAtGMVZAsw24qalpbW2ts7OTt7RWT4tHZkKQRzAY7O/vTyaTlXoONZM+G1lJjCN4LxqNjo+PI+ZkaxX+PCorIkyOfsQLo6OjNC/IurAKkZmAj5CMUDDA0dFR/KP7+/tTU1OJRILMJHTtWPTY0dPc3Hzv3r3nz5+TK0sWklQqPT09jUajHHAkgu7u7k5MTDx+/JjobZ/Pt7e3x64AsgrpfEulks1mo8IJgpDL5eh0aAnZWre3t0ecAiGFhC4dHh7GYrHh4WGtVruysoLk7/LlyzjYyCBE+lGtVuPxOL3t8vKy0Wgkw4H89MuXLxOIj2CKLSijo6ORSAQbKEkU7NkgVFMqlY6NjV1cXGxtbU1OTgqCQGG+uLiA/QXLBZCBTMLkQyYRAryWlpbe3l6kv7DrRCk1NTWR4qvT6YDueRPIS6vVaugaYIO8Xm9XV1c4HL569eqLFy/K5fL09HQkErHb7ciSt7e3JyYmAEl2dnZOT0+bmpqGhoZIq8edMjQ0xDcPh8M//vGPv/rqK3KXbt68OT8//2d/9mdffvnl+Pj4559/fnFxEQwGOZvITx4aGmJ/HBbGq1evwkHyKxAIZDKZsbGxzz//vL29fXx8XBAE5ulHjx6dnp7izmI52sjIyLNnz9599116VaVSycio0+n4nru7uyBLYkkWBIH3SBAEkQuHtmFR8KeffgrL29jYuLi4+PbbbxuNxpWVlYaGBhDRv/3bv33nnXfm5+e/+c1vPn369NKlS//4j/9YrVa///3vz8/Pb21ttbW13b179+jo6Pnz5yQw3Lt3j4lzY2PjjTfewKl5fHz87NmzoaEhnN1HR0dLS0uvvvoq6SU6ne758+fpdBqkB142EAicnJwMDQ3Rku7s7KjVasILbTYbznGgEa1Wy0mN3gRdCVoPl8u1ublpt9uxRUaj0UuXLj1//pz8BETCOp0OoQOnJ7txqNBcqEKhQK95enqK/U7kIJldRKiWcxCtANefo1+oR6mJghROeQ4lGDXCmLRaLR55GMdoNAphxppu2PpqtUpoe0dHBx4wulipVBoKhaampvL5PEoxiUTCOioifxFzIU4hjBcrTkdHB3YU8rdtNluhUIhGo5OTk6lUCmgHkNblcmHMBU5U1yP3GIiVSuXu7i5PY7ae0WoymTweT1tbG6ccd1Cr1SJiwDYKKg6nyKFdrq9x5f/W6s5LJhahbkHh90UMXPwmaDV44JVKJUIN+EutVsspCiYsxrhjYCM9SvSkYXYXBIHOhg2pyWQSLTGAKjgBqfqUUgZQ0mElEgn/zboRHP8UZhHy5fYhqlcoFNKVlZVAIEDOPTiY1+tNJpPRaJRFlfl8nt4c+pRKHgqFyuUyt3BlZQXdcDAYHBkZoSmjqhN5TEYwSsW5uTnU5Pl83mw281KxRRlHGo3D8PCwVColZ7JcLttstqGhIcyU+LTEXG82hQK34pRCB083ihyXIaOvr+/SpUu3b98GCkf6S+zO+Pg4C6jfe++9f/iHfyADZWhoiBj0p0+fzs/PE/XEIAJXbLPZCE0ul8tYXWOxGHt3Y7EYt7m3txdwNRAIVCoVxPf8dzQadTqd6XSaaFN8F4FAoFQqXVxcAIRGIhE8fyqVant7m7UnkBZra2tgESsrK+vr616v1+Px4PgulUrsHCVjpVarTU9PY4Riv6tcLmezDecLLCOjnrS+tt5kMsGrc3OXlpbEFh6UNZFIvHjxgrPDbrefnZ0h94CQZ6Q4Pz/PZrMbGxscl6x45AxSqVTr6+sTExOwgCxhBQMk2QRJJ1DJzs5OrVaTy+XT09P9/f0Qdevr61tbWwxhVOhKpXL//v2hoSGn0wli/Nd//deELN6/f5/VnshGZmdnu7u7p6am3nnnnTfffPNP//RPb9y4QfoEV4MjFeelIAivvvpqW1vbhx9+uLi4SItwcnIyPDxcLBYZoBl2v/vd777//vs6nY6gKEEQ2E0mjq2Ejgov/aKREgThiy++SKVSxWLxd7/73e9///uGhoYnT568/vrr6XT61q1b29vbf/EXf/H8+fOf//zn5A8TyvP222+jfXj69GkymUyn03fv3rVYLP/f//f/9fb2/uhHP4pEIh9//DFHydHRUTqd/tWvfkU227vvvvu73/3uww8/rNVqqVTqjTfeiEajGxsbOp3u5OTk7bffPjs7g20iFxPdE17MWCw2PT39xhtvJJNJWOSenh5imTs7O8G+OCU4y1CKWa1Wi8WC4j+bzY6Nje3t7aFG5Mlk2U5HRwcuT95lJhuwNcS6CoWCpCEx0QywXa/Xd3Z28jsk4lKTmITEzCBx6BH/W6gz0/ieRfyGgoojC1FCrVYjG5bGF1U/oQR0log22bW5vr7e1NTk9/vj8TiZ6T09Pdvb29RaTKikCthsNrwlBJoiiSC/HjyA2qDT6cbHx3FT1OpJqGw5NBqN1IZoNApCgKAB/x5+60AgMDAwcH5+DhUKaYeplDONk4GMQwYhBCL8EYirUHdqEgfB/xWBbkEQ+H2R0RR/iYOpeNnL5TLMK1IjKh+5JeJyaXz2tVqNs+j/1q36J8GXyGkj7ovFT4FwTJx6eVo4xhkniOFF463RaCCJZDJZb2+vTqcj6Yy8AeolqoWLiwup0WicmppCGh4IBLxeL6gIYehEsrHGpKWlhUPf6/Wyhg0RJvRpuVweGxubn59nOpmYmCDLjR94eHjY5XJVq9X29nadTgfZwKJKk8nE7iqaGgxnPp+P9TegIoFAYHt7u1QqkTNHGCkwHUZAjUYjkUg4cM1mM3gmO6rIg21sbGT/RrFYRHKC4y2XyxUKhc8//zwcDjscjouLi1dfffWXv/ylwWB49uzZ0dHR+fn54ODgwMAAG2jX1tbo6VQq1f7+/vT0NGUbP+Xo6CieEDgAeudMJtPc3MxINzY2NjIygnn8+vXr6NrR4prNZsrY5cuXQTuXlpZI4MzlctiiWdeM+JboUd7eK1euoA+EqxsaGhoeHsYzKpVKoYVaW1ubm5uHhoaYdL1eL7cPalkMAq1Wq6enp8AdhEqjo6OXpxNnxBcEYWho6Pz8fHt7m7gZzEIIaKVSKV2wWq1mPfLZ2ZlEIjGZTMlkMhgMLi4uso2Lno50WSzV5LHxTex2e7FYvHTp0traGgONUqm0Wq1caqDCFy9erK6usmSUFMZUKvUnf/InDx8+5C1lefi3vvWtb3/72z/84Q+dTuf169ez2azL5VpYWDg4OPD5fGtra3K5nC0uUqn08ePHIELiL1k9mtFmswmCgHYmlUpBM6NICgaDzc3Nn3zyyeLiolar/fLLL8Vv8vvf//7q1auCIDx48IDf4RwUK/Rbb721vLy8vLw8MjICP8ofXb9+/eOPPyaMN5vNvvLKK7du3bpx40apVPq7v/s7qVSq0+ngTchLUqlUTU1NP/vZzz799FPUvGq1mtFcr9f/5Cc/aWtrczgcly5dWlpaunXr1sTEBDgEdjQmUaVSGYlEpFIpZhgoSdBdlUq1ublZKpV2d3cfPXrE+MX6z8bGRsjOYrEYjUbpPgnC1Gg0BDgTlEPNW1hYYBCsVqvohI+Pj7/44gvYPhxuarU6HA5X61swT09Pkb8xB/T09JBoAf8Cc8mTBiXJiFmr1URkj95XUt/7KGo4xbMYl0WpHsMLogiuywx6dHQUDocp57u7u4hmMTRjsE4kEgcHB8VicWJigoEYope2gGMKphMVejQaDYVC7Ibq6OhgTiDqC10IFxMcwufzcbXR2AMhIvLQ6XSZTMZoNHJDu7q6CoVCKBTa3d1VqVTEUJBzYrFYHA4H/V9zc/Pu7i4AO5kYBBFz9ZjGIPxE6hcOSHgpI6Ly0h438aLVXlp+Il5wwADAecZKDh8GTe4FjTUlUKh7P6hbgFu4Yyn2crkcTZNGo+EZwLpKoQX5q1QqiECx3xBEKpFISBooFovBYFBS3xN3fHxMeoFarb64uCBXhBcE4lKqVqvX19c3NjYKhQJGYwRBNputpaUF3ebu7u7o6CjpEpVKhTC5lpaW8fHxWCwmlUr39vbw52m1WhoulCBtbW30kqj5iTsIBoMdHR0bGxtQ4sysBMyihEYwhl2dVZ2kW52dnbHms6+vT6VSbWxshEKhsbExqVSKGyGTyXR1dTHSHRwcfP311+Abfr+f+RLUcWRk5NatWy6X6+2336bbIiyDRbhMvY8fP04mkx9//PHBwQEeUEEQgIm43J2dnYiPEE+BvO3s7Ozv7yNcqtUdspOTkyxBrNVqjIASiQR+KJlM9vT0IClEYFmr1bCpgKkyfAwPD5MJju4rl8sdHh4ibOZGKhQKp9NJhCk/0cXFxaVLl9gYw/tDUxkIBETxPQMid4EB1OFwjI2NkUeKUwiYiz4dzU6hUKCUGo1GVlnxMpTL5XQ6vbe3p9frDw8PiUpAXQLqgniBDM+RkZHu7m5sf4lEgjT5arU6NTWlUqmIgyEXW6vVkluGsLBUKiFUaWxsxDgEHPLqq68+fPjwxo0blUple3sb8ddf/dVf/e53v3v//ff9fv9HH30UDodfvHgxPz9/+/ZtQRDeeeedZ8+eoTqZnp7G2kXIQEtLC6NnKpW6du0adMDz58/tdjvSnj/84Q8ul+vOnTsulwu5KfZn4PqmpiaLxaLT6Ugdoii++uqrALa5+kLdhYWF9957r6Oj4+OPPxYE4fDw0Gq1Xrt2zW632+321dVVhULxm9/8xuv1vvnmm0ilhoaGmH0FQfB6vT/+8Y9VKtV77733+uuvJxIJGA0chICop6en+/v7k5OTo6Oj5DISJ3JwcJBMJpmQmpubHz16dOXKlf39/bGxsUgk4vP5IpFIMplUKpUWi4UcaVJtKdJQKn19fUajEQBDJpNB4jQ1NaXTad7HYDBIiD9BZayrY+FJOp1GpkjuFTF+BOBBiNRqNZfLZbPZBgYG7Hb74eHh4eEh7hSw3PPzc8ZZmUyGt5jDlPzbs7Mz3ITIzeACGW7oxiT1rAyhbhBEtyK8FIAgSkMZuDFuQR/KZDJCSFgfRpQENQwSgThAv9/v9/vREGHb4H/xGnKq6HQ6BK5NTU2oikDdyPcA+0XzuL+/z7zucrnS6fTi4mKtVuNiolQHt0yn0+Fw2Gq1ajSaeDzucrnIq3G5XKlUymq11mo1JPq9vb2Ef/HkkIzIXEXKvyAI6MvEdM9afefJy3LZl6fJl0Fv5k5pfVOK+MXg2+AEkMQiYMDX4NHgWnE8isFhTU1NmL+ZCiiNxLxwNDHFwXECDDDD5HK5o6MjIlp5TSjnJycniUSCPU5YCdjdq9Vq29vb2Q/T3Nys0+mYTVtaWqSpVIqsVNElfeXKlUgkEggEDg4Onj17trOz09fX9/TpU4gWktwPDg40Gs3W1pZcLm9ra9NoNASd0ByRg8oTydOAPHp3d5cvbm9vx3RRKpUgJhnLqH82m43erbOz0+/3k0Qql8u5diTORKPRqampzs5OVl7T9AGF88vtdt+8eVMqlfr9/ubm5omJCbBfsNNnz575fD7kZITf9vf3t7S0PH369JNPPmFemZyc7O3tbW9vxwXB20j8DdABIVvAKVNTU/Q4TqcTYSSpVNiePB6PRCLhm8BtrKysQCpAFUej0cHBwXg8ztnBI8sttNvtm5ub6FcFQQiFQuS54P9li2cmkyHatLGxcXR0FGCWVPRqterxeMBUmTUdDgcdNyC52+0mwhecpLGxcX19fX193Ww208cx1WGKB4tmW0JraytoT2tra6lU8ng8ZO7DJWO36OjowGqG1p9HAj+f0WgkZAcLM4ssDg4ODg8PkerY7XaTybS1tSWTydAuKRSKoaGh3t7e5uZmtoqGw2GFQvHaa699/fXX3/nOd168eJFOp2/cuEHU3NraWqVSGRwc5CTCyXrnzh2tVutwOFBZh0Kh09PTWCy2tLR0/fr1ra0tnIuCIEBgEybFa4MGTxCEb3/728Fg8MmTJ8lkEkM0W+oODg7IqT88PFxeXjabzcgRBUFYXl4WBGFkZGR4ePjhw4dqtfrOnTtyuXx5eZmBWMxTpeCNjY2ZzeZ3332XC1KpVObm5kZGRqC3BUHAfR+JROA1BwYGpqament75+fn7969+/7773P8pdNpn8/37Nkzp9Npt9v7+/vJqkSL0N3dvby8XCgUlpaWqJHRaHR2dnZoaIj6AZknCMLExEQ6nWZPKkEoKGbZT4I4c21tLZFIjIyMEDBSq9XARcxmM9RaJBIhhK+lpcVkMkkkEpRl4Panp6e86fv7+1i3WeHZ398Puc5mFfKGent7qeJqtRogN5fLoT4DnBePAqzb4BkMoy+f7LX/R08LnMsv8XCHkMOS19DQwBNFW0/ASzQaZWWCwWBgHIetwHEHxZjL5TY3NwGuOL7R1KDMgsqhW0VTyVtG7WxtbZXJZFarNZVKEbYH/Ya7saurKxgMAiwz3C8sLNA34CosFosbGxtA32q1mtCu3d3daDTqdruxtfCCExWEr4HxkR4CXRWvRqW+8Ivp8P8n682+2szz/P5HO2JfJCEBAiFAIBaxL8Y2xnaVTbmqXNt0pWu6Z5LJMnPmZC5yzuQvSC6Sq9zk5CQzk8x0evpMd/V0latt1+bd2Jh93yQQEkJoBQQIJIFA0u/iFZ6fJ+GiT3UVi/Toeb6fz+f9eS+KC0N84WJ/yU+JPQfFTLhwQBSdY2UXJgO8cjBLrNNgRXF68EnhOczGGlxaEAQsn4Bt+EPpdJpGPJVKsVqmyhBgB6ImqmUozzic4zsGSCaVSlFP7e3tiWZtfM/x8fH/CZnibaM1xmkJWlBLS4vRaAyFQoQz5+XlVVdXm81mQlMxxMrJyQE/xHeYAxGRiVQq3d7ejsfjJycnbW1thNbCJgDyAi6AOsXZQRPNPoxllUQiAbjb3d3lFsQOjT9HUM7BwQE94P7+PqJD2P9sQ7/44otUKmWz2aqqqq5fv350dPSnf/qnIDwul8tkMkWj0W+++QZjtkgkEgwGk8mk3W4HuDg+Poa6olKpsB3A0Icl+cLCwsrKitPpzM7OJijR4XDQvsVisbGxMYSYeDh0dXXJZLKGhgYumkQiKS8v39/fp+L6fD6INoSx4NIuCEJzczMGoQiJotEoJD2Ecefn51tbW8AUY2NjmK7REzQ3N7N1KyoqInN4Z2cHUydUlZubm4IgsCGur68/ODjAeau0tHR/f392drawsHB5eRml0NzcnHAhwMDuZ29vj+tzenqKGABvfRbSgUAAEwxetkqlQuFnNBohKAIv43cDkTIUCoFBFRUVaTQa0AuIi/DLgNmj0ShKTb/fPzw8PDo6inb2zp07Gxsb9+7dq6urI50bN85r16719/dz3pF1w77n+vXrzc3Nq6urS0tLP/nJT4qKijDzhBwHPEgx8Pv9169fPzs7Gx8fFwQB/wHizLKysmZnZwkLu337tiAIMLTb29t//PFHkbrZ399P+TEajeSNU30vX77Ma2C9zSMAKDQ1NSUIwtWrV2HHlJeXf/nll4uLi3wQqH5bWlp+8YtffPLJJ0VFRffu3furv/qrWCz21VdfsYxxOBx/+qd/2traylCoUCg8Hk88HrdYLAMDA36/H90wT2g4HH748GF+fv7W1hbMbZfLtbS0lJubOzU1tbS0lMlktFptV1cXIR7Ql6LRqNvtRrdmtVppgJjJ8vPzMaAgIBZSQmVl5e7uLp0oIWVIErG4MhgMdrv99PT04OBgdnYW14Lt7W0MWjF0xTzS6/USUQ6dVS6XI884OTnBXFd5keRF6QUUxbiDGsl8yeEuquzZXUkuNBISiQR4kK/zC/tyTmTa7oKCAgiS3OSCICAJY9wRdYESiaSoqMhqtUKZpNuoqqqC/IEBkMPhqKqqwrzXZDJ5vd6NjQ34BIWFhaRiAO+1t7d3dHRQodva2vAQZmRE/ApPrbu7GzIBa3gOt2g0ur6+Tu0/ODhYWVmB3Tk/P6/X64lZBOFkuctIx6pYuHC6T114zokNB32GeEnFCkovIruIQAHuxg2Rf4ZHDcYOt5ZbC0CefSeNC8UCNSdOe8FgEL8esFN8d4FewZAjkQg6HJonVopY/zPaBYNB0A65XE5EB9LM4+NjDFh4kbwvFgpSyDW4YYl938nJyfz8PF2MRqPBuhrRK6+4oKDAbDZ3dHRwYu7v76+srOj1+uXlZXaQhLD7fL7u7u5wOHx4eKhUKjs6OpaXl5F2wAWHJZ+Tk4NkMBgM2u32UCgEQDQ6Oopqk4m+sLAQfhpcr+rqahZve3t7ra2tjY2NTU1NyJ6I8DWZTERXLi0tAWiYzeapqan5+Xn6+nv37kUiEbVa/erVK4PB8MMPP9B94PRhMpnYdGKIRQIo4TIWi6WlpSWTyTQ2NmYyGQRSzN9qtbqxsfHk5IQAQr1eD3YKkALVMxAIYIwJpoTeVPRhLysrA6Gl3xkeHuYJJ8SnrKyM/KbDw0O73Y75MrMOPPWenp7JycnKykqj0bi0tORwOPBht1qtZKtxetbW1iJLQJCAUyuT0/z8PJ5V7e3tIBBMxsSi1dTUkAQOIEnJR4C4t7cH8W9vbw/LQCYzALS6urr5+Xm6XehgDoejuLgY/3oshKCcyGQyl8s1NTUFN41BmSqbn5/P7FhSUjIxMdHY2KhSqTBiLSsru3fvXmVl5e3bt//bf/tvuCCRbPrq1SupVIrPp8ViuXfv3vz8fFlZ2eTkJJl5FRUVPOcOh0MQBI5pymc8HrfZbAsLC1NTU7W1tRS2RCLR398/PT394sWLvr4+jjCtVisIAnY/SDxv3779+PHjN2/eoNAdGxsDYrFYLCAH6XQaj/vt7e27d+8C1SLpE1+DIAhDQ0NI/j/99FNwwuHh4cXFxWvXrv3t3/5tR0cH0KhCoUCj8t577w0NDeFp/PDhQ6/XOzU1xbPZ29uL8md+fl4qlebl5fl8PkEQGhsbUTHxKQuCQGLd0dHRyspKJpPhQJmamvr++++zs7O7urpOT08PDw/r6+vr6+s1Gg3sTYATn8+HxWNeXp7RaDw6OqqoqEin02za4KDi+sYJQHRuPB4fGxuj28YUDciupqYG4S/D09HR0cHBAd4UKpWKzFoQFLw2Uf0S4cKYApkI6iwkYY5asEFmKXGmTKfTEERFKhATJ4UhkUhwplMz8GAicAZ9FEB0c3MzpIrT01NEZRiOYgsDL0Sr1UJgJE8QugqUFvqqkpISYiHKysrOzs7I4wNKBU0NBoOwZgoKCqC3CIKAeD0cDtfX17vdbnidGo0mJycHkyA4OKenp8SGAxRFo1Ggl6OjI/Bzxn3x+rwNWVNE6STeZv2IiPfbG02xcDJTpS4CTbOzs6HI0jlFo1EKWyaTYUFbWFio0+lQhmBPwcTJ1gnHO3aC2GVQdzmaKGTY8pGow8eqVqvLysoCgQBTh0wmA9XPysra2NhAyMB5ZTabtVptKpUqLS2F08PLiMfjUk7J5eVlvGTR5eTl5eHZnZubS6bm3t4e3qoOhwP7rpmZGRhZYAtodcvLy7u6urgv2XKfn58TiAPGW19fPzMzk0wmLRaLKCJkKQ15DJSPloEVaSQSIfPLaDSC9el0OtTTm5ubW1tbMPdg5WAtWFRUBPkKeBp+fF1d3dzcXF9fXyaT+e677yoqKuC5MZNFo9H+/n6cBKRS6fz8/MLCQjQaZRIFgcHMGvhiaWnJZDJhckSDtr+/D9k4k8mAX9EHLCwswDw0Go381+bmZizNWlpaaCxQ8rndbrpvokmhg4PIMQ4mk0mn03l6erq2ttbR0aFQKK5cuYIIOp1Om81miUQCawPkqrq6uqCgACIJhk1U3I2NDU5Dlgd2u93v94+Pj0ulUpg+Go2mtrYWNU4oFOro6KBQ1dbWqlQqJkveoEQiaWtr4/eDKkOE1mq1eEqw1Dk9PZ2fnxcugmFDoZBarW5ra9ve3iYEI5FI9Pb2Isrs7u5Wq9UVFRUFBQW1tbUSiYRtNB6bqVSqvr6+t7e3r6+PaBHIDslkcnd39+rVqzjzsdjnyMvOzh4ZGUmlUrW1td98883m5mY8Hi8vL0+n0yUlJZcuXbJarYIgENclCML8/PzIyMiTJ08EQUBtIpFIOjo6PB5PQ0PD6OgoXnqI60EFsdsWBEGtVjMj8mWxWN577z1UfTdv3pRKpV9//TWFiqGf0ZmVtiAIv/3tb+12uyAI5eXl7e3t/BKoAD6fb3R0FDeAhoYGi8Xyi1/84vr16zab7Re/+AW1YW1tLZVKVVZW/vjjj9BSyA1lS7K4uPg//+f/HBwc7O3tLSoqqqysvHnz5q1bt1Qq1XfffXf58mXINbu7u42NjS0tLZWVle+++y4AV0lJye7ubnNzc0dHx97eHsIJt9u9uLjIu0MMiqa+oaEBPjmjT2NjI1sotEknJycINPGVZHykR+cUKy8vx1jf6/VmZWWNjIxw+ODFIVzQQwBFEYCtr68jC4Z8kEgkoEeBuREchMceNxvQUeaCQAslBN8icRUtkUjelvMz8ZxefKHPhnxwfn7OFqakpISx+PDwcH9/H6flmpoa9M3EyLhcLr/fjyAtfWGTi79KbW0tjy0QBZPuzs4O/wungeMOAYmYj1tYWBgMBkHyIpGIRCKJxWIsTWi1t7e3l5eXd3Z2VldX29ra6MupJXq93mKxwIvk+ggXJj5iRUxd2NxzrQCWxVFSZCQBj3PNuWjSi3BN2YWLIf/LRaZMUDVJ5IZdzyI2Ho+Hw2EKleQihSadTlNfYDIrFAqgclYJWVlZ7Jh54wCKiUTi6OiIywUGhgU/ObtFRUUGg4EsENT81G/eDnt37gcEgfn5+VIiyKn8xOyhAwuHw3weHK8QJbCoReDf3NxMSk5VVRU0n5WVFUwOua05srHOOj4+7urq8ng8MD+npqb29va6u7tra2uhoonnKVYA9FYkV4M7u1wujNai0ejExAQuz7FYrK6uDlS2tLR0bGwMgzS9Xg9XPhgMdnZ25ufn9/T0FBUV9ff3k51UVlZ2//79g4MDTn/YK2NjY2trayQRQkoyGAxra2tMkGyhsduFyLewsJBMJvGBhJrLaEVtYzkKzQE6OGYR29vbq6urGxsbS0tL4+PjKLGwRiRjEh8pr9fb1ta2ubmJUd/+/r7ZbAbtYZKWy+Vo+Orr68/Pz3d3d2UymcVigW/i8XhevHjBuhrKezQaraurA9S1Wq1ut7uuro67mUkLc+SdnR2JRMK7hiBaVFS0s7OTk5OzubmJyRHpIgz9+fn5/AjtczAY5AGDvACyjZ+IzWbjOIN1lZWVNT09jVvs8fExvVdLS8uLFy/IRdFoNE+fPuWuGx8fD4VCN2/eZLH9m9/8ZmZmZn9//+c//zk0sfb29oWFBbY1w8PDDIhHR0d/9Ed/9Pr1a0I/zs7OZmZmWM9oNBoEV+Xl5VtbW4SlgyK8fv36/fffh60qCILT6Xzw4MGtW7dgT+DFD7e5qqoKCbJEImHWAbbp6upaXFycnZ1lsvzuu+9aWloEQRgZGdnb25PJZCDJDLvHx8dtbW1arZZO7vPPP+/p6REEYXNzMxKJ/OpXvxIEAWhXr9cPDAwMDAzcv38ftmpZWRnrUqQI169fV6lU7e3t33zzzfXr1+/cuXN6evpv/+2/vXPnjk6nu3v3LouSubm5sbGx2dnZiYmJjY0NAM/33nsPit/MzIxCoXjz5g1zm0wmq6+vp04EAgGmFuwnCeZDLVBQULC1tcXObH9/H5EiknCANZlMRkYeXuecjzTByPVAU+DWFhQUYGJlNpshT0QiEWAhl8vFi4EoG4vF3G43qQY0bUdHR2CeaKhaWlpyc3MJlKaYoV4AhcMvhe0sejnWsamLWCuwRIYq8cTHYEgQBLa8ACGAhNgFn5+fb25ucgFzcnLcbjeODSxiKisrQREbGhpoN5nIM5nMzMyMxWKBlgEhDq4ZYQycV2xkMK9gNITSZTAYSMpEWKJWq202G1mNNN/ohTAIY/jBsf34+Hhzc5ODl2CJ/Px8JgpqHiy8kwsP9MyFEFN64Wkg/FNnJeFixSj2joC3giDQV4HncQPwcbMSRhV2cHAAvp2TkyOmkUcv4sch+CDgRtCJ4zxILxWae0OlUiGYzMrKkkqlovQAcILmCX8MSDzAuexx6EGR6yA3wscDZbMUJws8DbRaLUAKhuDgolBAc3NzsWuXyWSVlZUizyorK4vKkU6nGcLAtRAkKZVKjUYzPz9fWVk5NjbW0tLicrlAHuLx+OHhocPhyM/P58Zqbm6Ox+NutzsejzMywpvHPU4mky0uLrKjZrUZi8VEcpCYxMJ2t6urq7KyErY3Clan04kiEJfepaUlnU4XjUa///57pVIZDAbxC02n042NjXihZWdnT09P7+zsmEymnJwcliiU9u3tbYVCAdWTSsYDrNfrS0tLU6lUT08PbgPcTEiv5HL50tISg7/D4YjFYl1dXc+ePQNQQs3CTAlLltb+5OTk0qVLpLjk5OSADtHjGwyGnp4eXNdZCI2Pj0OzDgaDVVVV2EN3dnbieog3E8qwwsJCl8tFm8+qpqioCDQ/mUyaTKZQKNTc3FxSUsJ1Pjo64sEDCTk9PW1qasrPz0cphOcDdzD69JqaGiLnBEGora2VSqVwRkBxpVKpz+fj9xCwajAYzs7OJiYmSkpKlErl/v4+Wjf4qKWlpSaTaWJiguHs1q1b9ImhUKixsRFzn56eHoisW1tb2dnZf/3Xfw062tTUZDabEVNhrGW1Wufn56uqqj777LMHDx5cu3YNtzkSpLHJfffdd5EjDw4O9vT0fPvtt69evRoeHiZiQhCE1dVVLgWVdWdnp729ndCVzc3NlpYWLDWokeh8OB9lMhmcC7Vaff369dLS0omJiVQqxXJXEARc45nkNBrNr3/9a94XJ1R2dvaHH35ot9sxYW9sbHQ6nRiCj4+PX716dWpqqrm5eWxszOfzNTU1/fKXvwQEEu8fbLmampouX74cDAYfPnyIGAzud0VFxeXLl+HBSaXS8fFxvV4PG8tkMqnV6v39fY/H09bWhrEwjoYymYxdLDgkqyOYO2CtsPExQoOXwGoZKqzf7w+Hw9TacDg8NzdHC4J/NSzKeDy+vr4ulUorKioqKyvBYJmNzGYzuwY8GUpLSzmL8D1m6JHJZDk5OQijGVkEQYCcD0EUHzE4dKwhhQs+LRQYgAROQozJzs7OKLRYMnHFCGOwWq1gZicnJx0dHc3Nzfn5+c3NzWgKsO3lMeRMB5aXy+UQtaanpzkGKZC1tbWct6urq7wqjUaTl5fX3NwM6I3oc2VlpaqqSqfTNTU1Iea2Wq2MPZg89/X1JZNJIBb06IeHh5Qfml3oGtiAS6VSvpk5m3Uj10H0MRC/ICdTU6UXvnryi+hvEcs9Pz9nEcA5Q90CcoclxOqRwz8cDnOEImqCJk0VJO0RLJdPMBaLAfYgHEDqRvnHqI+MLIlEwr0ENAIuyCtk7icAOBKJwLEAqiRlE3FnOp2W/Mf/+B/pnjY3N7nVkOV5vd7KykqUFegHGBlRfUgkEqI8wMpXVlaam5vp+I6Ojo6OjjBihYAEg1+r1cbj8fPzc2iihIFgxgHVKBqNbm5uqlSq1tZWp9OJrTMjDt9PhjsByHV1dR6PR6/Xcwfz6NpstkgkQtXMZDIk2otMCqRLuEtgQzM7O9vU1MQGV61Wm0ymxcVFeN6FhYWItZ1OZ35+PsqHmZmZ5ubmw8NDjUYjynJR7BQWFp6dnUEA0+l0oVCooqJie3sb7iuFUBCEpaUlwooRrmBWWVBQwKoVpgALBqfTySKhu7ubhQpUMbSeCDcvXbpEo00mcEdHh91uBzXCOIMzDvirubl5enoawgVsRjqDcDgMHBQIBIqLi1lMCoJQX1+Pi6ZKpSIbxOVylZWV5efnO51OkWRIkw49FXvo2tpazBnwhkZMTXozdGKr1Upvi9cXQt7h4eHBwUGpVLq4uAiuCFVKqVQ2NTVlZWXt7u7W1ta63e4bN26srq4ajcb5+XmaR5/PR2cQjUYvX748NTWFWDYcDp+dnVEaKS25ubnFxcU6nc5gMMAcgYknfsXj8SdPnty9excVFv/yxYsXLAuFCyc8sAH+6/3796VS6QcffPD8+fNr166JnHvCYn//+99/9NFHgiBgu89/evbs2Y0bNwDEcP85Pj7GkO/58+cFBQWoe5lgHjx40NHRMTw8rFarP/74483NTZPJBMmeT5nV/vPnz1taWurr671e7/Dw8J/8yZ/Y7faXL1/+7Gc/w6f70aNH+/v79fX12MO63e7r169/++23/f39sIWDwSBH861bt87Ozh4/fizGLeDcVlNTY7fbMXaG5UA5Qd3ByXhwcMAMASEfwsXc3Fx+fj4iJdyyIDGytwaU8ng8PT09Z2dnSF0hUoLroKOFFCbK8hh9ECGYTCYkT+QFZTIZn8+XyWSQ8YGOyGQyp9PJFSMmNhKJQG8BXmYDAtmblwexUyQQqVSq1EWyMWMQ0naedDY7Wq0Wp0BM9onOhXvi8Xig4/FG4Gf5/X4GTWIkmE3R1y0uLmLTr1QqNzY2kB74fL76+vqlpaW6ujqMfDGKamxsxM9PEARARdy1+KPcAIeHhzabzeVywfuDBBqLxSKRCCBBOp1GbhQIBBCxHB0diUlb3PzMi2KZEcmx9IIUSwqqiOgyqFH/mDLB4ZkR2XOjzhd5tvCDpBdSWnaQUJYKCgqg4O7v74vZVtSs3NzcaDTKh84OEqIZiLFEIikuLuZwwyFkf3+fsI1EIsG9yrYrGAzKZDIWq+RkQCHmkSwqKpJubm4ymhwfH5OJyn/D9xUaC3qD2trazs7OtbU1tCIYm8Xj8VAoZDKZuPPoAjizHA4HuuxQKJSdnV1aWkqGJcZaLNULCwvBHOCL1tXVRaNR1gkAO16vt7u7G3d/+A7sCdxuN1ZeZ2dnWJPDGM7KyiKAd3Jy8tGjRyqV6tq1a5FI5MWLF9S/hw8fjoyM+P1+nkNEHfF4nCfTZrNh6IO9y/LyMmZ1qVSKJCa2+qxUieNBmkYUtkwmczgc6KhYtsFeW19fX1xcjMfjVqs1k8mgnWDr6XK5Xr16BfYSCAQUCgU9FPeWwWAggJebqb6+HtwJGvPIyAhezzQTzK+EJGcyGY1GQxteUFAASQQtIE5DsVgMNl0kEnE6nTgBKRSKk5MTq9VaWFjIZB8MBtk8KZVKtVpN7A76IvA33KV7enqA4BgfS0tL29vb1Wq1z+eDnMYjihkCS+vi4mLcbkdHR6emprDAffPmjdFoBL2BJsPNPTc3t7Ky8sMPP8DN1uv1q6urqVQKFqJGozEajQS6oVoZHBw8PDz86KOPiCXf2tqqrq6uqamhz0PTolar0eMuLy/7fD5QUEQ7bAoymczExMTi4iKuCLw84Di1Wg1viGH0gw8+EAQhkUg8evSIf0mSiSAIBGwxNgmCMDo66vP5iLlQqVQPHjzo7+/f2NjAVSOdTpeVlVEynzx5olAoFhYWPvzww/Ly8i+++OKdd9756quvAoHA3t7ed999x/7p6dOn4+PjrEV4YcPDw1988YVUKoXXvby8vLe3Fw6HsZmdm5vT6/VYMi0vL3/++ecvXrxgfdDT08Pa8uDgwO125+bmIk4lkJVlCrc01CqtVmuz2crKymCaaLXaqqoqqVSKShUifTKZnJubY8NExdJqtdnZ2cFgEA0i2risrCyw3NraWnFxgIHL6ekp+g1qEvyJw8NDePWcyDs7O+Xl5Sgmd3d3qfRAxNgboVVoamoCSEDhg1Q/kUhgIcSujqkLiEihUDAhgFJyStAcwILMzs7m3EilUpjUJBIJi8VydHSEqzBH/8LCgtfrbWpqokc0Go3t7e1EB4LwM6hBxmFFt7q62tzcjH5md3cXQKugoKC1tTWdTldVVbE+J4wISBapBosSiUSCgrOiooLZuqKiorGxMTs7m4Fva2uLb8PLApwJF1IUIHAwwaK5AuIESTfPf+LQE3Vl8AkooiJpiP/KT8kuvuRyOeK9vLw8iKkAp0h0RNSX1grnWJVKRVvPOpzCxmUn6ouxioGSjhm4FJESuQ60GiLgLJfLCcKSy+X4noJLQ5k8OTnRaDTUIybsgoKCo6Mj6cnJyfT09O7uLqmWS0tLTqdzY2MD/0w6fd784uKiw+EAtxQEoaysjJjc8vJy+N8tLS3BYLCkpMRms+GjDbxWVlaWl5f35s2b9vZ2u93u9Xo5uyHdzc/PwxjGIqe5uZlsMr1eX1dXJwiCGAMkl8ubmpoYLmH54r6IPSxTsl6vz8/PX1lZIYwaNXcymUQbB+2CsRVIDby0oaGBkj86OspmmN0Jj7FIhTWbzQ6Ho7W1dXNzE+MCqjttaV5eHmxA6HaorLALkMvlhF+C5i0vL6vVauqxTqfr7+9HUCEIQnV19fXr12kt0a2ybgyHwygvcTbf3NyUy+WdnZ3z8/MlJSWbm5s4g8Au5nCB5hMOhwsLCycmJvx+/5s3b3Z2doiDz2QyqAtYsVCVob/PzMxQbrGNPjs7a21txSQa7jVu6a2trUDiyFpIL49EIiyrkLpjfUmftLq6qrhIdoOv1NjYmEqlGhoaampq9Hr95OQk4vR0Om21WilgoOINDQ1arba3t9dkMm1ubs7NzfHAm0wmLsiTJ0/6+vquXLmSnZ2NcK2rq2t1dTU3NxcKe2Nj4/z8PNHTBQUFv/71r6mRer0eOjdE7vHx8aysrOXl5ZcvX0okkp6envr6etbbHDfffvutQqH47rvvAoHAvXv3BEE4Pj5GRiKVSoeGhr755htBEBobGz0ez7179zQazdjY2OLiYkNDw/Pnz6PRKDQfzAqwO7l7925tba3JZHr27FkgEIA2xVZV3BtBncOAlEAMr9c7Ojr6/vvvp1Ipr9crk8mam5u//vrrf/Ev/gU8TE4TaJMEIdTU1HzwwQcUJEAjmNJqtbq1tfXRo0dKpXJxcfH09LSioqKlpYVHz+/35+fnv3jxghY+Ho/v7e3BOeKUoBfhBubEJHaQgSCTyYi6Ve55n8+Xm5tL+4IB9/HxcTQaZaVN7YnH45ClIcoxhaB0AiYtLS2F5gYt6Pj4OBgM9vT0aLVag8Hg9/sFQSgqKoIWl5ubu7u7C/w4ODhoMBjAnyDlpS4irDkoJRJJdnY2ShXkHJz4LOQYmLhLj46O3G730dERhp3Y2XOzsWrh/gd0WV9fx+coLy8PgzOoJFhD22w2crlxGbNarTTidrsdHh8xTbgoKxSKpaWllpYWgByCYzFgCoVCdXV1NTU1TF0035WVlQSYsFhBpaPX64E0tVotsvuDgwNKLyUHLI0RPH3hDcRHTOsg7jJFSi0gp0wmE6+Y8P9EljLW820iJxkeflZWFiUNsAGJKn8dms/u7u7e3t7BwQEfq1Kp5AVnMhmCgHC8i8VivB2JRMIAyvCm1WplMhkmi8jYtra2YCBjuw8jOhKJ8ClAJATGFyWeiURCjkVWJBJhEhIEYXl5ua2tDR5pfX19MBiE+tzU1ESukEKhcDgcbBSQnaJqYKogRau4uBiOE+Rbwr8ODw8xWO/v77dYLPF4nCTVcDjc2Ni4tbXFwy+KyqenpyEEoe2NRqNra2tgfW1tbawJ6+rqfD4f9jdGoxHgsaOj4/z8fGhoSK/X379/v6CgwG63z8zMHB0d9fT0gAns7OxgfmG320nVhgk1OzuLJzKsazTmNpuNXoxhEV9HPnu8809PT9VqNcaqqGjZa+bl5RENRqDP4uKiTCbDZWl1dTU/P5/9IicOryqRSMCJJ1WVaDONRjMxMYEBlcfjSafTGxsbvKrm5maTyUTCKKBQXl4ewdcYrL9+/ZqtEpsMODiMDmxxiLsCqJfJZHiyC4LQ2tq6vr5uNpu3t7fZQHBBcHfc29sD0uQBm5ycrKmpqa6ujsfjJNhAK4tGo2dnZ6jX4YlYrVa5XL6ysoJMCCNKs9l85cqV2dnZ7OzshoaGhYUFk8nECOjxeIqLi6GxtLe3b2xsmM1mDKcQ5/l8vra2ttPT0+fPn1MD2MKenp6+fPny+Pi4vb19dna2oaEBQC8ajX7++efz8/Mff/yxIAjQQem04hdZnu++++7s7CyZMxQPmUw2MDAgCEIgELhz5w6dhyAI4FrFxcXXrl0TBOHmzZucLNnZ2R999NHLly9xMhIE4fr16/ynkZGR09NTn883NDQkkUgikcj09PT169enp6c//PBDQRDGx8d7e3sTicTGxoZMJkOCYjKZAHVevHgxODhIBBBbgHA4/Id/+IfUFawPUGgIgvD3f//3t27d2traAlz1+/2tra1TU1OohiQSyebmplQqffDgATbZxIo5HA6EIu3t7WQnJJPJ4eFhm82WSCR2d3dNJtPo6CjTcFtbWzQa9fv9EokEHAhWIFlXTU1NW1tbx8fHEDFOT081Gk1RURFabc6W/f39qqqq/f19WhDkwk6nk87b4XBwjGJeyAKltLSUfRU6KFC1ly9f0nyDLadSKZVKxaitVCp55BkE8YzksAKjoxxymtPNoEMQMUYeEMhBdB4qlcpgMAD7s023WCwrKytnZ2fZ2dm1tbUoa1n3wKSrra3FD9loNM7OzspkMjIesHBhU861okxCAqBtInEonU5DtUWRtb6+3tbWxpmwv79PI7u1tcW6dHFxEasHm83mcDgwVsQFguKUTqeJH2DbZzAYoOTwHrHW46bl4og4qiAIigtzc+FC28o0KblIn+bbAHKZOPlZVpisORjoWZrCJWaRDMrNAYIhFLxoWhY0eyDkQAuRSIQuMPOWXzxUKUT/qVQKnhEEHUIkaRFg+wP/0uuD0ufl5e3v78fjcRTA8HXPz8+lnCPn5+cQFk5PT2tra1Op1NTUFGM7exS1Wo2cltsLo9eSkhJwUQwzgRCxmGKgRLdXU1Pj8Xgg+rNZoYFdXV0F/kW0kMlkcnJyMpkMhzu4LohKbm5udXW1xWJBkuV0Ore3t3d3d0nPUKvVGPK1t7fn5OS0trYyPfzwww8wm5xO5/j4OBoDPCQVCkVbWxtXUyqVYle4vr6OLRkmKThNazSaxsbG/f19JD4ulwtTt5OLIFKuJn+FCwjgCUFpYWHB5/PBYkXJ09PTU1BQANM1nU4HAgGdTofyDIRTZILV1NRggg9QWVFRUVdXt7Ozw2ANmV6n07ndbq68TqcjIntjYyOTybS1tVkslunp6cbGxsrKShDUV69e9fb2Yh/FcoUlk0wmY68ulUpjsRjSDq/Xy/qQgww8mQVVVlaW0WgsLi7G9aK1tRXeYzQa9fl8bHnhQHGX2+32k5MTk8mEZCiZTBYUFGB8bzabOXpGR0cByk5PT202G1BwJpOpq6s7OTkZHh6+du0a3gLg6lgor66ufvTRR8vLy3Nzc6w0BgcHFxcX7927RyW4fv0698/h4eEf/uEfajQafBvYo4vFrKSkhO0U0sDJyUnQXbPZbDQaq6urv/32W5zWARUZXwRBcLvd7KKWl5cFQYDc+OLFCxK4BgYGSN6YmZmhQi8sLPT19dEV/eM//iNoMO45BQUFL168yGQylEy1Wo0N769+9SteKl9er/fhw4dootbW1lZWViD4QEN9/vx5eXk5OGd7e/vly5efP39OJQiFQpFIBGs9qVR67do1n893+fLlxsbGiooK3DRtNptcLmdDAdRPeN/AwAAwaSwWKy8vn5+fx1FZqVQuLS2JJEEmJ9aBPMKRSMRoNJIJL7JO9vb2YKVJJBL44YIgHB4ezs7OVlRUZGVlDQ0NRaNRjUYDWxJbac50n8+XSqVAs8CZGhoamDPgxWQyGZTH4s0GvwxglhxWMnQ5PUB9Oa+ZJ2gEseJjDSm5cHhXKpVKpRK6EI4zsVjM5/PBCubcr6qqamxsZJoEX3W5XK2traFQaHJyEgEYcE5OTg4O26TN5ObmmkwmzC8hCeLtXFFRQSuA5y3sfYQGHCZALCUlJUtLS+I4iN8TvzaTyYgrtoODA6KoqN9Q4uvr6wsLC30+HwIBbLAAhzIXwZMUJK4Sl0tUc6Yv4sDgBDGDCm+xZ2G6UT6xOJBKpSCI2GKwHWe24xfScFNimWJPTk4Ah88vbBohPYnMZ4bAZDIJpsqteH5+Tl4KP5LJZIqKisrLy09OTkpLS5HPEZMFERc5E38CthorfI7i4uJiyX/6T/9pamoK9wD8+FFKgR5UVVUxViqVysbGRp/PxwNjsViQLi0sLJjNZhjqbF+R3L1+/bq4uLi5uXl2dhbWIoWahKO1tTX23q9evWpvb4fDSfAQYUB5eXlYVSHHDIfDZrP57OzMbrdXVVWJa3zQodLSUrfb3dHRcXp62tfXZ7fbE4lEZ2fn6enps2fPLl26RKhyKBQaHx9nDD8/Pz84OIDTm06nCdHU6XQiI4bkufz8fHg99E1ut7u8vBxaE3vN7OxsDEdANfGIp0PhvsHiR6FQLC4u8mmROmkymVjAVFdXGwyGFy9eoKQGtIRiKghCNBqlGWfZFo1GQ6FQf39/IpFwOBw2my0cDnu9XvqYioqKeDyO+JdNnlwuD4fD6+vrcrmcXWk6nQbwXFhYwF5/e3tbr9eTtub1esvLy5PJ5MnJCUuRsbGxs7MzQt8oaSggucuxhEUnk0qlioqK8CyFfkYEWGFhYUFBAcxemH7YidE8FhYWsksuKCigGUyn016vt7e3FwYQwqnW1tYXL17gIrS2tvbBBx+8fPmSSR2lxO3btycnJ5nb8DGmSR8ZGbl79+7U1NR7771H8Or4+HhPT49EIvn2228Z7BYWFsrLy0tKSu7fv5+bm3vjxo0ff/zx9u3bc3NziDUFQZicnOzu7hbe+nr27NnAwACWeH6///3333/7vxLIxS+32Wxv/1RDQ0MkEiEdU/w6Pj5++fJlLBb7yU9+MjMz09nZ+fXXX7PguXPnDt+zsbHB7HtwcJCXl8fFsdvt3d3dMzMzd+7c+au/+qv29vaenp6//uu/1ul0GA3yRJtMpqdPn2YymZqamsPDQ3TGVqt1eHi4uLjY5XLBl/7+++9v3769vb0NKA1KtLq6enx8TBY91rKrq6tw/Wtra/EwkkqlFotF9Mph5qDgIXQ+OzvTaDQbGxsFBQU7Ozto0jIXWkCQTx580KyGhoY3b97A6cNIiBkxEAjgnwdVNZPJACATfBSPx3U6nUwm02g0drsd6xJuLY44gL6SkhJiKpgqpBfxHdGLqHbUgSKQCPwIBUapVMLnBMGDcwSDj9ogk8mgZDPmgmYbDIaTkxOYSqJ70fLyMu01SZzV1dW43hPWgWUpgvhYLGYymdxuN67LCFFoPZmK2DctLS1VVVWxNsZCiDxE0Gn8yORyOR8iakiLxcKaliAaeFJoBI6Ojnw+H1ga1ASR3cMNCcRKM0Gpk1zEUwtvJW6mL6w0qaByuRzVHCWZXg1+tUjOAhHl+IKWjIU1xGyYSsysTJyCIJycnKD7zM3NRbNO9CE8Ww5AlkeQiTgMofmUlJT4/X5YBbSnEolEo9FA82SHyh4UpYDkpz/9KfMl3jexWAzFQnl5OSXQYrGICuWSkpJoNNrW1gaUD2V8b2+PlC7smIGGuI3QxLDbqK2tpadg/KdAyi/C3BFWYgra19f37NkzHLGRBgMBud1uMolWVlbQwGCZG4lEyHodGhpCN6lWq0mn4nHd2dnZ2dkhXwnaCJevtrYWq9jDw8NUKhUIBBDY4Xy0vr7OMo+7ZHt7G4MFvV5Pxm8wGOzu7uaRlslkSNZoYfLy8mpqahQKhdfrRQiICGd6ehrP8d7eXszMWltbR0dHQWOSyWRTUxMKgXQ6DSHl/PwcIhx6I+o32jIYg4jZubHoRVZXV9PpNBdNpVKtrq5aLBa3293S0hIOhwOBAFA8SyzaHWTUmNgdHR3h4gQ9gRYS0gHrBB5CTGhFDyo2VTAvWJDX1taCNfF4O51O+hK2udDK8vPza2trSR5NpVLZ2dlra2sNDQ2wz2dmZrq7u9EIlpaW4kRqNpu//fbbzz//XCqVbm1tQXITBAEmbVlZ2ZMnT65evcpYnEgkPvroo//+3/97S0sL/SbW7W9/ETEtCMLo6KjJZJqZmXn//fefPXvW2NgII4kxiOfw0aNHt27d4l/eu3fv3XffjcViFOyrV68iShEEYWpqqqurC+KfIAj7+/vj4+NDQ0OCIHz//ffQcakZv/3tbz///HPx3wNXqFQqQF1uvFevXhUXF2PXNzc3d3h4eO3aNRCXSCTy6aefCoLw+PHjgYGBQCBgMpkikQjuMCaTiallZWUFv0BsKX/5y1+2trZWVFRAVmdNQBbEwcHB4ODgjz/+mE6nOzs7QYCeP3+eTqehIwiCUF1dPT09XV1dHYvFcDM4OjpiT4YLGDge2xbU96FQiDUVbiQqlYpJNJlMcrCwj2CQLSws3NraogHlBGSihYHv9XolEglEBJyAOJRZGOXk5LBcNxgMNJ2w+rOysjDkQt4AYMtWDGUFR5w4RTG7sL+kqANaIsMHZMIHnOVZKpVqbm4WN6MQPkGPysrKFhYWOjo6EokElYm+WafToQ5kimAERFUJq4BtAqURqT4+BhUVFcFgkIuMIQ5XlepeVFSEdRqh8YhPDAYDTB/sIPgRv99PCddqtXa7nUvHIYBTPEAgOkP6hsxbASbMf+LOknUmNy1XjNqZeUvZSWFjA6VUKvPy8nAwKCoqYuUXj8cpZlgWUAKpfNILFz2OU5VKBVERhg5TLM9pTk4OYCy1GWUgPwt9gYQicZpkUciiGhAuFAphM0RFoB9iqE2n01Iuzfr6OtnUjMkmk+nw8NDn8xkMhvn5eY/Hk0gkWlpaYMASH7OwsLC3t0eiUyAQ2Nraqqurg16hVCpJ6ZJKpV6vF0Acir/RaGT2IlZlc3MTVc2VK1d4iiQSid1uVygUBQUFMPSKi4spexA1SbN69913CwsLoQywBrdarRaLpbKysqSkBHPXwsJCh8Oh1+vJqwoGgwDCfIrkNtTV1dnt9o2NjePjY8wjGOd5WkpKSpAKyeVycKpgMOhwOLBgzWQygDwsNdle0JqFw+FQKMTiYX9/PxQKra+vQ9LLz8+vrq5+/fo1oKgYS0JmCwlE0OKXl5fpsNDkEb8HUMyjBayNQkan01EUs7Oz29vbM5nM0tLS5uam3+/n/IJyzHy2tbWFjbDZbKbeGwyGq1evNjU1nZycdHZ2cqdyr5SXl2NKzDWEg0NwGOqRTCbD1aazo2Uxm81erzcQCDidTlyTaLfz8/P39vampqbOz8/ZRiD5lUgkMOVOTk64YsBclZWVmUyGtmB6ehpPjL6+PpfLhccKHqdsfbDRaGhoaG5uVqvVBoPh+vXre3t7NpttYGAgk8lcunRpdXX1yZMnk5OTPN6///3vMURcXFy8dOnS5ORkW1vb2trajRs3NjY2wGDJVUZBKBZdh8PxySef0Ah/8MEHt2/fRhwNG6irq0sQBBBXRsmhoaG1tTVBEN57772ZmZknT55IJJLXr1/39PSwX4e+7na7i4uLnz9/7nQ6Hz58GIlEdDrdF198cfv2bayjUP0LgpBIJAYHBz/99FO4SH19fSqVanZ29ne/+9329vajR4/wE0BxxG71q6++evbs2T/8wz90dXXBseRmODo66urqGhgYyMnJycvLm5qaunHjBlQUhUIBD0hsp+RyOZswShGmkvgs4nicm5trMBjAn7xeL2MExlgejwecll21y+XCq4HjDNUyKaGo1/i7rC3YSAGciDpFXCShF4C1wlwF76mqquru7k6n04C38GB3dnYEQSCgtLCwkERPwkfF0196YW1DYg8TklQq5ShgqKJIUHQhxK6srPBR8no4u46OjpaWljo7O+PxON6E0WgUMjw7aex2oR+ixLBYLMRrYLrEAUthwMaZrCSuW1FRUSQSgSpMScAqLxgMYg0NYKBQKPDFxGYkGAxqNBqr1drV1VVeXo4Bi1wut1qt7PmSySRWa1Q+JkuRGSsSa4WLjSavUxSkiZxb2guRhUtHxWcBuiD2KJTn3d1dKIF0HlRBJg3+BKvxVCpFfWUmTqVSYnAKTqXwKAVBiMVitE3sUHHyCQQClMysrKyamhr6WjA2hJ5Ud34zTRIqnf8TmdLX19fR0dHe3i6TySA9GwwGWEPsA2QyWWdnZ319/ejoaDQazc3NxQC6paXF4XAgXuTeBdzH+IqWky1ra2trPB4fGRmpr68XBKGlpQU7qEwmg9Hi4eHh0tIS/j51dXX47e3u7sZisVevXqH+FjcWm5ub5LEpFAq73T47O/vJJ59cu3Ztd3f3V7/61ePHj7/55ht+VXl5+aVLl+DFDA8Pn52ddXV1gYoIgoAs2uv1Eo5YUVGBVqS7u7u+vn51dbWoqKijo+Pk5GRtbY2ZBrkCLbNWq8WWqLCwsLq6Gs1WPB5vbW2lxfb5fCqVyuPx6HS61tZWs9nMvpAO+uzsrLm5GSLfwMAApLWGhgboxJubm9gLgBHNzs4mk0mE52Q0zszM5OXlmc1mn8+3urpaXFw8PT09PT1dW1tLz0U+DoRsXqdMJmOPiJ8tJAg4YwaDge3I6OgoQ976+rrJZMpkMuXl5SS4bW9vr6yssEtD8rW/v48ZJro6GBlkavIMAFew/8ZribOAegaHJTs7e2tra2lpiRCflZWVd955BwIUIn0EagaDAV6c2+1eWFhIp9PV1dXt7e3FxcUfffRRVlbW9evXs7KyWltbx8fHA4HAw4cPsdYjfSmVSv3iF7/49NNPVSoVvRFw6w8//PDee+/Nzc0plcqWlpZkMnn37t3t7W1kMAaDgU0YUPODBw+ePn2aTqfv37+/sLDAzUz2L43txsbG7OwswOz09DTgFY4KFFpa6XA47Ha7uQkTiQSkgfX1deyNdDrd8PDwBx98UFtbe+nSJcxXfT7fmzdvMF4mTQw7dZ/P9/vf//78/FwQBI/H88tf/vLSpUvvvPOOzWazWCzt7e0ul+u//Jf/wnYN3QLSZ2KP2IijVE4kEvPz8yaTqaamBtohAP7Ozg51kVUQvB7EiMQY4LW0vLx8fn6O9TZ+y3a7nUVRdXX12tqaaLOC1AHspLy8vKqqCgwDARWsSI4dgLtLly7xdJhMJhp/mUzmdDplMhlHB44/RUVF2CzbbDYEG4FAYG5uDi5hcXExlAhKC+ejaA0tv/gCbORMZ1HC8hKqIJUDXJEil0qlWNfxrAGtkXVKT5CTk6NUKm02WywWgy6OfJOM3tzcXK/XW1xcjBAZnIyHmhOYBTD6eqh26XTa5/NhuwpRgK0QwdQnJyeVlZU+n48EjrW1NTLq8TORyWSYaGZlZen1+vX19Xg8DqWfxpR6DKGU3Z4oAhFBbBGkzVw46r3Nvsm8ZbNHs55+KwhFuEB3JW8FsbFEZ/vI0oGUEuZFPIMAjdhMwwBCL0AbRKtBUhhBEclkkp0oplSiyREHGp390dERHjgulwv/ZAxYzs7ODg8PYXvw1jBGprEjZUTq8/lYg/HxazQa7PANBkNFRYVGoyEJktmruLgYuJxmEKNnHsiWlhaii+x2Ow34/v6+3W4nQqulpaWkpOTJkycej2dhYWFgYADPjsrKSng9rMdFYpjP57NarWq1GgdUiUSiVCpXV1edTmdjY2NjYyMWQh988MFnn30Ge6qyspIACoQWs7Ozz549++Uvf0kfgVMrXm44mDudTjqpQCDAgjqdTgeDQbfbDWF9b28PDcONGzco8DBTMDYilLi1tRWXSDIfkKvjJElbarFYKioqkBIqFAr0nW/evLl06RI5iKOjo6hH2Chwu7e2tobD4evXr8OKInwKcxl0XZlMhpgXk8mEVhfVjdPp3N3dRSkPIgdIq9Vqp6amAP1o5cgJgid5fHw8NjbW0NBAT7qxsSFcBLJLpVImYCR3ZLdmMhl4y0qlsrCwkN+DzIPRAdky/Ww0GkWRcnBwoNPpysrKSktLOalPT0+p6DCNabMgVaGPxKAkGAzm5uYi27h27VpTU9O7777b0dGBkuTFixe3bt169uxZfX19e3v7P//n//z27dtQOSBh3b9/H1YzfBzRRTYejw8NDWHx+PDhQ0EQ1tfXBUEQN44UOUaTdDr94YcfKpXKly9f3r17Nycn5+nTp69evVpdXSVofWtrixeQl5f3/fffd3Z2vnz5kl/S2tpK4OXm5mZ2djbWgIWFha9evSJ0EwrMDz/8YLPZFhcXL1++LAhCOBwuKSlZWFhgMKLfh8InCALTsFwuv3nzJnr5sbGxP/7jP56enl5fX3/69Ony8nJJScnjx4/Z6LCE29jYaGxs7OjoyMrKunr1Ki0XvI/j42ODwYCqGM1cdXV1a2trJpOZnJysr68/OjpCtIN0m5zz09NT7paamhr2cLREu7u7CF3wnBODacH6EPKycYA9dH5+vre3R5uFUQAR1sKFrUQ8Hl9dXcUJGUiJssdGIJPJhEIhCBkg80ajkW5eqVQWFRXZbDaCmkViCyI8aCmJRIKqKZI/xYmKaiE+DplMhoUu8yiyKBAmNoUQTBYWFnBPpSuCS6JUKhlny8rK5HK5Xq9HKsokkMlkxN1/IpFYX1+HMIUOqqmpCdI1DboocERHAYUbr2ymK4PBwIcokUgCgQAeQHq9PhKJxGIxo9HILJGTkwOvAksZWh8cKsCWpP80YlqcI0XalHDhWCsWV+FCrCm7MEMQLuwR0hfxYXQeQAscwhiQoZ6g4xcvIPM6m2ZaK8j/+PAxhjLuM3AjJYK8I2KqYh2F2IidUyQSATYzGo3oFIAWoMHy21jTImIRletSnkxMieB61dfXk1pwdHSEl39RUdGzZ8/g+DY1NalUKqvVWlxc7PF4iJasqalZXFzs6emB/aHVaskJwUn17OwML5uenp6mpiZg9/X19dHRUa1WW1NTw7oeqi2shLy8vFAolJubC7kDkmFDQwMWjqQo8D2QeuCSqdVqgkdSqRSuygwQKpUK3Dw7O5scq/z8/M7Ozv39/ZycHJlMFgwGpVJpeXk5wk2krwBrPp9veHiYyECicQF2aJmVSmV9fb3D4WDpnUqllpaWCOoCqi0uLna73alUamFhwe12m0wmnp+RkRHcxrVabWNjo1QqPT09XV5e7uvrY4GPW5PRaCwtLV1bW6urq5NIJLFYDHZ+X18f0MfCwgKkqt7eXhbjSEfgHC4vL1+9enVmZmZtba22thaVaigU4goD8mi1Wo/HA3QDlpVKpSwWy8HBQWFhIQoio9EYCASMRiO8ViaVoqIi5OdYs/Knm5qaAoFAJBKpra2Nx+N+v59sPxAV5GsymQyDK1bXWHvga3r9+nWLxXJycrK7uzs1NcWIEwgEWFzt7Ozgqr+8vPyP//iPGxsb9fX1/f39sD/a2tqWl5fD4fDf//3foyCivwEKbmho8Pl8Pp/v3XffVSqVKysr8N142iFXUwAWFxf5XwZ9kkzQ+1+9epXlYigUamhouHr1KhvitbW18/NzGLYOh+O9997b3t622WzffvutWq1+9OgRxxnClZaWFigGNpsNn/fa2trt7e2+vj5BEK5du4Z/nk6ng/DlcDi2trY6Ozu55/m2trY2Fr0MstFoFOWJx+PZ29uLRCIffvjh9PT0Rx999Jd/+ZdYQKPJ1uv1brcbzjx8b3za5ufnnU4nDAaykZ1O56tXrwidiMfjXV1dSFlgPyKhxvgbHqxMJqNCoG01Go0LCwssq05OTk5OTjjrGxsbMYNFFklNysvLo2mGlIDY3OPx4AZXWVkJipObm8uzTxOApA+nYsC38/PzlZWVubk5u92eTCZ1Oh0GZEqlsqysDFHp4eFhTk4OxljMl7h6MVayb5NcfCHWBEhEa8iGCG4tEycRszKZDLdFICJSgaVSKZeLw4r3hVXL7OwsXlFsryoqKmjy5HI5KoDq6mpG6qKiIp/Ph5ELRnQGg4GSs7W1tbGxQUZHRUVFKpVyOBxkQrAzOjw85Lrt7u5WVlbCYQ6Hwx0dHTk5OfPz80dHRzU1NXBZOzo6CgoKysrKzs/PtVqtWJBovIBSJRfO7CJCS7dBQRWL6/81jAoX+pPMBYeW/4WzyhgDyoocCPM1pN4EQQuCUFRUJPoB4beH8dPh4SFqDqVSeXh4yMGIWOX09BT+MB256HmbTqfx+vd6vWygMa2Nx+PQuKCj5ufnAynTRvCfDg8Ppaenp52dnSUlJXjhV1dX48S2u7tLfZZIJHATGhsbyf9iL720tNTd3X3t2rWJiQlYNoeHhzz/Jycnfr+f/UdZWRlgAh+/2+2ORCJcERiAxB1jybazs8Pmj4mWBzgSiTgcjnA4TOYiut3+/v6KigrWMFlZWQ8fPnz16pVSqezv70fLHAgEuru7x8fHZ2ZmyO4hFgD2AaZ0DFKY66fT6Vgs5vf7mUpzc3Nv3boFtszrdLlcVVVVfr+ftJPNzc22traFhYV4PN7Q0ADtSCKRUFFEk7DV1dW6ujq28djzYih49epVv9/PHXNwcIC1R0FBgdvthr7U2NhI+c/KyiorK+OPUn7W19eBpxAtmUymzs5OcVFBXXS73VtbW5goVlVVgV9BvKJ8shMKhUIYyjC/FhQUZGVl0WZC2EmlUmjR2D7irGG328nOdLlcSqWSvSDW8GwxyXc1mUxGoxHdcVVVlcFgmJmZIbLU6/U6nc5AILC2tlZSUlJXV4ddO0xjrhimP9CR/H4/D3w8HodCFYvFPvnkk42Njbq6um+//ZYoEpSCn3zyiclkKikp+f3vf59KpeheIbKVl5dvbm7eu3ePCZJdezKZnJycVCgUd+/eZUF4enra0tJSVVWFo4LT6UTPev/+/aOjo9PTU7RV3377bTqdfvToUUVFBQg8ePKbN2+ysrLQ7SmVylu3bmFZINoJEQVfUFAQDAYZxerq6lZWVn73u989fvyYhBZKIJ3BpUuXwOSRRBPaQNKnVqudnZ2Nx+O7u7sIrIeGhn7yk5/AWRsZGbHb7bFY7ObNm9C28bL/6quvQOBtNhsowrVr1zo7O6VSqcPhmJqaGh8fZ5exsrKSTCbRlRuNRrvdfnR0BLMBjaDD4chkMl6vV6lUAk7W19eLSyxRLQAmCSkDlilwPZtIIMTNzc2Dg4OtrS3uLpSXoGRdXV0mkwn+2s7OztOnT1nz44tCIBKQKaWUdZRInmRlSCoW4xSllE0YB738wqebz4jpE0iWis6JRJHAewRIlrpI4iHfICbYyGSyRCJRUVEBSws7a0EQAOfsdjuZsjzF3d3d1dXVFGmbzYYghD4VN4aTkxOe3P39fRF5MpvN8Xgc31QCEsRpD8EV9oeQMek/1Gp1MBgsLS3FXZL2gjEpNzfX7/cjT2IWf3tkFN5i94izoyhKEb+HyZIPTrye6QuHQgpw+sID4fz8HG99tVrNChx3Vb1eLxIeARVwt5DJZDgbo1mgtJNOCKQMjVbkx5KvCRNFJpNBtIZEmclkCJNPJpPsQQHe4MoyQkDrxcYIyEomk0nVajVKAFoVgmbQPtLy4xxhNpsnJiZASk9OThYWFlpaWpRKpVQqBWVlpkSFyrYjHA43NDRw01y/ft3v92P8kUwma2tr29raEAgSxtnX10dDDT8WLfDe3h4+lug4vV7v2NiYSqXyer3b29voqQ0Gw8OHD2tqauRyud/vf/bsGRuU8/NzeCttbW35+fmTk5NIRXEbSSQSIP5wE9jzERULpcLv9+OKUFpa2tfXV19fzx6iv7+/sbHx9PQU2I1tLnBEWVkZhgklJSUwUNLpdENDAzy97Ozs6urqqqqq8/PzwcHBtbU1s9mMTYFcLq+vr7darUVFRbypZDKZn5/PFIiKtKamhvkGitbGxgbMT7PZPD8/HwwGoV3Au6NBwViAG4JFL11qKBSCkoAR4MrKCnt4vOskEgluiFAriS6prKwkn2hra4s4FzZYjY2NEomERFWHw8F+tKWlBaEbMwop0BjX2Wy2lpYWVgiQoXA+EwShtLS0ra3t8uXLuORjSkUgD7Ill8vV1taWTqevXr2KO5VOp/vZz342OTl548aN69evf/TRR3V1devr65DyKysr/+AP/iCVSt25cwfOc1dXF0bKLMKplw8fPjw7OxsaGhLpr5ubm6LozWq1sgkrKyt79OjR3bt38/Ly8KXs6+t7//33pVJpW1vb2NgYtRAHHLVardForl692tbWBun06dOnQLiCINDfPHv2TBCERCLhdrvx4bPZbB9++CH5o4C07e3tuAeUlpbiUhuNRp8/f/706dP19fXe3l4kqqlUCvPMzc3Nvr6+58+fgwxvb28XFBR4vV6dTjc1NRUOh6FJc9Z8++23uGYqFAqap5WVFaoF2V7I6Q4PDysqKmKx2Pj4uMfj4S7FVn5vb29+fp4DCPVtbW2tIAjb29sSiWRnZwdyB1tGQpDQgrOmYkcFcVoE91h5plIpCIm4cubn529vb4+MjFBEKcDMfBqNho4KzQnaJOr39vY2Di9OpxP2vk6nw/MvnU6fnJwUFhZC9BCRWLxgVCoVlkOi2Q2nP/UMJxDUtGI8LTIVclRkMhnW0PF4nHhgUCLotZFIBP9IHGhlMhkwLLGGo6Ojfr8fGg5nLzG9HC86nc5qtZ6cnPh8voqKCoVC0draijNMNBptbm6G7ru2tlZcXAwMTkYCHofQUDo7O8kFQ+4yMzOzuLh4cnLS3NxMy67RaFjMgQOJQ6RIjBLZs+KSUqyLwsWX+M/i1A55KnPhSSuOrTCnxFolzq+BQCCRSED9pQNLJpPMkThI0+WItlxABVRKQgUgV9PfUBHECo0oRa1Ww2Y9PT0l6Q8tHLDW+fk5tkTgDaqLnDiJRCLHgRbStsFggBvJb8xkMmazGans+fk5fShgCApuVq9nZ2f9/f2bm5sQk9CldHR0RCIR7DyY96GVp9Np8pw5oIGzeQ+RSATbYrlcvrq62tfXt7GxQfQHWYBer3doaGh/f7+3t1epVI6NjTU3NyuVymAwiNGww+HA8QRuHgun+fn5WCxWWFgIkwUpEvnm3J0skFCwsaaqqqoCQLPb7SaTaXZ2tqysDFxbEAT+ND1afX09ZrmwljGmicfj7IFYN3KjxGIxXA76+/uXl5fhm6ysrCCzxSILgoZOp6usrJyfn7fZbJiJYAfBAGcwGPLz8yEyAApduXLl9evXxHCiP6ODPj4+ttls0Wh0dnbWbDZHIhECqznC4vE4nT6hOWwXuDNwzSgsLITODoyG3qu2thYFnkajAXyG+mixWFQq1dLSksFg2Nvby83NFeFlQRDwPmWkMJlMCoWCd42LAn7WkUiEFDMREmAXCDOWu/nk5ORnP/vZxMREOp3+sz/7s2+++aaoqOjKlSuPHj3yeDxIdBgsEonExx9/nEqlnjx5Mjg4qNPpWNXn5ubOz89jZYxIC2qr6DHU3t5O9KMgCGynOLLJZOAg+O6771gBtrS0RCKRmZmZoaEhh8OBkSZpw4IguFwuTnBBEDAJolqgcsnLy/vmm29+8pOfUGYcDgc1taGh4eHDh+l0mpOuvb19amoKOU1tbW1VVRVy0oGBgW+++YbIT6fTWVlZ2dPTs7y8/PTp0/r6epTNt2/fzmQy6+vrDoejo6NjdHTU5XJhewspempqqqOj482bNzCSMH08OTkh/6u2thbL+1QqVVlZmUgk0Ng0NzfL5fLNzU2z2UzYztzcHBFdIu8xk8mcn5/jLIEgDa1nbW0tJOqzszPoGJQrQgn9fr/FYkmn08xYcE15YBcWFioqKl6/ft3f369UKrVaLW5He3t7cFsQ5pM5c3JywiIGFO7k5CQQCBwfH/M8qtVqVPBUPrhIDECUz9TFF8MQB6UIOQK6sE9FRMHBytqeYVelUkEFymQyTDbt7e2IvLHvWFlZ4afYH6Emb21tRQsXj8cRWng8HkTh7A6Qquv1ekau3Nxcu92uVCpjsZjVak0mk/BirFYrdB5Mvmg1YAWSLgnhBYd0Mpqgs7KnA03kC9aMuNcUR0zpRWomS00Rrf2/2EBv70Qz/zRZjJUkZyN2UaACubm50FwJqIEBlEwmtVrt/v4+a0GsjDmXyNCld0THz+oR/Q/vEURdKpXSSbAERRMPdYNySPQ0gzKEebooxOuQm5DYSdmIAsEFg0Ek/GgGcElgKGTpDbIvlUqrqqo6Ojr8fj92qQiMANBDoRDDPhMGmtlXr15xOut0Osh1a2trmDeWlJQsLy/v7u7yJ7RaLUq+1dVVag9NFi89mUyGQiG9Xg8+GY/H79+/Pzg4SLppT08PmfIHBwcwPgoKCkjMKCkpcblcarUail04HGZHm5OTU1VVhQ8fNx92OYIgwB04Pj5uaWk5PDw0m820ycFgUK1WM9eDglZUVJBedHZ2Njk5yUII8SyFnKakvr4eRgZOMSjeNjY2srKyJiYmYB3fvHmzsbGRPCD04OznqqqqMGD0+Xwulwsy88jIiEwmW1pa0uv1Z2dngUAAHUtubi7zEIgou4FMJjM1NSWRSCjSjY2NEFVYrtCIJZPJvb09GHpwf3Z2diC2ZWdn+3w+kljQ7RC1DQkZ+wUedRrDhoaGnJwcfMmbmpqOjo6sVivsRAwnQbYhfwUCARhPHLJ5eXkff/zx4OBgIpG4f/8+LQuVIB6PWywW0GMWwywvw+HwJ598grq8vr7+L/7iL1ZXV9fX15kDWlpayDVjfHznnXeqq6sjkUhDQ4NcLocgE4vFrl+/7nQ6SdtYXV212WzFxcX19fWYG1+/fp0B8c6dO93d3ScnJ/ifVVZWbm5usqSBSjAzM3Pv3j0+ApFAq9frIagjeunu7sbPb2xsbGxsbH5+fm5uzuv14uFwfn7e3NxMHS0vL5+ZmYFjgsEbgabvvPMOTN0//MM/nJycfPnyZVNTE8Dvw4cPkRqfnJzU19cjLYC2BphEePjAwIBSqbx8+TKPvFwuB+aBnKLX681m8+LiIq0Yvjy417pcLq1We3BwQJVKpVKk0rrd7kwmg4UQDKNYLMYqiJwfn88HIzGZTGILwOKZFragoCAWi21vb6+trW1ubqbTaeDrs7Mz4tO5toTSE2pG3t/29rbL5Zqbm2PubGpqAjmE4UyFoNCmUilEceC34tjEwcrdIhKDma6ECzk/0wIrTLSAPBeQbrCWZAR3u93wOVOpVGlpKaz4ubm5srIyilx9fX1dXR0WKPjwXbp0iV1sKpXiAXe5XEdHR5A5FQoF8mh87wjNpcOuqKjgEMhkMvPz8z09PTATg8FgPB4nBBsCPA/C/v7+0tISpuQNDQ30jtigw9pjuMT7DPBZeCs+E+A6c6HFlF3450kunAgzF7lgouBELKh88aQolUrW2Ol0GpQevr3P52N9mMlkEokE4jSWLNCmpFKp3++nuaEE8BdPT08pEEdHR+wC8HAVewIGKk4ndJn0H/RGOp0O+g8OvRgMpS/U5/BDAWzT6bSUebGvr+/s7CwcDs/Pz+t0OrlcjjSCV0m6nlqtPj09bW5uRj41OztbXV29t7dHmInL5cKpFRIQsEYgEKirq8Ois7q6GrOJoqIizDAzmczz5885ETQaDe4YmUyGaDqLxTIyMkJQMwNTR0dHMBhsa2tLpVKPHz+uqqpqbm4eGhpaWlqqqalh1mQaBk/GSSQ/P5+OEttidIoM7KQ9Q1tnCzsxMfH8+XNIoXQcGF1S+3FGBSJg94n7F1pdiKMYotJMRaPR4+Pjk5OT3t7e2tpa9GdVVVX19fVtbW3EwNpsNnztQb/VajV2B83NzcFg8NKlS+xuQc9CoVBLS4tKpaIAYDWC7y6rFLEFViqVlZWVWVlZPT09uKIwXalUqvLyckyQ6WAI5WDpdXp6CpOrvr7++Pg4NzcX4vv8/DxZtVQCpHKw7Zubm+EBnp6e0lljhBuJRNbW1lB/ExiHw3swGOS8wzCTpw7UHRUgAT0kenJDr6+vh0Khzz77rL29nUeaNYNcLn/vvfco4ZlM5quvviLx1Gazzc7Oor5va2szmUzEbhMMwvDncrl48pkShAu5JBf28PAQoAYtl9FohFp148aNpaUl7jROPRBdk8nU1NTU3NzMyXL37t1PPvkE3i/4xNzcHCWQeomIE7BBpVKVlZUB5xqNRl6qWq2GWyQIgsFg6OjoQIiCtjI/P/+bb77Jzc395JNPZDLZ9PQ07OLx8XGn0zkxMcEeDgCD4Co8FuRyeVlZ2cHBwbNnz+Ry+fj4+NnZmd/vz83NDYfDBJru7OxotVr8CuCXra6uulyuqakpDMlI08OLn+1MR0cHZSA7O3thYeH4+BguCUJ1llLl5eU8eoeHh/AyUDwfHBzAT8HksqCgoK6ujiiCiooKOB0QJkmORIu8v7/f1NSE1kKhUGg0GmaI8vJySF602oitm5qa0heeIZlMhgUYLFOaSChLmUwGFxHyMXJzczHu4B+EC2M5nKLlcrkoyQe5YQ9it9sFQdBoNGSwZGVlIbAOh8Oo0SCvQu/AaAUhyvn5OfxqajMCdK1Wi74IHSBwJY2C1WplHsA+s66uDsRyYmKCaFv2cNFoNBAIaLXatrY2bGxFAzKFQgF2jVCNQa2wsFCj0VRWVlZUVDCwAlwBk3Kqvy04EZeakgvfA7HKiktNOg9G+bOzM2Y+Fo3Y6mKRkZOTg8ZBLpdDvKcNRarLrcgRxBIBBRQNDflfYJasTvFEZEUl4rcajQaDIdhkwAywt1BJSSSSvb09FMOACqwpOeI4fI6OjqSZTIZFOvMvVCClUgmvB+8+IioDgYDNZkOg8vTpU4vFQkLTwcGBwWAoKyubm5ujBVtbWyND/OTk5M2bNxUVFZOTk2tra3q93mAw8Jb8fj9K9p6eHpz7Ozo6pqam/H4/tKXFxcXBwcGZmRlQ6ba2tvX1dSQKwO5oVIeHh+megAVyc3NdLhfO2mtra5WVlTMzM5WVlVarFZyNdGjC8GQyGTdHa2vr9vZ2V1eX0WgkHhnBu0KhmJqaqqmpKS8vj0ajKysrIGxWq5V+OTs7+9WrV2traxDcz8/P8WrA1ZNSjWxoYWGBeE6n0+nxeJaXl2traw8ODhKJxKVLlxwOR0NDAw52u7u7qVRqe3sbeSKhegqFwmAwXL58WTReKC4uJvOkpqZmdHSU4JpMJlNZWUnUDK1fIBDwer1qtTqRSEAKODs7u3HjBvEReXl5k5OTFC0YDXgJARJUVFSUlpYSG85iA3dNKA9Wq5XqKAhCSUkJRwxoCWtRCFCCIMRisY6ODqBdrIukUmkgENBoNJlMBtXNzs5OOp1GzBOLxb766iuv1zs7O2s0GnEC6+zsRNxGA766uvrpp5+enJx8+eWX165d++KLL2pqatbW1m7duhWPx9Giffvtt3y+jx49evbsGd4rgiDA6a+urqZuFRYWYnTHgoB2pLS09IcffhAE4fnz5zA4mpqaKMZYGRcWFj548AAnd0EQwNAODg5evnw5PDwMCHHnzh2ODJz5nj9/7nA4AoEA3N3Xr183NjbSVq+vr2OPgNflpUuXjEbjb3/724cPH4pINaDC/v7+3bt3P/74Y5hu3d3dwWAQBB4CAcanjY2NT58+xeUKfGl4eBjeFvHpSJVOTk7W19cxr8DM2mw2ZzKZ4uLihYWFnZ0dOk6QAzYXNG01NTWcUOAl6+vrHCuMcRhWaLVa9kwnJyd46YEoLC8vY4bAvh/pM6zp4+Pjra2t0tJSlhrYdMTj8WAwmE6nCd1jxId0hjjB6/WqVCqk3kTC4ZbgcDhgvbFXUigUWCgzbrI5KioqgidMqQPro+TAKoeQiXUztj4cxEwtcAgQqsHMBMmXy+X0NyT+EvuVSCS0Wi1HHC4HCCqkUinxsWAYoVBobm7O4XCAJzPVbW9ve71eojpRp2A6RiHhJNFoNDxo8XicC8KKZ2Nj4+zsbHFxkVl/dXUV6adEIgHchu0fj8fhDOK5CKMFmc3b5fBtCebbLFmqDhU0fWF0kHlLfCK7CEiBIJabm0vjolAouHq0oUzw0O4gYSSTSda3pAVDBWIOJncEuJvRjv0ooyH8IBCaVCpFHxAKhfLy8tiL47uCIXlJSQl0SLI20USx3ecv4iyoVCol/+pf/SuTyURuQG1t7draWl5eXltbWywWW1hYYE1dV1eXTqdLSkqoZ7AuFxcXob2k0+nm5uaFhYWDgwOTyQRTNC8vj3gKhgmj0TgxMaHX62HxFBcXY/AvlUoRgzY2NgaDwcbGRlz2a2troduxDKP5bWtr29nZ+Yu/+IuRkRE+RYgnX331VV1dHdgFzaDBYABy9Hq97e3t2dnZw8PDkUhkYGBgZmZGLpezIs7Pz8eFAHsquk63233lypXl5eVYLIaBp8fjMZlMU1NTzc3NKOfi8fj+/j6kGLoPl8tF54hZAYtVApLgxMvlcvx78bbweDzt7e0vX768evXq8PAw+1qW85CGBEFgXItGo3RPqC2bmpr8fv/p6SmE20wmAxMESHlgYEAmk2Gar1QqCwoKlpeXKysrq6qqRkdHbTZbdnb2ysoK+nGlUtnc3IyNXE5ODoAPDhpUceAUjH5OTk60Wi2759bW1pmZmfz8/LKyMo/HA5WMlCKoVUqlEgYmPn+M8jQxEOGomoRGscNIJpNms/n9998fGxtzuVy8fqgxTU1Nly9fZgHv8/nef/99TKlKSkrGxsY++OCD7777zmQyvXz58vPPP793757BYGCUPDo6unr1KgIDOIQUAEEQ3G63QqGYnJz85JNPHjx4gCGt+LW3t8duzOl00l9TTRlSMZUUBGFycpLN5cLCwvXr18Ph8NtWxkzJoDUqlQoF6vj4uNFonJqaunv3rtPphD6zu7v77NmzK1eubG1ttba2qtXq+/fv3717FzlveXl5JBJJJBJms7mtrW1yctJisRQUFExPT5eXl4+NjQ0NDSF0Pjo68ng8HR0dr1+/zs/Pb21t9fl8S0tLV69eRXjK3uj7778fHByUSCQ//PCDXq8HW3r+/DlE6KysLLvdDh9+aWlJKpWyE83NzSWVGv4ghMOtrS0oY5wM0Wi0rq7O6XSilC8vL6cwlJeXQ/xWKBS8HYVCEY1GkYeZTCbWCsiayXtAjows0mq1Hh8fs9qgYLCbPzk5gRqdyWRgFzOX0D03NzejYYfr1N7e/urVK+BWzj7uQ+5biBGcpAxe8DmZtEgfI6WLAxS87ejoCNPzVCoFqkRIFCmBSCTJcpFKpTk5OXt7e8XFxT6fb2dnp6mpaWdnh70+MDXUlUgkAqGvuLgYwyPcbXJycrKzs5EUQxzlpMUPjyqiVCrpUaqrq1H6wtAkZSgrK2tpaYmPW6FQ4KTt8/l6enrW1taYOKlnLJ6Pj4+9Xi+wJ+VTuEj7Ev7pV+atBDHhwm9WJAHxf4H3GIEgJLMN5HDDfhwFajweZ0nEhEbuG8NxSUkJDQ0+zDTc4l8E64KrJbtILqNAwvpk0cPlBU9l34QlgEKhAJUtKCiIx+O5ubnQEsHe5XI5PnpSqVTyL//lv8SHCf5hKpWC8S8IAs7dHR0dmFienZ1VVVUplco3b960tLQw7+OqJZfL0RTjJF5SUiLySPf398PhMEAE9PSJiYna2lqKDZJKoo8xv+BaI6uHaCqTyWg0qqur4RPCMLTb7SjP4vF4d3f3w4cP4/H44OBgOBz2+/1arRbePFYDfr8fnIfdRlVV1eLiYm9vL87URqNxe3sboiz9CwN3KBTq7u52uVxZWVl4Z5SWlo6Pj0OOMBgMPMbsflgMVFVVMSjrdDrSXeAobm9vkxcI74tOpaWlZXl5uaWlBc+B9vZ2mJDn5+fd3d3wF1wuF6zC4+NjzLfoH7Va7fLyMuVKJpORG7OxsXF+ft7V1QXXH8qiKLJmvW+xWIaHhxlB4GgQKsIxBGPC6/UeHR2hqiSP4tWrV42NjTT+p6en7IRYSOCUXVdXBwePQQ20RCKRkPeJFwwpVJzdCoWC5xlU32w2LywsaDSapaUlqtTu7m51dTWSuFu3bu3t7Y2MjHR1dcVisdu3b//yl7+USqU///nP//N//s8Y4lutVp/Pd/XqVbIySkpKMITb29vLycm5evUq1qY83mNjY319fT/88APesPv7+5OTk1lZWUgqnz9/fv369devXxsMhpqamlevXl29epUfxJZdNGdfX18nBVYQhIWFBfKhuBMEQcClpb+/3+12V1dXr6+vezyed95559tvv33//ffBwPnZjY0NaHcfffTR5OQk8ew6nc7v95vNZhiPBwcHly9f/s1vfkMgqyAIh4eHGxsbHR0dXq+3tLSU7LCcnJyvv/56a2urtrbWaDSWlZX99re/bWlpycnJef36tc/nu3nz5sTEBKtcjjCXy0X7wqO6vLxMvN3Z2VlnZyfWqTDCsBeAcwHLMZ1OkwPPtE1rj0gO8RwjBXz4/f196Bt4BXBgMXbgiiVK1La3t0Wg/uzsjKNTIpHAT4HbBd7DwhUglwJG3CbSfqRTJSUlBoMhnU6PjIwwTUIa0Ol0FGA6+HA4jAoQZpPyIlyTXQyDpsioJIDTZDLRLZ2fn7Mkw6IvKysL0NXtdjc2Ni4sLIDlYOTJ6dfc3MxpgzSOvcDGxgYodCQS4eRhGKivrydSwmKxEDWxsbGh0+lYGONFiiMSwE8ymXQ6nRix5efnYw7X2tq6srJCIZFIJBBx19bWqG319fWTk5OlpaVHR0fkYzPKpy6MA8UpU2T3ZC6sgpgjUxcG7uIWE8aQ9MLDPZPJKBQKShroFDtIytvp6SmKRHJIcB4Ae+DbmIXYdFLGsDJgBjg8PARU42+JieLQ4Cl+1E4s3mhQoL4DSMD3OT4+hoIEVsztKvrQnp+fSy0WC7AkT6/NZsvLyxsZGdna2mpqahoYGEgmk1DskLHjKnJ6ejo7O8ttXV9fH4lERH42cjeJRFJYWEgyUU5Ozps3b16/fg2nH2EAJD2o2zA2j4+P5+fn19bWHj9+nJ+fj6cdj186nf74448lEsnt27cLCwuLioqePHmyvb3NI6FSqZaXl/V6fVFR0cTEhMlkwvMdE2f24RjkBoPB1tbWs7Ozg4MDvV6PjhCUw2QySSQSPAxPT0/b2toymUxFRQU+T/v7+319faWlpV6vV6PRiPImh8OxsbFhtVqVSmVPTw+EIAyZyJM6PDwEw+zv72fngd3P69evq6urFxcXOzs7X7x4AQGdvNlLly6x0kdHCFSFT2Zzc3NHR4fFYuGSYo8ODA4G0NPTg86ajmRxcfH169cejwenFcbHs7Mz0awfjTa2Lyx1Xr9+PTw8TMjlyckJeaITExMDAwMgGE1NTWazGeBCo9GQNVFRUREOh+VyOaxdHBvg4xUVFeHeh5G9RqOBNYbN3osXL+LxOKRNs9k8NjaGAcr09DQq7NbW1mg0+uTJE6lUym7s2rVr//AP/1BYWNjf3+/1er/44gtULkajsbOzc2dnp6ioaHx83O129/f3GwyGoaGhq1ev/uM//iMnPnP52dnZ8+fPh4aGUD0WFRU1NzcPDAyMj4+fn5+Dc165coX+mgZOEITh4eH+/v4HDx7ga4gc2ePx0PAmEgm0sAcHBzgHud3uaDQ6Pj5eXV2N301FRcWjR48ISIE3LgjC1NTU3NzcT37yk48++ogWkDELt7CxsTFmCyR6d+/eNRgM9+7dI3WSbBxsOhQKRTgcRlX253/+57B1GMHhr92+fRsgxGq1vnjxArYnSVV7e3sIoLGq4IPDyJuZxuVykT+PcGVrawuHdELg8dTEtY6BI5FIgNZi0sTun3eh0+mgfXH75eTkEOklCAKsOtALDtlgMEhdSaVS/CBrSKJh2ZuwfT89PWXHVFZWhjWgXC6vrKzc3d1lB0RYCp0r4kWtVgveXlxcjFg+Pz+fMQDxCcduKpU6PDyUSCTFxcXo31UqFd/scDjgUbJElMlkm5ubWIDhiQ+8XF9fTyCjy+XCihI8ZmJigk6F9fbOzg4mtOw4EJyo1WpWpFarNRaLsY2CMuL1eukesOd1OBwymcztdhNUBcYDDFBTU8OTmJWVxZK4u7ubs6i3t7evrw9HmuzsbKT2uMbTIiAEECsll0XkBDFQvj16UlzFlWfmQrrKv6SIZmdnA+Mj5kEFhGUd4ByeD3t7e9y6jJuJi7hTiUSyu7tLMxe/SAQBzaYkKxQKkdvF/ptLkZOTQyoU3imsNsECQeB4d6iGiFKQX4Sx8Dxi+iafmpqqrKyENHh+fk6fBTJJ0Ed1dfXw8DDsqcXFRdHam2P3/Pxco9HMzc298847FE62FDU1NRsbGz6fD56e3W7H3IGlFLlCly9f3tvbczgcly9f3tzcLC0thWMGDOJyuUjqgF4kk8nKy8u7u7tDodDg4GBeXl4ymfyv//W/Dg4Okv/AVmB4eBi9o8vl0uv1jCxra2t8KnAlUqlUSUnJxsZGZ2cnYAKjADAClitEv0LA6+3txWUXfQ7GcouLi5WVlUxmGo0GkVAmk2lqakJrgawQjZTL5TKbzXNzcyjhBgYGkGSxlHI6nclkkvw1Uh5jsRiEC+4VpVLJuygrK8Ntsquri8CZ7e1tZvSCgoKRkRHkVgsLC1ardW1traenZ29vD4wC2ip0x9ra2suXL8MbLCsri0ajTLG9vb0jIyM6nW5iYgLb0uPjY8SCc3NzJAzjQZhIJETfAB5d7FgFQQiHwxUVFcwohPvwuQeDQfpBjNM4Fzwez/HxMfGrFMKtra38/PxkMvnTn/60pKTkz//8z//mb/7G4/G0tLRsb2//7//9v//sz/5MEIS1tTWHw9Hf39/b22s2m5eWlhobG3/zm9+0tLT8wR/8wW9/+1scztjco/GAJiMIQnl5+enp6dOnT/GDnZ2dbWtrY1EtUuEFQUALIWaEZTIZtVrd0NCgVqvJ7ZqZmeno6BAEgdWDIAjT09Mmk0nMpg6FQshvwuHw7u4ufqoPHjwAZRVzcnB7FwQB8SIZ7I2NjWVlZePj42xkGxsbiaUTBAEuK8xzt9ut1+u///77zc1NtVrNoL+1tQWQ43Q6/+Zv/ubGjRsSiQT3nGQyubS0pFarFxYWGFwQU9rtdhIXdDodAXmY346NjWH9odFoCFKWyWTAuVg3Q89B/svholarMWHZ2dnhs0YqyjXc2trCWAo+hEQi4QhTKpV43zD6aDQakaIpk8lYdtpsNqjR+fn5BODAjyXA5MWLFygNqKzCRcIiel+IneXl5ST86PX6eDyu1+shisNtUSgU5E/A8ADj4RhlNYOwgU88KysLTgBrFxalpGBSvejLNzc3EVIjOpTL5QUFBVQsHI68Xi/Ao9ls3tragqlUWloKTR0TWgzIWlpawDnB8Hju8DgjRUqtVkciEWbNeDw+PT3NRVYoFDAbIPqOjo5iRMq78/v9DN9wel0ul4gVUfzEsVJ4y0tWBGxFpwjJW36zb1Nnxf8kViAQC5lMVlJSwliCCauIVfDGIcdScaEyUSlhCYnMf0EQMF1KpVIIWliLpFKpvLw8kFvI2ODw3GysmfFsQpVArBs/mMlkoOkcHR1hJwfn4OzsTBqJRMrKykgY3t3dRdtks9mWl5fFtDy5XN7d3Y32oLa2tqioCGseopfa29vPz88vX76MAN9ut5eWliIaCQQCV69eZf7lzOrt7Y1EIm1tbU6n02w2j46Ojo+PZ2dnA9vShRFXi5Slo6Ojra0NQjy+vV6v9ze/+Q0WIXNzc3l5eUtLSzMzM5ikFBYWDg4OymQyo9E4MDBgtVqxpS0qKnI4HFyvpqam/f19t9udlZW1u7sLRQIiJbZ8BQUFaBii0WgsFistLV1fX4fuzClQVVVVV1cHoMrq2O124zcEgJBIJGZmZvb392tra69du7aysoKzORsRvV4/MzOztbV15coVEgmwZY/H45xKKpWqqqoKOTD+ha2trfPz8wAgzARSqbS4uBgTBiJBFhYW2trarFbrzMwM3TG+aECUhCH4/X6MiqamppxOJ52UGLYACCMq+WQyGS3e6enp3t6eRCJZWFjw+/3l5eXY0EPHxcqHtStLJnphjEsqKirIbDo4OIArgSgzFouxMNbr9ZcvXy4uLoZHzcZLr9cTg8Oa86OPPqIVKCsro2R6PB5SM+fn51dXV9EObWxs4Kh8eHj485//HH8MxkRmSkEQkPAajcaampqbN2+q1eqpqSmRwyzqVsVvTqfT7FcEQcAb4ezsbGtrq6am5vHjx5TMpaUlTJvhzfMXJycnwdjT6fTDhw9xc8zPz7dYLB9++CGClvn5eS4Ojz1/xeVytbe34waXSqVu3br1448/Ypn24MEDvgfK9IsXL1jVsNsGhiVp6/j4+NatW7m5uUVFRTdu3OCY+PHHHzUajcVi4d+QoHLz5k2DwUD+D2FBi4uL5BVXV1f7fD4CCfLy8jY2Nk5PT1mLsL/U6/WpVIr3cnR0xEOEMpvv5CGCAMKHi86B5wjbE3TMgHjHx8fokj0eD8ypgoICnBfdbvf+/j5ZIihneNlwXGHMaTSavLy82tpauVzO44Y5u8FgUCgUdXV1d+7cAV5GuYv/jlar5WnSarXsO/kG3P7YbgKBptNpNlu0DkRuiWk/+fn5Ozs7nAk442Nlx0oIiRSsIp/PxxKnoqICvzByh9bX161WK/KPpaUlrVbr9Xo7OzvlcjnyRALAcSYRmwzxQ6eukxvvdDrZF+7v74uqLeQAdPbAxazG8/LyQJjgalCJGTQzFx54wgUViA0i9yGz+Nt1VKyX/BuuFSMgFZT2AlgVEjU0eLaVlNW9vb3d3V0mYxhDgPkUSJoP2KDoVtH5iEMtqDtILGRaAAOlUqnRaCi3CM2ZZaEUZTIZNJZ0rvyIOGviYYCMUJrJZBh7odcDVZFYaTabS0tLmfpPTk5w+aG7XF1dPTo6unz5ssFgWFhYwF3I7Xar1WpCFtGxvPvuu4iFaZpwYWVSKSsre/PmjU6n6+vrIxlxcnIS50kU7vRTGxsbr169wm3r008//dWvfgXy0NfXh1UQ23vm3aqqquXl5devX9fV1RkMhpcvX2IECkcDfVVjYyOYAAGtaHQqKyuXlpbw1WRmWl9fTyQSpaWlzc3N3GSilxB28ywgaQUIV2EJmpWVxfRQXFyMGvLly5ewBqxWa0tLy+bmJhqPUCiEPxkNDp0dK8OnT59SEVnsse9Bb86nTnDg6ekpxVImkz1+/Li5ubmgoGBmZgb2Vn5+PhN5VlbW8vIyZRgga3V1taamhhXs8fExiq5kMjk3N+d2u69du0ZKBqAcAn+Xy4XKEzsVBOa7u7s7OzuEkEDXps1nd4XOaWNjIxaLNTU1GY3GqqqqqqoqmUx2fn5Onh+rr5WVlTdv3mxsbKAk6+7uNhgMKysrL1++tFqtX3/99XfffQe3AquUX/3qV5OTk0dHR7AxcUInOUSpVL5+/fr+/fsgNlVVVQ0NDa9fv04kEj/++KM4zyEAGBkZWVxc7Orqevz4MZMlS8pnz56trq7iMckuWRCElZUVv98/PT3NRRAEAe91QRCam5sRk5SXl1++fFmr1W5ubnZ3d6MXmp6e/uCDDxoaGrRarag/4au4uFihUPAvZ2dnFxcXGUpCoZDVajUajcS9NTU14U4g/ng6nX758iXslZqamqmpqba2toaGhmvXrv3+979XqVSTk5OxWAwcFWUktL6Dg4PJycmJiYm2tjaUlLOzs+FwGOkFUtrDw8Py8nKPx6NSqQKBwM7ODgLuvLw8nU7X1NTk9XphmSWTydLSUjx7IZJg0APdgZh0oJ2cnByYugaDwWAw8LMIBDOZTCAQgAUKi1sQhJ6eHuAHnU5HZ6DVamH7A1dg4RmNRufn53/zm99IJBKtVqtQKHp6eurr61kceL1eXAiCwSA2IwB6Ozs7LBRCoRBgOFMFG1a5XJ5OpwOBAO5rgiAw+oANMM/hB6JQKNjG4YqFXYxKpZqfnyeigBYQziAeWzk5OSybCXydm5ujFlJR2tvbkWHgNJvJZIDxxA8IFAEvmsPDw7q6OtTn0BrojRDNV1RU1NbWHh4elpWVYbhhMBgw356amuLpXlpaYr4kIIEcZkEQaILxQ+aLmif+X+lbrknSC1ta6cXX298pfr84mNKFwCLGQgG/cTHY5OTkJC8vD1sDiUTCvon2iOoI4wkMFhwO4F18MVhbMAudnJygs6fyUez45QxIx8fHON2zm+NmYw6OXyQZQMcFijg7O5N8/vnnra2tCJwjkUhHRwd0dvZqoPwYPff09LA1YcdutVrJeQcZhyOaTCYHBwfhvu/u7sI1EAQBdlZzc/Pw8HBWVhZWYdxh6+vrOp1ua2sLvTn31s7ODnsIs9mMcouMEXaorD/T6bTNZsNMDpl8dXU1DTIjUSKR6OzspG51dHQATMHoOTs7oyXkjR8fH2ObYDKZxJtmdnYW2SLQ7sLCAufO+vo6tuYymWx1dRXpIShWfn7+5uYmDzDe94IgsBU+PDwkdF6n0/FXKDZUFyaY6upqViyQa+RyOQutxcVF/HLpABC6UfgzmQzO7DMzM11dXagLmFbh18GEJNYULKi0tJS5+cqVKz/88API7Y0bN9Cqh8PhxsbGo6Oj8fFxmMkQhVhHcaDzeUGBAwZIJBJkW5aWlmINg8oFY2tW1Dk5OVtbWxaLRa1Wc21dLtfNmzdxmdFoNMvLy1ggFRYWomRVKpX7+/t6vV6tVnd2dtrtdlzOt7e329vbt7e3S0pKPB6P3W6nA8BCs6OjY2Nj44svvuCJhdoTDAb1ev3c3FwkErlx48b9+/evXLmiVqs3Nze3t7evXr0Kw7C5uZmIiR9//BGjdkEQHj58+MEHH7x8+ZJZkw9rbm4O41ZshGtra3F6ysrK8nq9MHW/+eYblUrV1dXFVoLNgkjZhZvAAAdn7auvvvrss89mZmbA/fDhvHnz5qNHj7Kysm7cuPHll1/+yZ/8yQ8//NDV1cVujK5oc3MTi5x4PP7rX//67Oyst7eXdhPg/d133yVTzGq1hkIhFFlXrlx5/PgxZjF9fX2zs7P4AfHMwoUB1IKgMTU1RfgaAxx202azmbWoXC4/ODjIysrCepvbICcnJxKJEJhMHg5dIJZviHdhM8bjcfag/LnT01OUeURu0VCy9ML98fDwEAiEuL1EIpFMJq9cuQJ0STuoUCiYJDDLJKWZGAai/VhFORwOPH7ZbFEtJBIJSVUUWplMxmxEpcSGDVRQdpFQu7+/D/VJ9FSpqKjAXIJBorKykvqBcxn+WaFQyGKxgEbCGUTZDJOOSZruCt0IbpGkPzkcDlx14vE4hOTCwkL2RLu7u7AlTk5ONjc3c3JyWlpaAoEAkm6LxQIzKxqNBoNBlN9oeKg9OIETxEYtZMcvMoMonJl/aqonuUjcTF14BvGd4reJ0ycydxhMgiAcHx9XVlYSEeH3+wsLC3EoRFzEZIn5PhQwQRAKCwuj0SggwcHBAVpEBgmOLNbM3JbwbGhr+BxPT0/Z0DNQgkhzx+KPyB9lBcu+UyqV8rnLzWbz7u4ufoZ4sZaVlc3MzND1EHmRTqehyzc0NFgslomJCe5mnItv3LgxMjLyzjvvSKXStra2N2/eSCQSwla42ywWC5UV3djVq1cnJiZwn+LEFIUTbCM4r+Fq37hxA+6l1+u9devWyspKS0vL8PBwXV3dixcvsBFIJBLd3d0I2rjvnU4nXVU4HJ6ZmTk7O8OCh8P94OCAkYJdI/ZGsAqnp6fNZjPcIsI0sLNCkgVKQDFjp1hQUIAjT1dX1+7uLtQMbHrQzO3s7BDPy2eJ+wnkHWIL2YhQfjCKxHM5FouFw2GEYkjrqOXQNNhk4ISCb5lOp2NZpVKp9vf3WbqAgSNHwRidO4DQ5idPnkA5Q2mDaF2j0czMzCDWhKNB8JDf74dqWFxcvLKyAhSPB9vh4SF0yvr6elzOkcBKJJLV1dXS0lLk6qyZkbRKJBKNRrO9vb24uJidnY3Gpq6urra2dmpqilYRU0afz2exWIqLi7lV5HL51tYWJtdqtfrBgweJRKKmpgbWDH5MnZ2dhB/t7u42NjZev37dbrc3NDR8//3377333uzsrCAIt27dAnLxeDxDQ0PHx8eBQABjCqg9t2/fZkOxv7//wQcfCIJw7dq158+fHxwc3Lp1a39/v7u7+/79+x0dHRUVFVgiNDY2Tk5Odnd3l5aWQle+fv06Lruolk0m0/b2tiAI3333XU5Ojk6n02g0k5OTP/3pT3/zm99YLBapVIqbx29/+1tY+J988sl3332XSqU++OCDsbExm80WCASGhoY4jBYXFx88eGC1Wi9duoTJ4vz8vNVqJambfX8oFCovL3/48OH+/v4XX3yxvLzs8Xj0er3RaOTDJRnD7/d3dXVBXMrLywuHw1qt9tmzZ5Ci2bBw+nOSplIp9n9SqfT4+LiiogJElPERhEkqleJqAqoJPfvs7AzqJoVZpVLRBXI8yeVyMgYaGhqWl5fr6uoAKqlh5H/RJUskEkARVmJYa5EoSRmrrq6ORqMAoSzRAaXwBaNrh9aHaTZRpiigaGJOT0/fvHkD1Rk/JkBLsEQEfOzVgKAheTI900OTO314eNjQ0ACEBls4KysrnU5brVacq5mcvF4v03ltba2YdYqRLNGPCBnJ1ZBKpWxeY7EYAgev18uuBLoTpD9IXoIgcCCbTKbV1VW8ajnz+c00LlKptKysDGiX+FvaAt4gzJ23mbHCBceH5kz4f+xn+WdRxykOnewO4ekwGJycnCDAhSiKVxSsC5oA1P/YVAmCAKtRHE9RiSDmzmQyYuMlYq2i2oSPiSsZj8cB0gAsMxdeu8y1PMJ0BjRzIsgs+Xf/7t+1tbX9+OOP+fn5jY2NzIhYnIOSJZNJPl3keqlUqrm5+eXLl6TFFhQUIGTMy8ubmJiw2Wy4QZaUlMzOzl6+fPnZs2fYUmxsbBiNxkgkAsq0urqq0+moGdPT0+wJJBJJfX09am54yXfv3v3yyy97enra2tr+/u//XqlUiqmWOzs7k5OTly5d2tnZcbvdlZWVLDCQlIyNjTHDsWCj69zd3e3s7MxkMsvLy+L45fP5ELoeHByUl5czK+h0ulgsxtgaiUQYagOBAMGZWVlZ2MCura21tbURmMXuU6PR9Pb2wqKCggiWxfdT/wg+BFAdHh6+fv06fWVZWdnW1paYqTk5Odnf3w+IxM2E9SsLyPLycnrMxsbGly9fQrXglKmrq4NCjAsP9g55eXlNTU0rKytGo3Fubq61tRXLHggR2ApC4WHCAMpYXFyEq310dFRSUoJGG6tlzkEUvSwJEO+r1WooyqDiNJJ1dXWZTMbj8eAndX5+jq+Q3++/evWq1+vd2dlpaGggA0Cr1SaTydraWpPJBEl4cHBwcnJyaGhIVIx0dXW9ePGCFQAG+k6ns7q6urGx8dGjR+++++729jbUQSDWUCg0MDBwcnLy8uXL1tZWAqeCwWB1dTV30Q8//GA0GqE+3b9/n/AmgPHHjx/zRPT09ABFqFSq7777rqysDBNRuDzPnj27ceOGiEoxSiJLePjwYUNDAz1BOBzOzc3t6+uDFsHX9vZ2RUXF7OwsMeDow8RzB7Tm4OAgFAqx5l9bW5udncUqGVbk7u7uZ599plKpNjY2SktL/9f/+l/Z2dnd3d0bGxs9PT0ej4fenHb78PCwoKAAQtPExERnZ+fo6CiGAEajEdalUql8/PhxcXGxKGtDp49rI3ExgiAEg0EO61AoFIvFYLFyRBYUFEAlhQsGzRAnVVBQiAWitI4NCDhWKBTCaaG0tBQfK6lUyuSRn58P/J5IJHB7hnEGKY92k7ALtjl5eXlE4xEzF4lEpFJpTU2NXq+3Wq2rq6ss79neMZpj+SIIQmVlJUHczF6Ki2BIQRDAbNMXHqdwblFY2mw2KBTFxcU8O6RClZWVLSws1NTU6HQ6HDwoujqdbmFhobCwEA7j+fm5SqVisUpqGxahECYITywvL3e73bA9nE4n9R65PPzExsbG/f19n8/X1tbm9/vTF2Zn0EoNBgM2alqtlmmeXhzVjdvtBioQVRzi0l14K1BTnCmFC/GJWCDF+ZKqQ72RXHggQNdQqVSiwAMFJwQCUNmioqJgMMiZyURIhUaHo1arWfTy28BOcV8BOT85OUFqwonEBEmvCZuViQiKeCQSwRaR308PoVKpYBup1WpMH9lMn5ycSNPpNA0aPEmv14uZxeLiIswudBomkyk7O5uww0Ag8M4775C3hcMckHF/f//h4WFxcXFDQ0MwGLxz587p6Sm/Nh6PY+nCGuz169fNzc04rYDsn52dQXDQaDTvvPMOJ9QHH3zw4MEDmUzW2dnp8/k+/PBDjBPZyW9sbMAog52ENwqY55MnT5LJZEdHR15eHksy7AXeffddYuVbWlqouyy3KyoqADOj0Wg4HMaNAS1KYWHhjRs3cPVsbm6GnDY9Pb2yshKNRouLi1nootygTPr9fuKUuYfq6uqIueCOZG4eHBwEAdDr9S9evPD7/bgm+f1+wkN2d3f7+/tpYhobGwllxFEMDh6yH0EQxO6ssrIyk8ngVI7DAKRHmgOdTjc3N4fj3Y0bN7BEb2hoaGxsJKktJydncnIShzMOAm6prq4ujir667q6OoiLGo0GhVxJSUksFmNWq66uLikpaW5ulkgkNpsNNzuz2YwRBPZUGJwCPSmVyq2trb6+PvpKiURy/fr18/PzysrK3t5exqBbt249efJkeXnZ4XD09fV9++23Z2dnX375ZTqd/uUvf7mysoIkIBgMOhwOv9///vvvf//992azubi4eGZmBsbHzZs3R0dHwQCRpuTl5dXV1T169OjSpUsTExNDQ0NNTU3crp2dnW1tbUSjP3/+nBDsnp4eJmnQvI8//rinp6e1tbWrqwtF+Y0bNxAXLS8vO51OglDwc+/o6AD3k0qlVqt1YGAAq2FBEL7++mtgD0EQLBYLzzl2X8vLy3wP7k4Gg4FVenFxcVVV1cDAQDQa/fTTT7/44gtC4jgLgKxTqdRnn31GO89q4NWrV6WlpeFw2G63j4+PT01NES+VTqcfP34MsYIef21tbWZmZnNz88qVK1KplOTw6upqj8fDTCaaMxweHkJ9SKfTfKyodRESsMTC4VYcSrRaLZIbAuOYxZHYKhQKusa1tTWRvbmzswMP8fj4GGH71tYW72t6ehpMBe80vOAPDg7wGFGpVJhKAhgUFBQ0NjYODg42NDS0t7fTYsIg1Wq1RP92dnbCkclkMtgj4Ed4dHSEEBZcgQmJM5qiAiUQQ0pUEJz+GxsbwWCQlGKVShUKhRiFR0dHIcyDXbMhwue9uLiYIYRXiPlleXk5BCUS9PALYwMikUj4Zoan/Px80Y9Jp9Ohe1ar1agy2Bwzq2CCBpsmLy+PqQvjIWKzuPeA66X/1FdWXHOCwAkXqSPCWwxbaicTnqhF4cdhJNGmME3SaaFgFAQBlQ64MReWPp6tBCg6DYdCoWCsRGfIPpI7CsJ8aWmpRCKJRqOonkTKDyA/0yenKNZ6crkcH3z45OJ8jKkFgKi0oaFhZ2enqqrq8PBwa2urpaUF3Ia+UqfT1dbWOhwOiUQyNzen1Wpv3bpFPeAbsrKykAHl5uai0oUvenJysrOzA7kDN/bS0lK3211YWBgIBIgyKC0t9fl8GKPL5XK73U6euFqtJhOAwVylUj18+HB3d/e3v/0tlh+vXr1aX1+HtY+f+OLiYltb297ens/nGxoakslkVqt1aWnJ5XIdHh6itSBqDoHd5uYmUyMjP+PU3NxcLBazWCys1jKZTCwWi0ajdrudZvb4+BhfK6i2sMZxbS0uLrbZbNzHwoUwAFhya2tLKpV6PB6DwcAaQyKRPH/+PBwOT01NabVaDHQ2Nzenp6d7enqam5uZj6FXYEgEfKpQKLjVDAbD6uoqWbLsj0ngU6vVWq2W51Cj0cTjcavVitNKSUmJxWJpbm5OJBJwN0i6htyEr3dDQwPqw4ODA/aUkLwJfUWrND09DUxxeHjY3NwsCAIuXPSPdO6hUAi2fTQaBYLj7ctkMoPB4PP5VlZWKioqaBJra2vX19cBBgkyI5rY7/c7nU6s8NfX15uamp49e/bll19i9//RRx8lk0nMspeWlu7fv69SqWw2Gy5IH330UTQaLSoq6ujogILx+PHjgYGB4+Pjd999Nzc3FzEJ+aDDw8M9PT0oIu7fv7+4uAgE19jYKAjC9evXXS4XrgJigtj/xXew2WyILqgBTU1NcF7YTY6OjkokEuyEaL8EQWhtbX3x4kUgEGhqaorFYgMDAwSMw799/PixUqlsamri9ysu4lba29sppaxhDg4OvvzySzBSYsk5znJzc4eGhr7//vuysjIczFUqlU6nm5ycTCaTeBsFAgGe08LCwpaWFplM1tzc3NbWtrS0hDvVwcHBxsZGeXm5y+Xq7e3NZDJICWES7OzsIP1CVh+NRmnMfT7f/v4+Yic2UmCJW1tbBGPBdcQ8vaKigupIAA4aA6ZhKG8MGazz8ROvrq622Wzch/QiIyMj6CvI3D45OcnNzYWrXFNT4/f7UW6Mjo7iBtzd3S2Xy7u6upaXl5eXl1kkMVt4vd54PI6stre3FxsTqCsiu5vhA3pIKBQqKChAdB6JRMrLy3mceU5RgUMDzFxk86EXgjDh9XrZhcNNpUbCI2FXEo/H2WXgpkJ/z373/Px8fX0djz341Q0NDRKJhAxzmpWdnR2+Z2dnh6FfEATARrlcjoqJHdb29jZ8eCZ+wC2QZJbufBCIczj/xb2mqDyhaRMBEulbGZyyt0I6xVOFaYp2mZEdKrWoY4GwikMstKzMhXUGjAeEpIDMTJ/gGUdHR2AhfBAEA0D1YnTBclWpVEokkkQigdS4pKSEgUQczHjLOBsAyDMfSqEelZSUIGoOh8MIeJHqLy8vBwKBnp4eMOIXL17Mzc35fD6C7/EwzGQyeXl5eXl5W1tbHIUGgwFOGtz6hoaGhYUF6Hytra29vb1s17i+dXV1gUCgvb29urqa4eP169d/8id/kk6niQfq6OigjS0rK/P7/S9evEBBYTKZ6D6SyaRarU4mk5ubm3V1dTMzM8jbLRZLUVFRSUmJ1Wq12Wyo2XJycgYHB1k2EMgASgMVKBKJ2O12brtYLAYhQi6XU/jX19fJGsRY2WAwYJWJzZVSqfT7/YODg3z/+Pj4w4cPgWT5X6TQh4eHSPV5VWTLYFjV0tIyMjLidDrPz8/B0w4PD09OTqCYknYkCEJRUVFpaWlPTw/yR4lEgi/a3Nzc8PDwwsLC8PAwdjmUf5VK1dTURC2cmpra2dnxeDzNzc2rq6t0VRjbhkIhAlLgSnDYkfbMZBAIBDg7gFlaW1sjkQjBPQ0NDZwjeLiDigDkAvz29vbKZDKedovFwuYb4RDGAh6Ph6YeM3273T4/P8+WvaamxmAwDA4O4jEUjUa7u7vX19dzcnLu3LlDQ/3OO+/I5XK/3/83f/M3ly5dEgRhbm5OrGp4i7DeZhzEyCaTyQwODmJSiHPQ9evXMXUSBGF0dJQfN5vNL168ePbs2Ycffmi320Oh0OTk5O7u7tuFs6SkBKU/4+DCwgIMRrvdfufOHZ5hj8dD0Cw/Arm3vr6eHdLq6qrT6cRUiJmYl/rmzRu9Xs9sh0Lx6dOnUqm0vLzcarW2tbXt7+9vbm7+7d/+7ePHjwHYaQ2RHJCLjgs0EbZgia2trdBcd3Z2MJHPZDJv3ryxWq2wkZkvCbVG50NYOstLkPnS0lJI0SyBsHFh35+bm0tTj4tISUkJjzyrCjiukIBwUGHIhtfK6hF+O2eZRCKh60qn0whaCCyCVVRWVpaXl0eDhS12VVUVsqWsrCz8oQKBwPb29vz8PO4obPd5zGmCnU5nOp2GqcB0kkqlGFspq6FQiEYQbBnzASZOQGB2wJC6cUSBipKfn486BccA+tpoNMqiFEEFayN6BZTZ+LYDib8tG8X1DUloUVERROJAIBAKhVDrM2zU19f7/X5abWws+b/QZNLp9NbWFnJSmUzW2toK3gtcrNfrKV2oNSiTrD+Ft9Qm4vKSIkoDJFZHyVuetMyaoKycqKwtU6kUdyN/LplMipLig4MDvoHXgHwT50Xqrqh/xeed+gfOjL2iGMG0v7+PawHyErQlUGc5qZjOgRB2dnaojplMhg4JowJcOPjopXt7e/SPa2troVDI7/dfunTJ7/fjHIsvMAzskpKSgYEBm81GV1JWVuZwON68edPR0fHdd98xHUokEjE6HHVdQ0MDccqDg4OdnZ0HBwfj4+Ozs7Ps5HZ3d9fX17OysnZ2dvgUj46OYPZfunQJHNVqtTY3NzNc//73vyceAbe8kpISBDNGo5GNHaYYOEJxsm9uboZCIRa8GGdHIpFgMCiRSOBky2QyiCfcGTabjWN0ZWUFR2MM0ghREde65DeFQqGtrS2z2ez1emFS5OfnZ2dnJxIJck7wKJdIJCsrK1hs9/X1sUubnZ212+0SiaS8vJznZ3JyEsE7nY5GoyksLPT5fDj34js/OjqanZ09NTXF50XpKi4uXltby8nJMRgMRUVFBQUFzKnr6+vMxASIymQyrVYLHBqPx1GjkidDk4gxr9FoBEflRmSBColREASr1YrrGCzr84vcEkpae3s7k30sFgP2KS4udjqdeBpDMZfL5R0dHfRnlZWVAwMDOzs7WVlZ29vbZWVl77///tra2rvvvksuoNFo3Nvbu379OoRAs9n8+vXr6elpj8dz6dKlb7/9Fv728fHx0NCQy+X6oz/6o3A4zLi/vr4+PT197949QRDef/99hUKBNfzJyYnD4RAEAfsYpVJZVlZWVVUVjUaHh4cxJRCxKb6sVuuNGzempqbAJHNzc0dGRgRBgP/FF66KrCGo3JWVlWgxs7KyZmdnq6qqkGkJggDjjEw6WuN/9s/+2dHREXVdbEcEQfB6vcSNcXs8f/78ypUrSPTa2tr4xP/1v/7X9fX1H3zwweLiYjqdPjg4GBoa+uM//uO8vDyj0fjo0aPKysp4PP7BBx8wLkxOTjocjjt37uzv73d1deXk5Gg0GtRsHBnNzc0NDQ14V4Fpc9wTWY/bNURNlJe4iuPyX1paiicAHsXZ2dmwfjjCqB/MBOBsDMdsVZGdEI3CQIBk1u/3V1dXX7lyZXx8nJUkQF9RUdGlS5daW1uh4xL3i78r2B0neDAYrKysxKCYuGyeLMy2CKzNyclBbJZKpcRFFwkEVETGDoQNKpUKeSiNIGexXq/HNJSISjTrWCjgC7i9vY1b5+LiImp9dtg0o7xgdg0UGLxHBEHAlRf3OJQzrMbo8kl8QguO8EF0j5PJZPX19dD4AbEymYxWq9VqtV1dXbzxysrK7OxsyrxMJsOJjDImqkTQvUgkErFwZt7KPGHufLt2UiMpouK/ESm1/HK1Ws3SJzc3F2clJnvqJU4aLIwODw9RmLC8pLtCZS6TyZCWnp2dceCA6CKa4jOVSCSEXkCEFjFnoHtQWWoQQC5cCrzSeOOUz/+/b/j3//7f47lAQAE3ARG7jAU7OzuY+OF2gTfmwMAArQ28WWj6S0tL+Lvy5tva2jBZffXqlUqlwgfO6XQmEonGxkaJROJyudjb8W8Y8DUazeDg4MTExNHR0bVr14aHhy9fvry0tAQ8uLa2RlI0UbrYCZWWlkYiEeipACPEhbL8yMnJqa6uXl5eTiaTjY2No6OjDQ0Nq6urubm5jY2Nr1+/xucerZLVakWVcXp6arPZgDV+/PHHd95558mTJ/CAfD5fXV1dYWEhBcnlcsEyRWzucDji8XhPTw//HqI8BZvthUqlIjOP5AH2suAGm5uboIjhcLipqSmRSLx+/ZrzVyqVYm+0ublptVoXFxfRC0kkEqBU4HjuDOSYh4eH9OZ5eXn7+/uQ7yHiswdl6u3v78e2d2xsTCqVIqTLy8tzu92sacPhMAtUTF5oD4kXBeLIZDK0Vkja8SvOzs4OBAJoY+LxOPnGcFVKSkpAkkGrwJ2QMxUUFFy9elUqlZaUlABgFhcX3759u6amZnd3NxAI/N3f/R1Mn/7+/q2tLeR9UEAxd8xkMpWVlUxsgiAMDw/bbDawKfFrdXUVjoyYUHF+fv7kyZPKysrGxka73b6xsUH419ramtFohGpLy5VOp99//30mDEEQnjx5YjAYWJOI5XZtbQ2390ePHsnl8oaGBmx4X716defOne3t7ezsbKfT2dra+uOPPw4ODj558qS9vb2oqGhvb89kMrGYQe6yuLhYX18fCARUKpVer9/Y2GCR/ObNm/7+frghcK94yw8fPnS5XHfu3Hnw4IFCoejs7NRqtXQPsVisu7s7kUjwJ8Clf/e73yFKnpmZodk9PDwkykaj0bx580ahULS0tECMx59SEAQ2i0qlUqfTYbITiUROT085vMrLy6GfyGQywFtGAaal8vLyk5MT1CPpdJr6JLxF0KX6wt+BxAGqnJWV1dnZCQmZ/8uybXd3t6OjY3V1tbCwEJHJ+vr61atXt7e3t7a2ZDIZoiAI/wTtwV6emZmZm5uDWXN2dnZ2dlZXV7e9vc32kTpKmC7nMlIThjzCitFwE6AEGU0qleIUSLa8yIDb3t5mMYkzLY1mKpWyWCxw2XB1hxabn58P0YHcDy47VBQmS+KS2IsxHrD5wkOYQaq9vR3zbdKII5EIh0xDQwP2liBMEokEvAGhTiQSOT8/n56eZizGrYKaJ85bzIuiAQIHAv+XQVN8OsThUuQHsXcE7RQ5QVKptKCgAIUPngYwtkBlJRcZZLwMuMRwIGQyGf0T7OXT09OioiLGX3aQGCUShJ6dnc2Ai+QG2AOPM14zzQFkbM6EvLw8tp7iFo/1gbS6urqsrAxslng8uVyOltxqtc7Pz9fV1aEJraysLCoqOjo6Ki8vTyaTYD5sQ3t6el68eMH2i9Bji8UyPj4Ot7Cnp2dwcPD4+Njj8VgslrKyMrfbDVRyeHh46dKlgYEBrVaLs4bRaFxeXs7Nzb1z587s7CyHo1wuX15e/vrrrynqMpnMZrNtb2+DPLhcLgRPMNTBNjs6Orq7u1taWmDi5eTkYLGh0+kWFxcHBgYKCgpGR0dramoYNeBYi32c2F6BZQmC0NHR0dHRAXHU4/HQoczPz5OLQslkl8m+mjQis9mM8IazAHLQwsKCWq2uqak5Pz+nw8rPz0eLNj4+joLqxYsXMzMzt27dSqVSExMTU1NTjCyZTAYSfCwWm56ehq68v7+PTvz09BQLhWQyaTQayX4CS4BLTSOPaTidjc/nY3nQ1dVVXl6em5sL9a6jo4NlamlpKdMzGuFkMom/gdFopJECEyODlxYbOzedTkcebyqVInwRFYRCoeAQIZNErVabTCadTnf37t3Lly9LJJLHjx8fHBzQ2bEC+Nu//dvj4+Pa2tqf/OQnXV1dX3zxhUqleu+99/R6PT3vZ599Vlxc3NbW5vF4YFG+fPlSEIT+/n4k4dhaTk5O7u3tgT2SBAfQmk6nh4aGKDwNDQ3vv/8+EC7ZKcT79PX1Xb9+nR/kUNja2nrnnXeamppMJhMTJF9Op5N/uHXrFv6i33//fV5eHpli4DoWi0WlUtXX14+Pj/f396dSKeIBZDLZ8vLy7373O+Qu3E5VVVW5ubnYu2DjjBHu69evBUFAFMtUajQaf/7znw8PD/MjW1tb6JJ7e3vv3LmDLOT+/fvffPMNPVkmkzGbzQ6Hg21rbm4uiccwzHHtALeAaudyuajf8A9FSz8aTUj8fLickoSHMIUXFRXBEkcdIdpFoQTgpAP/B+JCOTY/P08kEX22IAhLS0t2u93r9S4tLc3Nzc3NzcESQI51dHRkMpmA0IqLiwsKCg4ODnArq6uro/Gdn59/+fIl3K54PM4vPD8/BzMDywV5MpvNcNfpEdPpdDQaRbEAIi2XyzkDSZ+GetrQ0IBpA7/k/Py8uLi4vLw8EAhgYlVRUVFeXg45y2QyweqsqanBNJG+XByqsCVaWFhgmBEEAS0jcCJiFYY23PjS6TQDulKpBO5CCwd8JZPJXC7X2dlZNBotLS1VqVSLi4tFRUUej4fsmp2dHSBQumfU6viB08cw5TOQiH4FFBX6eEopNTJ14efOv0ePBEjLj2OKAl2D7xeXjpx4EDyBiOjdU6kUbB3OHFDrs7MzmPwMlzKZzGg0gmZTYjOZDEFj2FkcHR0x9tD6g6ZQHWHhiiIiaj/MKY5KqVKphB7JdaekIwmKxWJXr16dmpqanp4uLCw8PT0liTedTq+urtbX16fTaUC2jY2NVCq1srJit9tB9rl8LpdrdXXVbrc/e/YsEAi43e7R0dGSkpLt7e3W1tYbN27g8T8/P69UKjc3Nz/66KOmpibonRgZ5+fn22w2tHcffvihx+NJpVJOp3Nra6u4uBjdiGgpNzMzI5VKx8fHr1y5MjU1hW10IBC4fPlyQUEBD3wikTAajSMjI2azub+/X6PRwEbxeDw2m40OsaamJjs7+/nz5yRRLC8vs1LyeDzImYl8gagNvJ7JZOx2++joqMFguHbt2vz8/PHxMT4A09PTDQ0NV69e5TmBlgwSwkL3zZs3RMJaLJbe3l6lUnnt2jVALe4qjUbT0NBQVFTkdDovX77c1tbW1NTkcrlycnKoSdgk8rnwTHLrY265traGOMHhcCwsLOBJlMlkqqurScISGVvxeJzMSzpr3BjoTrq6upqbm2E6sCeYmpry+XyZTKa2thZeSTwehxCkUCgODg4ODg5gvgWDwWAw6HQ6LRYLqoOWlhbYrRKJ5MaNG5lMZnt7+8mTJ2z7a2tr4THW19drNBqtVptIJBYXF+/du1dTUwNrY21tze/3379/3+Vy4XIiCMLh4SHAV0FBwbVr10KhkFwuf/nyJZ01CjYsora2trBQR7FDo8MxKgjC5ubm3bt3j46OhoaGkJOyuuaZ4bIwvgQCAVzu2traON9DodCdO3d4FgRBwIGZKgvTp6urSyqVTk1NvXr1qr6+/t1339Xr9Q6Hw2KxcFIkEok/+IM/4JXwt/AFhbh3//59gj9//etfE+3X29v7u9/9zuFwKJXK8vLy3//+9x999FFZWVkikbh8+fKLFy8gps7MzNjtdtFhinV4f39/cXFxZWWlaM+G32kqlcJsGV9Mig39JcWsrq4uLy+PKGY80EkS1Ov1lEmO8tzcXNBCRiVmFAIGlEolSlCWIJAv8CBMpVLwQtfX18F1WTRCScUORaFQcBYxT0il0kAgsLy8jG0ZTHVQNXzNwK4PDw+xuvR6vcidISXp9frj4+P6+nrYPYwauGDiVkPI4tnZGUctZyuyHPzYotFoJBKRyWS0qtz5or0OvDNQU+ZF4vyMRuP8/HxVVdX5+TnI5NnZGUOLRqOh8zAajT6fr6qqymQyHR4eVlZWbm5u8o4QkkKrTCQSiHwkEkl2dnY0GsUZW6/Xk4hQU1ND+An0JblcvrS0BGOAxr2mpkbMnGGUhxYqLiPZHGG5JxZLrhUHPlXnbc0JfBz5hTkoCASGO9Q2ihOeRHxAKPW5dHCR3uZgi2RG6jqsYLbXPJ6o2jCFYIhnlKIno+9hlwz8wFb7/Pwc0xvRwF2hUDCb8n7p8rk+kr/8y7/kRaBKLCwsdDgcvFsKDGIMHq3NzU1CLuPx+NbWFuEnr1+/5mVZrVaHw4F3Yl9fXyAQcDqdly5dQspSUFBAQDytE/Ivr9e7vr5eVFTEMvYv//Ivy8vLg8EgU6Ber0+n09PT03q9/vnz53q9XqFQLC4uxmKx/f19DApKSkoWFxcxTWaNh7xvZGQEFiX1PhAIEOO3srJSW1trNptfvnyJrrG3txcLWXaxWGtieYNH1/n5OUyi9fV1SASMICTkFRYWov48OjoixoQDa2dn5+bNm4eHh6gInE5nTU3N4uIihjstLS0+n8/tdqPMPT8/Ly8v39nZKS4uzs3NPTg4sFqtU1NTubm529vbQ0NDbrcbeGd/fx9rePwNYPZKJJKsrCyn04nYHKN5xN3RaDSRSOzu7lZVVXm9Xrx41tfXSawkZQVCXeoijNdsNhMEKDpxMDSI6wSMh7q7u+lv6urqYP0YjcbZ2VmWQLW1tZubmyUlJeg3ZDLZwsKCRCKprq5Wq9WcOB6PZ3BwEIXD0dHR/v4+cN/HH3/8d3/3dz/72c9evXrldDpv3rw5Pz//2Wefsfxub29/9uxZeXn52tra8vKyRCL5yU9+ghbid7/7nVKpRGsUj8eZvzs7Ozm5RkZGyJjb3d3VaDQPHjygu6dQQQ1g9KfIPX78+N133w0EAgaDAUR0b2/v4OAAl3ZxrKyoqJibm+vr62MbFA6HMQaikHz99dfwF0CtQXExQ+A3gGzPzMygreJfsn/CWZ6vBw8e2Gy21dXVoaGhw8PDcDicTqfhohNni8Lh888///rrrxOJxOeff+71eicnJ09OTsBy9/b2vv/+e41G09/f/+tf/9pms21sbHR1daGzTCaTyWQSMxooV7AKcZYhzpDFYSqV2tzcrKqqYmPH5g+vANpoZhSOLbPZvLm5WVFRgaKa+o2RjQissfsMhUKczuI3sIln3ME9bn9/H8CfuA+UHuRu6vV6lUoVj8d1Op3b7WYGoM0Fj8G30mAw4CFH5UbYgC6OOYYCxq/VarXs23i+yBiArMfSLp1Om0wmzn3eTl1dHZAMEzlPH21ZaWkpBlWhUKipqWlhYQFitsfjYaDU6XQY6J+enhKxbrFY6EfLyspkMhmhe7m5uRsbG8yRTGC0yBRsYtQcDkdVVRVWrqlUKjc312Aw8LCTDLq4uIhQp6mpaXl52WKxTE9PMy57vV4Er0yrLPy4XBAdeDoSF+E2lHb2mhwRmUyGasd8mb74YjBFjySRSKidgiDg1UBJg4kNYQK0CYwadwLJW6oVLhRbUjZH0WgUUyEqH/cYf5rRAskKvRqaTgBhDGQkF25QrLGECxEq1AeIHQw8kp/97GdtbW3Z2dkYSW9tbeFDW1VVxXVEWnt+fo6Agcuk1Wrtdntubi6hhkajcW1traamhohBcsf4gGlU7Xb75cuXt7e39/b2uDplZWWIrPFITKVS165d4zsjkcjHH3+MYSZ2KigHWCK2trYiDZTJZHV1dS6Xy+Fw9Pb2xmIxr9dbXpxmz/EAAQAASURBVF6Ojn5ubg6nShikw8PDaJ6kUmlubu7q6ipV5Pz8vKqqqri4eHZ2tr29HZzBaDR6PB6kOcfHx4x9KysrVVVV+PMVFhZevnz5+PgYbo7RaORGKSoqWltba29vh8rBXwG4fv78+Y0bN8S1v9PpNJlMoASjo6NdXV3kXM7NzdFR7u/vNzU1hcNhbPByc3M7OjrGxsY6OzuZVnHZlsvlfX19brc7EAjg1YdTRjgcxlBiaWkJj4VEIlFdXQ2NCw+EvLw84vfACQsLC2tra+Px+MrKSl9fH9tocchAvTQ7O9vS0oKhQU5OjsPhwO+bYzEej8OUWVtbKy4u5sGjU4a8Nz8/397ezg6MfDp01n6/v6ioyO12/9mf/Rk/7vP5wuGw1Wo9PT2FDZtMJt977z1udEKafvzxR3bn5eXldru9p6fHYDBMTk5qtVqTyQQSSJLr8PDw7du3Nzc319bW2O3RuLA7jMfjUJNIUFEqlSsrK1RT8Qs7PVKrmHcFQXjbde/s7GxiYgJbD2JWoY/yX8H3BEEIh8MOhyMWi5HrmUql2P6KDgmRSOT169fd3d20jLKLDKZYLLa9vX18fNzU1BQKhdxud09PD3P/+fn5999/L2rAzWYzGBcLhdHRUQ7Hr776ymAwkDQJGQevhqysLLTCrMYxo6FJ//HHH3GplEgkPp+P4YO7ixsjmUyi5oLuKL3ICCNjhyqIuRWHF8sFCgmO8+l02mAwEOQUCoXAORh2RWMXdrE48MlkMnI6KasQBgl7wN4FlgaVDywuFApxKwJp0g4SlI3UAZ072qH6+nqVSgU1CSZwOp2OxWJAo7FYjPw73C0EQZDJZAgiyZxi5YkBHmQflpS0iZDwka4hFwFlIeUbvWw0Gs3LyystLWX1i4Byb28PEQhul1BpSMgi5LiqqgrvLZSLOOAXFxez0MEYCJcSp9OpUqmqqqoKCgoQDV++fHl2dhZQ9OjoyOl0YjgK+ZFdPp+gyArk5qGKQI/CfIDOgyvDJJq+CD+g/EANEz9cbCXYXxYUFFAdGDrPL77UajVzBXcFv0cikWDIR0ljkUz7Qvur0+kwXAPFxfxBtB/izoSXw64a65/c3FyuP7AZ0Aivh7E4nU5nZ2dLS0pKpqenX79+bbPZgMXi8XgwGMSe+/z8HOtnupVgMKjVavFwz2QygUBgbGxMo9GMjIzU19c/f/4cT43i4mK2mLu7u5gYwPtIJBIlJSXEbkxPT2P/cX5+jk8ecKhGoyH9GLLM/fv3tVot5KDy8vLKykqePeIyMCZFxwqouLOzs729vb+/DxG0s7MTWtTAwIDL5aLhWlpawu0XPgKDckdHB6FXx8fHfr8frr/T6VxZWVlcXGRBHQgEyMaCXo+mor6+fmVlBaYupsNccRockmEg+xGIkZeXR/zy6empx+OBF8AiB24CzlicU7TtOE/CrEMkA4vVYrFoNBpGOnx09/b24vH4+vo6scxKpdJoNLLI5MijZNbU1KAWoCNxuVy4q2PwaDQap6enmUHhoNOpbW9v4y7kcDhwcG1tbUU0vbOzU1ZW1tTUxD9TIQg82draUigUXJ+WlhaiKhjTOTIODg4CgYDL5frpT38Kge3Vq1erq6tqtfrNmzfLy8s//elP/82/+Td8oHl5eXNzc99++y0VKBKJhMNh5AFSqfTLL7/EjF4QhMrKyqamJoRct2/f3t/fN5lM/f39RUVFMzMzLS0tgiB0dHSMjIxkZ2cXFhbq9XrRr0ej0fz444+Tk5PCxZISg3g+oCdPnlDJ3nnnHUEQvvvuu/X1dahSp6en9Eb0zo8fP8brAEdiHmboqa9evRIEwe/3w6+x2Wzfffcda1etVjs9Pf3jjz/KZDJg3q+++orlojgo9Pf3Q7A8Pz9/8eJFOp3+9NNP6+vra2trq6qqrly5Ul9fn0gk7t27h+DkH/7hH9577z1smf1+//Ly8v3797/77ruurq6amhrMuWDnc5bNz8/H43GlUrm8vAx7U2T8k5iLDRA4G3cRwBdhT1BYsSKiSULKmZWVhaKRdAsCQ3DNZi1KDUPMTj04OjrKz883GAxWq7W4uNhsNtPXHh8f47oHaxfskfRKUDufz+d0OnGZhl6UTqdhjaLmYtxBA6NQKGBUpVIpyhjDN8aZ2JA5HA63272zswMKVVxcDPuprKxMqVRiJFJQUAC+J5VKaTQx/QGkheIEl4LO5vT0lA4A+ZlGo1GpVAaDAV9+BveDgwONRlNTU0N/ybsgsI90FG4DSinHAgwdDESxgCaHWCqVklGxsLCwvb0dj8fhqUF9p2zwR4uKimikkK4xTuDOmp2dzXBJjQTLZRoRV5gg2BRaSFv8CCRkSiYn89nZGQQreg4W+ayxocgys3GtuKqUXtwC2Fai1CTcCdqa1+vl5gTFjMVizD8SiSQejycuAj+o33Q8HPKpVIptKLMpIkk2nZj4JxIJyX/4D//B7XbTCUKUra2txUQYjAunSlTAoEloN+PxeEdHB8MTxfzp06cdHR0sA5RKZV9f3/z8PC6p29vbeXl5aMnz8/O///572H0//PADZsrZ2dkQhfCtuHLlypdffnn37t3x8fGxsbH9/X2MUfDYpKnEuq+6uhoKKFTSS5cuTU9P9/b2oqzizgDJ3N3dbWpqGhkZ4UqRtUI0AXnodrtdo9GEQiGbzZZIJLa2tjKZDLWWbrSjowMiKw/VwMCAIAhwHzKZTFVV1crKysDAgN/vx9KhsrJycXGRDDzWYOQrFRUVRSKR5ubmo6MjjUazuroqdjfYZDudTggI9GLkuCHnODk58Xg8mJTyzDQ1NeHkiRcz6o7Kysrc3NynT5/ChUH4iC+ERqPhWVpdXW1sbIQ87HQ61Wp1dXX11tYW+XxNTU3pdNrpdIL8rK6u4hEPvRDGQTAY7OnpYeeBWRKDfllZmd1ut1gs0I6Wl5e7urpg33R0dIRCIdSBFovF4XB8/PHHcrmcyHsinbu6up48edLZ2clQaLPZsrKyJiYm2Jn19/fv7OxMTEzcunVrdnZWpVK1trbi1z80NETnRCl6+vSpUqmsr69fWFigwvE1NTWFZ5vZbOYT9Pv9PHu9vb1v3rxpamrC5RmzZbrXt78AbzlMr1y5kp+f/8MPPwwNDeHMzvpKEAQAD8hELS0tHo+nqqoKePbx48dVVVVQbcVXJaZs8gWh9Pj4mJ3IO++8w8z69OlTMb8zk8lsbm5OTU3FYjGTyZROp1Fk/o//8T90Oh295urqaldXF1sP1rSlpaVPnjy5dOkSUaaQ+EHGcFscHx9HdR4MBkka4YK4XK7S0lIqWVZWFq5skPgIYGepQYOI+3wymTQYDOBsGB1Qt5iHOFVJa8BklfcFy0MikeTm5hYUFDQ3NxcVFa2vr3PgsvOen5+HjtvZ2RkOh+HokZECNffk5IRWBsEDO29Gbb/fD2gRDoeZZqhV5+fnopQcWztKYyAQYGJjNMnLy6MhUKvVENyOj4/B/Yiyp/3iiYZjWFtbm8lk2ONmMpm2trZYLIYoBboQ7r486bx4qkJFRQWN8unpKSo1mUy2tbVVV1dnt9sxFTIajQyFwLy8IxSllDQEqTqdDrJkRUWFx+PR6XRWq1UikUCK5kFgeCCERNTbUMMYwVn4Qa8V8VJqGIojGIgsYmiAEK1B+WHiZMhjHwmgnUwmwQZEv9JEIoFMk1mOEZMfEQU26OWQiVOnGMFRonMdqFx4U1DyAUUIKYPsgpn78fExVCb1RWI2nRwtAkke6XRartVqyfM7OzsbGxvjZiVuIicnh9/OPrKjo0OlUv1/XL13cKP5fd//oLMTIACCBAgCJMHee90lt9zu3p3udDr57mTrJEWyJNuJJ/knnsSTyT/JJBknv4xkO/F4RlZkq5zKna6XbdzlLnvvvYEFjQTAApIgUX9/vIxnLtk/blYrFgDP83w/n8/78y47OzvoowmVNJlMuPkEAoGenh7RTgimDNf46Oios7NzdHRULpc/ePDg5s2beCrCsfZ6vd/73vcMBoPJZPr5z39+69at6elpqVRK2X7+/DmiSSZUjUYzPT2NlyxGD9CisIfAn8hsNpMjkZOT4/P5GhsbeULAEouLi2G6bmxseL1eWPvcK2dnZ0VFRevr63a7nTj4zc3NW7du4Wau0+lmZ2eJOC8sLKR5GR4exngPzWxTUxOsUYPBYDabmTBYcVdVVdnt9tXVVU5k4CkUtTxRW1tbDBnEw2LNhbG+x+OZnZ0lY4jpMxaL6fV6l8tlMpkw/SoqKsLhLzU1NSMjA0f1ioqK7Ozs0dFRq9VKplJ9ff3q6qrNZmMOVigUOB9VVFS43e7p6Wlsr6m1qOiSkpJGRkaIWbXZbMvLy+Xl5QzQcrkcFJqoTrxG1Wo1+TYbGxt0BkQzQmODzMxf+vr6eKngEEdHR+vr6xaLxWQy0Zuzfk9KSnrhhReampoYWH/2s5+1t7fjPr+5uXnz5s1YLDY2Nvb9738fV27yHDQaDaVlaWmpqakpGo329vYSTdrY2CiWTEEQgJc7OjpovJga2UoKgrCwsCDuIMU/L7zwAnIReoiMjAwQV6vV2t/ff+3atZGRETi9z5496+npmZub6+vrk0qlEFM//vjjV199lR/19OlTFMaAcgw3oFgnJyf19fVnZ2cdHR0jIyPz8/NEPaNr4h7AgfYrX/nKl0s7GRe4vF67do2Ux6amJgKnJBLJ6Ojoiy++uLy8fHZ2dn5+jli2qKiov7+/paVlaWmpvr4eGqRareaA3t7e9vl8uEODdm5ubgLBwXhIT08HWoBOQuQZiQW4tXECnp6ein6edOEAtpyDrNiJc4CCwTm4sbFxfn6O5yWYrVar5cVQ6UkEYj7Y2dkhlgTvG3alDCIEX3D3YiAACZbNWXZ2NsnhECSRXaLgKikpsdvtcO4QX7J8hTTAFgM+MMszrK2pTw6HA/1PWloae1AsPkpLS8/Pz/mZvNmLi4ukpCS1Ws3Vp5Q6nU65XA7axGB0fHxcXV1NZ0B5m5+fr6qqWllZoZ9mPY+pi9frBQXFbMHv95eVlcnlcrPZDB6G6QGO5zqdjsgRLAUQgzFXiPZ10OzZ/wFaMsUiJhH9ASic/E/WBwA/NA0sR6FrMe4j5oFDxD3D0pHSyzqAesnwiioBjASKH+McsGpWVhacj3g8zh2OBy9cDWZfXjb/QgnjrgCWZzkqJHynAWm5vtLz8/OWlpbV1VU86hoaGnDqCoVCz549Q0pPzb+6uoIhzTsZHx8XW8WDg4OqqqrNzU2q4Pz8/MXFxeDgIIo6VE0SiQTGzdnZ2fT0NCBJRUUF8WEENuEOtbm52dfXR7+sUqnERXFNTc3R0VFpaSl7r/X19d7e3vX19ba2NrVaXVVVxSS6u7tbXl4OsYpAaVYgJycn6+vrrGNxpb+8vLTZbHt7e6xXT05O7Hb7xcUF8S9Qorhmfr+frL7a2tqMjAyyAtiWoxOqqal58uQJmB5rS6fTyQLA6/USw8sZ4XA45ubmxsbGCFUIh8OFhYWDg4Nut5sgLfqdtbU1NKDT09O5ubnFxcWkjOG3AgpBVbDZbKi1AN/4pWLX6fV629vbZTIZS0R8EM/OztjCzszMsHpJTk4mUAJxOnFsaKu1Wm1DQwPW6nq9nkUC/WB+fj6SUxRBOBULgsAmiQdDLpez56urq7t+/ToGC1Az1Gp1e3v70dHRnTt3ysvLg8Hgd77znRs3bvzjP/7jd7/7XZh1X/va1w4PD3/961+vrKww46amptL4+3y+P//zP8/Ly/v888/v3bt3//79kZERtq0Em/CnoqIiEomMjIzcuXOnoqJibm7uk08+MRgMXBRBEHZ2dq5duwZmhfvdw4cPtVrt8PDw5ORkc3Mz3FeI1ru7u4CuRqMReDAtLU00jK2urq6pqXn48CHYiZAIslapVD09Pfn5+RCFXn311bGxMb7lxo0bNpvt7t27eXl5X3zxRUFBgclkQlhFPS4sLJybm2tra8OrkiQc9tP433JKvvfee+w+BUGQSCSVlZW4kz969Gh4eLixsREzP2ye8vLyBgYG5HI53L2FhYWTk5OxsTG9Xg9moFQqt7e30TvpdDoOVoPBkJubC3a6vb0NV/by8tLlcrGTgzcLhR60U5UIW2VWgCIASwXWFRR0tVrNdAX1VKlUpqSkFBYWohoPBAI7OzvsSsPhMK5ei4uLDocDU3WpVMrUK/pwZWdnGwyG7OxsvF3YHKHlyMvLwwdUIpGgB6X5YDhmjtRqtcFgsK6uLinhKo4HjVwux42I/S64Jac/aUU871lZWQiEyDBgn2o2mwsKCuBtejweFNjo+uAuIQGHGYAPQ0pKSkFBAbIuquP29jafJ16kVB2smrgJ2eQVFBQAk3D5IpEIY8nh4SFEudXV1dXV1Z2dHbfbPT8/z8POJw9LiImNZR4iRSofPZNCoUhNTYWIS+3E512UYAImgaNyQoqazuzsbLlczrWOJbLG4GSxSsTfgIFVvGcochwpFDPgHIg8mNlCluQqQHBjW4znK2gtrz8UCuFcRj8nTZjoCoIAwRiJHe0s4hnsEfgtkh/96Edoq5nrgdGbmpqWl5cRPxUWFk5NTSFjIN8DzW9GRgbFkmhJ1vVzc3MHBwetra1JSUlzc3MQYdbX12tqagh42tvb4+aIxWKYkMFW/fa3v80cRvfd3t7+4x//mE9tbW2toaEBJ9+FhQWcADMyMjY2Nurq6jj3Kysrx8fHU1JSKisr2Y3zvaenp7Ra/N3pdJJcXVFRwd0sl8uxDTs4OIBfJ5fLr1279uTJE6Y3Gg38EOrq6pD6Al7ROvT09CgUit7e3ng83t7ebrVaP/zww/b29pSUlAcPHsCYJYOQ6c3tdgPewmtdXl7u7OwERh8fH0cUiw53YWHhq1/9Kk5mt2/fdjqds7Oz2CThQoDDqsfj4YNNTU1lWJRKpSAwED7hFhUWFp6enuKcWVZWNjExwWcVj8dBg+fn52tqamZmZvhKsMTq6mpUCvBl6IcgDRHsR2IMDTt5F+np6RxzuEww3sXjcaz2p6en09LSuru76WTZVQQCgT/90z89Pj5+/vx5fn4+AtAnT55cu3atsLCQUeD+/fudnZ0lJSW/+MUveKStVmt9ff3o6Ghzc/Pjx4/ffvvtwcHBrq4uAuAmJycbGxsfPnxYVlYGWXFzc5MmACRnamqKTpmYAcTEgiAw36yurmLLMDc3B/s6NzcX/tqHH35448aN4+NjUGubzcY8zXuZmZlhNhWnVUEQJicnfT5fZ2cnITDClyLvh4eH8/PzGa/5x/v373d1dY2Pj8tksq6urt///vfYV/l8vvT0dKTJ/JzPP/8cDShxoaz5keGOj48fHR392Z/92V//9V9bLBa6onfeeQfYtqamZn5+3uVyZWZm7u3tVVZWLi8v41GH25dEInE6nXa7HVbR6OhoSUkJ1kWhUEitVmMJpNPpiI7BgFcQBK/Xm5eXhymdTqdjGZ+VlQVFBfIqYlxEApyAbKrAOTGK4j2i7ETMXV5ejhBFBNxYkrGIovqi36W74jnlQETBjEE8E78IJDLioCHhsCZmRFTcQ1ibnp5meELUEQgEjEYj+zAmChacFosFNcvk5CQsVlCEeDxO+FpOTg5jAG0x/iQOh4MLilySZRllBpc7v99vNBqBKNlns4EiSoyqk5KSgi0lJD5qlVQqNRqNJycnVqvV6XSCZ0KngloMv0kqlSKoxVYQNikDAzO3SJ9GfsosyzTFvwiCQGmUy+UkLInFEsUOI1ZmZibQ69XVFeWc2wlFB7YDHJXgqFQsBDkAvCxfcRfi5YEcxGIxgl2BHGA2QZflZbM5jsVibrebG4a5iKW7IAjgvUgzKZ/xeBz1pyRhivTPbDWWqBhWaTQar9fLHIOfL0wcLGox+3e73Xh/4A4Ti8WIFF5bW1tdXWUDvLOz09vbiw2S2+3u6OhYWFhoamrC9S09PZ1TDC//F1988Tvf+Q40kKdPnxL+7Ha7m5ubGUQYxqm+BwcHgUCgubm5tLQUV/7k5OTc3Nzh4WG2yhg382BMTEyQ/MwOWaFQWK3WycnJ/Px8iLtZWVmwXoFxSA8VBOH8/Bz/rZOTk6amJp/PNzY2Vltbq9frSYrIy8vLzMzc39+/desWzsjQ4SYnJ/kASUtPS0tbXV09ODjAymR3dxc72bKyMnxYlpaWbty4MTo6OjY2hqU4AR10iB0dHbxlpVL56NGjs7Mzi8XC0RONRpuamvb29pCLQR3S6/Xl5eW1tbX4DJSWlmIpotVqb926BemgsrJSqVQuLy+zdYaHBiX92rVrHo+nq6uLBcPa2lpeXp5er5+ZmRkdHSXjurGxsaOjw2w28/CjUt/c3IxEIqyBT05OYCRJpVKbzVZVVRWPx8vLy6VSqdfrdbvdRUVFoNmo6+Lx+Ne+9rVwOLyxsfH8+fOmpia8pQ4ODr75zW8uLy//8pe/5Gbt7Oy0WCwPHz5kzXn37l22+mq1+v79+5WVlRKJhGtBBUKKfufOHUQFHo8HORp8b0LFMQ4VBKGvr49YTUEQnjx5Mjw8jOeIIAg1NTWwUQRBKCoqGhoaeu211zIzMy0Wy7179xQKxfr6Ogq/ra0thULR3Nzc29srCILT6YTLIwiCw+G4c+cOeuX+/v4HDx48fvz46upqbGysvb39/Px8e3sbW38eexJ4ampqPvroozfeeAOTZHLZ7t+/n5qa2tvbOzMzI5KM6EtaWlpu3Lhx48aNUCgE0fe//bf/9tZbb7lcLs4O+qGioqKZmZnNzc3Ozk5ghpycnOrqajiAHNb8t7KyklV3dXW16M8CfwQK6NnZGYoRNJFSqZS1CDgej4CQsFbBCBRyGUcz+V8cqegjrxKhFvxh9gJaRNiDXAqGC4aiVETOaJ/PBzwWCAREaQS4HyMB3s5UR71eX1JSYrPZOECxzsHamx4oFotlZmbCCaqqqtLr9dJERrFCoTg4OBATLKLRKCP4+vr69PT05OQkAxAIJ6sHk8mUkpKysLDgdruRxLCepBD6fD6Yq4jKeMEKhYKNe0lJic/nOz8/J7ERgwJSaNgZU2ilUinGkIDzFxcXsPmw9uXv4joZEQEmw4gv4X5GIhHMsendAai5Fkqlkt0wLgrRhGdeMBhk1kTEyAPLLvMi4eDPOSwIAl8DGA4VGTNtSB7M+jqdDsSCWw6YF+SP10lHDjyLCgWzAYSz4IgQmpgsxTuKF8PLiEajSHvZ1wJa8Dq5IQF7YaiFE8aHKpVK8pOf/OT58+ddXV1nZ2cTExNkSKE0X1hYYNV/48YN+G/cefxWmUxGgM7CwgK3jtvtrqurY1O4vr4umkPK5XIWTvX19dA3ampqBgYGbt68CT1MKpWy5unt7eWAUCqV/f39ycnJHo9naWkJ95NIJCKRSEpKSmKxGA7Ra2trFRUVarWagUCr1T558iQjI+Ps7Axbvrq6umg0yhiK6JDc7O7ubqfTiXXkzMyMTCYrLCx0Op0NDQ0rKytqtZrTMCsrq7S0tLe3Ny0traSkhOSQ0dFRMITm5mZOASTMVqt1bW2tp6eH+wlmAX0ZQmxuPrvdTkmem5vDIAa6+cLCglQqzc/PJ5qcalRQUMA0AE94Y2PDYrFMT093dXXBMDQajQMDAy0tLampqbOzs0QIRSKR4uJict5Zd+l0urGxMYvFAmq/tLTU2tqKdXBFRcXS0lJDQ4PX693Y2KipqUlOTl5eXq6trY1EIkT3ud3uzs5Ou91ut9uZe4ibxwoDlvX5+fnU1BRMS9iJV1dX5eXll5eXGxsbPT09jKdqtXprayszM9NoNE5MTLz11lsffvjhm2+++ejRI3zRZDLZ9evXGU0++eSTo6Oj73//+x988EEkEvnBD37wox/96MUXX4QVAiaRnJz85VRLQRBGR0dNJlM0GrVYLF+e6qDhOJ1OUQfJXhxvd6VS+dlnn7388stzc3MKhQJP//LyckEQxsbGSNb88p+Tk5Px8XFIRuFwuL+/H4EHfBNiNTk1lpeXGxsbedSprxy7CwsLVVVVH3zwgVQq/epXv4r2iQKPrPPDDz/kmI5Go7dv3+ZO297evnXr1i9/+cu333774OBgbW3t/Pz87t27GLtTIFNTUycmJuCdbm9vIzZQKpXDw8PgJWSq5OTk2O32mpoaqAlgRd3d3V6vF0x4f39fnKImJiY4y/b396lS6enpSCYAYKHsM15gY4ZUmtOT2iY6heLRzxmSmZnJViIejzM+sp5E2wDPTqFQIA/FOFOv17NHZP7e399HsQfDgImNF4MTJ0lkbAdoCpOSkjBJ5lBGwMNZaTKZ4CtR7zUaDQlCSqWSeYv6hJSQc9xkMlGMlUplXl4egaCARvxB3kNDqdPp2EdGo1Gj0ajX66E+eDwehlelUgk8aDQaU1NTxfsQKw+ZTGaxWKA+1dTU7O3t4dF2cnLCm4WGg8wPHAhKETCvyWRC14Gr2tXVFV/jcDiYrvb399kr0zGkp6fTGDG9wZJlfESGgWEF+Cp7WQBSKiLqBvBVIHHGSkUi7BqWBlAwLB5BEKLRKHtowFJ6OB5YcEomXc4ZsAHxwYQGfHV1RdXgv9xISUlJe3t7EImPjo74sVw1GOPUYO4EaD1A8dROhuBYLCaNx+Majeb58+dLS0vXrl3j5JVKpSMjI+3t7RKJpLCwMBQKLS8vS6XSy8tLxrK9vb2BgQHMXTMzMxsbG/Pz85GBk3tVVFS0v7+fk5OTkZGBU7bFYklKSqqtraV6gTVHIhGfz8eyBwAtLy9Pp9MB1ESjURwj8/LyrFYrGAv2V6FQiHtofHx8a2uLmoo32/n5OWUe+4zR0VHkwMFgkDXn7du3p6am5HL57u7u8PBwdna26F+1t7d3cnJCXiY+MsfHxy0tLcgTY7HY/Pw8+R7Nzc3Dw8M7OzugpkQl6PX63t5eXBHS09OzsrKwwpmcnExJSUlNTV1fX2d1v729jS52fHwcUD4jI6Onp0cQhImJCcokuuatrS2Hw+FwOJKTk+vr68nVCwQCq6urbHG6u7svLi6ILCCfDx4a0Ojh4SGngEwmYzmE6BY1aklJydLSEottflRWVhaxxlNTU5yYJAqNjY2h22OUZ4Etl8tdLtfh4eHy8jIbLLVajVEDCwliAAwGQ2Fh4dHRkUqlMpvNPI1Ye3/wwQcEyHz729+uqqp64403urq6aKRQZ3/ta19755132traLBbL3//937/++uuff/45AFEgEBgfH29sbPziiy/EZwb0jKOWlGwxYwTg1Ol0Dg0NCYLw9OlTTABAxhYWFij/NTU1QNYcVYIggEBMT08vLCw8ePBAEIT9/f2VlRW+XhAEhUJx8+ZNUlk4cbKzsz/88EOOXWwW6Ij5epyGqqqqcEL56le/yiGF0fzQ0NDJyUl/f/9rr7326quv3r59++7duwBxCwsLzC7d3d12u/3+/fvt7e1cU5VK9fOf//z+/fv9/f2PHj06OjoaGRkJBALcbKurq6yl8eZuaGiwWCzAj+Pj4yUlJdA0ZDLZ2NgYrRLcRTZYs7OzAJKIGiUSiUajwfaZJolYTZ5oFn6ihg+eiEKhYJdMU8jBLSJJuOudnZ0xDcjlckLEKLcej2dvb4/Lys9n541QUiqVqtVqrEUYKxFccdpy1PIIwDA3GAzshpiQKOHM3Pxet9vNmR4Oh3E/TktLo6vIyMjABQJCJuI/iUQCmYU5aW9vT0hEubFFNplMubm5p6enQHHhcHh/fx/3adzJt7a2CHuXyWQ6nc5oNObm5hIRD+GZ2OP6+np8ObBrEDWB4XBYo9Ggj0djtrCwAKGJdkQQBCBor9fLAQ4BlfJ/enq6vr4Oq8PhcPC8c1nFEZDaBsTKmcCvFhJ+PWwQxQxzkY0FCC+uh9lkU/NSUlJYZ8rlcm4Y8HN5IrGcCR6mD5OiaN+D/Eaj0dBh8FgxcVLI4aXSfDudTrjZNBb4G8DapSvlIlIaeeO8NRo+RnOUSLwpyf/8n/+Tewsg3u/3V1RUoMNdX1+HPEYEmEqlcjgcZWVl0H+4nFNTUxKJBB29RCKx2WzBYHBvbw8x0/n5OQHFq6urKO4J8YElm5mZ2dbWBosd0iBcvqampt7eXmyI7XZ7ZWUl1SgrK8vr9dILb25u0nUajUaTyTQ3N+f1eqFZX1xcmEwmjmyobp2dnZFIZHh4uKCggC0m4ElxcfHBwQGkBnx3R0ZG+KyTkpKqqqqcTmdFRQX6TnFQm5+fh72dn58PzwpbpZWVlaampoWFBY1Gg4vV2dnZ+vo6NoRDQ0M8cmALnFAZGRmkzxsMBiBlfntLSwsplQRs7e/vY+MyOzvb0tKCDR4xpQDsCoWCXaBcLt/Z2YH1IwgC23WEdEVFRSRTlpSUUBFra2snJydhjhwfHyOzW1tbs9lsuCfjNA3VdmZm5vLysq2tbWdnx2g0Dg4O5uTk5OTkTExMIJiz2Ww7OzsmkwmytNVqRRWAEk6hUBAJV1VV9eTJk46ODo/H097ejnpP+JI7j5DQOH/22Wd4OIBPWCwWqVRKRdna2kLXVVZWNjY29p3vfOfo6KilpWVoaKisrEwUnIFaj42NdXV1iQOi2+0uLS3FslUQhPn5eVSk6+vrCD8iibRhxHb0s3gP2e32nZ2djIwMDOI/++wzsq+5eQRBWF1dXVlZqa2txZiQ0Qq5Hj4JQsKW/ctjKzdJJBJ5/vx5YWGh1WodGRlpa2tbX1/HVzI9Pf3DDz/s7OwMBoO5ubljY2M3b97c2tra2dmpq6tTq9XvvffeG2+8IQiC3+/HRWhxcRFzWqlUymn48ssvw/o+OzuzWq0LCwvl5eXT09PRaLS+vn5kZKSzs3NgYEChUJSUlHCGXl5epqamnpycQAViW7a2tkaEA0wQtobRaNTtdhMwt7u7yzZHKpUeHx/TuSsS1v+4w5wnEoBhY4K2gdCAFoYSKcGcZaLgj/OXaYNREv00MwScO5Dbi4sLjUbjdrutVit8FvavnLzp6ekwjbOzs3d3d9mSXiZijdEYwBlB1IgALxQK4doBARiOK1wVegK4RRQPrA9wrsFc/vj4uKGhgWYOveDGxgbgMCBkbm5uRkbG/v4+0qmTkxOdTocPIkAFsbU2m431oSAIWHGtr6/jeIpyWiqV7u3tWSwWRnkxijIUCrW1tUWj0Y2NDXIAY7EYdp60vwjZmQKxdUWYy5GITxAjGu+aSJ9IJAKdlTpEheOi01qJ5ZNtJQ8XVGGs1emQ+C7RTk+ZcFFneOUns0bldOJbYORS/KBr4ewDjQgfR6hncMij0SiVHmEP0CAfDiWZY1N8SWzcaa8FQYjH41L6Qbvd3tTURFQhGUaw3gEoGhsbIT1iAjIwMMDtNTIyUlFRUVFRkZ+fr9frsTPOyspipJNKpdnZ2YuLizKZrKamxul0dnR0yGSyp0+f8nTdvXu3rq7u3r17Nputvr6+oqJiZmamu7t7dHRUr9dTEjIzMxUKxdjYWHV1dVNT082bN1NTU51OJzoTGLa4t/M4xeNxzs2tra3m5uaurq709HSorQ0NDYeHh6yyQJMQ0mFWcHp66nA42tvbr66u7t69CxNBKpW63W42LsvLy0i1eDzKy8sZ6om4e/r0KTIJl8tFG0XX+dJLLzEZo8Y5ODioq6vzeDx1dXX0fXNzc0AWFxcXjY2Nbre7uLiYDou0jUePHsnl8o6OjqOjo5ycHPpTzq/Z2VmPxxOJRCorK8UIyZaWlqKiIrvdbrVal5eXuZnUavXy8nI0GtXr9QgJoFNKJJKenh6emYKCgvPz88zMTIlEsrKyAjRkNBr39/dVKlVTU1Ntbe3R0dHx8fHCwgJMSKzLWHohHt3e3i4qKiovL2c3TGBLYWHhzs7O+vq6RCKZm5vz+Xxk2UMbFgRhZmaGmweXkPv370NsPjw8/B//439MTk6urKysra39+Mc/Tk9P58oKglBeXh4IBEKh0EcffdTQ0CAIAlLOxcVF8JzDw8O1tbUvB2GCRAmCQMn85JNPsLPIzMysqakRv0ZI8PRkMllpaSnPpyAIVqtVr9fX19fDgL1+/ToukpQfTMZfffVVq9XK2CEkcqoFQeju7iawU6fTwcFeW1vb3d2NxWL4w8nl8ps3b/Ks2my26elpbBmCweDnn3/+xhtvcG9gpLC3t1dYWIgY8fHjxy+//PLPf/7zx48fDw8PM82//fbbjY2NLS0tdXV1X/nKV3hax8fHMzIyACq7urog7oFy4zuRnp6ekZHBWq62trahoSEtLQ1uXSQS2d7eViqVQLJqtZpMD6fTyWnA9OlwOGAeolUAAOQmxDRxd3cX4Bc5BNMG60amSYZCsDiE/wCnLEdZPv2zAEAqzczMVKvV29vbjHqwuzmXMfZCZIkVA1g3Mxa8X+w79Ho9IDN9OWQW8TjG0oHuUy6X7+3txWIxEoSOj49JPcODjbk8EAisr68HAgHcEs7Ozvb39xHYhMNh7Hh2d3ex4y8pKcnKyqqqqtJqtYWFhSyDoaiw2hQEgR/udrsnJiY0Gk1+fj40H1Ts8L/Ky8sBBWF7sSEOJ0x5Li4uKisr1Wq1MmF0zMZqcXFxcnKSvo1VPciQaHEguuowdLIxhRkai8UwOKTOiQtCuE5sHzE0iCYypcGoNBoNkiF6MkBpOIxqtRrjYjSyOB3Cj2GTJUI7AMUwg6Rf8gwCvKSlJjMAchZCmkgkAnc3LS0NTA6ZELWQzgy+z+XlJaWU3wiQCRE3Ho9LfvzjHwMjCAmzhoKCAu5jEqmKi4uTEvkp6enpExMT9fX14NSEtms0GlYIfr9/a2uLJ58WkkZ7YGCAGlNeXo7fGIf+X/zFX4DtuFyuZ8+ewdnBt4U2E24VIclcjOnpaWYXCir7La/XSydCvcTQRKFQENgLqEtfzLQOery3tweFh4cc7hyWx0VFRR6PJxaLwXFta2tbXFz0eDxarTYnJyc1NTUYDLIUSUlJ2d/fR6+m0+lYEGLLpNPpRkdHwQklEklBQQF0X6lUiheuzWYbHBysra2FTuZwOCDOXV1dESVRW1s7MjJSWVm5v7+fnZ0Nt55fyl0yOztL/ozoCadUKnNzc5kGbDYbtNj+/v4bN25IJJKZmRlMtzc2NjjFLBZLOBze3d3F1vLk5IT0bERaR0dHGGPCO4Xvzj5sbm4OqSizeDwer6+vn5iYqKmpSU9PX1paYsJGI/vFF1+ARhiNxoqKCkjakUhkamrqBz/4AfclyzyPxxMOh9977z1YlHR8x8fHP/zhD6enp71eLwYoFRUVv/3tb+vq6vios7Ozo9HovXv3nj17VlFRMT09fefOHZxjd3d3WTRyANHU+/1+5jCRjIoIioWrVqvFcIBFGnbnqDsgoI2Ojra2tgqCAHVWEISpqSkSQwl4cjqd0WgUXI7P/OHDhyaT6erq6tq1a4Ig9Pf3V1dXM4P+/ve/7+7u1ul0GA9tb28HAoGWlhaMMkQ9A+a37D7ZZdbX18MlFgTh0aNHHR0dk5OTmIQ0NDQsLCxMT0+bTKbKysqPP/54b2/v9ddfJwD85OQkLy9PJpMtLy+DsbPsR6vOPgKkBDMXkkpLSkq2traY/BC0CYJwfHyM5BEdek5ODvcw1mXEwLFIY83PTSXyRfEPojwAmdJBMpGgpid4izOR7RdpwwgQ6RvgEFEdGcKo04BDCHgI9oK1pNFo8G+Cx8QQCZkWnWUgEGCpAdEX+JoXAG2Ce4mHSKTYMP4Cfqanp8P3cbvdSUlJ2dnZKJIpJwyIcEwoLexWCwoKPB4PkxzaLRA1s9nMuYHX/Nraml6vR8Cj0WjEvePl5WVaWhqVjPNTTJhHs97W1gadh0gf3gu4N7xciURCKFAoFEK1LAhCNBFJzT4ek3raO4ZyFJnQrxCiAG9KEvknHGswbFGpMc4CyYCRoNUBamJCDYVCYumiTsOD5arxi3CyZSxmgkTyRAUhaTgtLU3EMC4vLwMJG/doIt2MtgAcmBfPnQZgC/jEl/2zywGeHZDsnz59ivEsTejc3BxtJp9jRUXFs2fPWltbg8Hg0NDQnTt3Njc34chgOhOPx5uamtbX1yFYUqguLy+RnUCbzsnJMZlMgAb379+32WwlJSXvvffe3bt379+/r9frv/KVr/z6178Oh8MYvaL23dvbQ0SBVlqlUnk8nrS0tMvLy5aWlsnJyZqaGpBovV7/0UcfkWQ0MTFhtVoHBgYYttjAw8QrKCgAN6BkFhQUpKSkDA8PI1dyOBzXr1/f3t5m2JqbmwOKYX8AbGswGHp7ezMyMoxGo9PppORcu3bt4OAAduLGxga4K5mxJycnXV1dz549C4VCBoOBZVtDQ0MwGJyenm5ra9NqtZi9MXRubGygq0tPTz84OCAaGl1Kf38/NAEOUBIbkpOTOaTw/SH0FFucu3fvDg8Pd3R01NTUbG1tra2tgRIzkUPzQ9CCsxeABow+AGEmQr/fTzeXnJyclJSUkZHBWgjNIhEZMplsaGiI7M/x8XGWu93d3Yy/8Xj88PAQ66W2tjbcXPmD40x2dvb/+l//q6enJxAIWK1WFGM+n+/g4ADluNVqnZ+ff/r06Y0bN7a3t0tKSgwGA57vl5eX3d3dy8vLd+7cYe70eDywtQVBQIgyNTUFji0IwsOHD+/cuXP//v14PP7iiy/6/X7MK0BHsV8mcyocDjscjmg0SvgokDKYtpCIUBYEAUY7IA0l2eFw1NXVCYKA0SslE8vZTz75BBNHPB8EQaiqqvL5fOy2+ZOZmbm0tPTyyy9fXV2B4jqdTqvVKpfLTSbTz372s+9+97uTk5Ozs7Pf+973Li4uMKs6PT199913A4FAdXV1cXExslRa+Pr6eurZZ599dn5+XlZW5nA4NBrN7u5uXV1damrq0tKSPJH3a7VaDw4Ozs/P19fXq6urWQqmpKS4XK5oNOrxeKAZs+HG593r9arVamgXHo+H6Ax2t0j7kduiNWJ6SElJgXrDjYTCD9wsEokQm0Np4ZTkmGMTycGKYx+uv5eXl6KQGvEl+xf074w1fDskXrgzFI9YIkIZ2o5MJsMlgDvh/PwcWwnmYHZ16KyYUyFkMjalpKQQ9Uy6O4A/BB/gYhjdcGfAtwnRW11dxcYWlinGe0lJSZubmxaLBYnz9vY2wC/rParv3t4eDClxsQJWVFNTs7S0VFRUpNPp6OEkEkl5eblWqyUd8uzszGw2I6YHDTYajWlpaeDzVHfeHTc5pgQUS7ba8S+Z4tLBYOvK3A+DHUKNWNukCdPBo6MjegsMepAU0gAhiYEdBmwONhsOh9mh8i88O5B9FAoF5FO6Lq1WS4zP6ekpX4kNMgUSJhoyFaApxk0gDW45kGdqLZtUxjOpyWRKTU0dHh5GQwIJjc6rpaUFDtLBwQFJKwUFBfS/t27dIgQ1KyuLZD4MGrCmnJ2dpbmDOA6rtqKiAjs3QEJY3RKJ5MGDByaTSSaTvfrqq3V1dZQNQqxQO2xtbVVUVEAoyMjIoD7Rzkej0d3dXeDfp0+f6nS6vr4+tHQnJycVFRVUAhIo0RvACibDEivBlZWV9fV1DoX6+nqfz3ft2jX67rt37zLKEBMIZb+oqKivr+/09LS1tTUnJycYDOJehHOC2Wzu6enBh4wbEWPbqampqampy8tLwhmi0ajf79/f33c4HLjNjYyMTE1NwZVlVoa0PDQ0BHUZlffDhw/r6+tXVlYODw+Hh4evrq6Qe+NNb7PZEK3OzMw0NTWRlTM1NWU0Gn0+3/T0tFKprKioIMYyGo3iRxMIBBYXF7e2tkZGRmZmZuBADg0NkbRFAwSbSaFQ0D1YLBb0Z/39/QCSV1dXbW1t+GuzgdBqtf39/fPz85xTBQUFLpeL05AQU9AqKDAffvihQqH4T//pP73wwgtFRUXNzc2Hh4dsI7a3t1ENuVyud955B8K9y+UqLCx8/PgxW95f//rXf/mXf+l2u5H5U5wMBsPS0tL777///vvvQ8mprKyE7v/gwQOmt3v37gGiZmVlffbZZzgrhUIhQn4UCgUAQ2VlZUtLC5sL0rvQSm1ubq6urt64cUMQBK1W29LSUlJSgitCamoqkYp9fX3V1dXggSsrKzB+X3nlFbfb/eDBA1BfQRBWVla2trZ+//vfx2KxgYGBoaGhi4Qj9nvvvUeSWmlpKaNYdnY27pWFhYXf/OY3x8fHgeP+6Z/+6Wc/+1lubi5T2tbW1sDAQFVVFcAP+0K8oq5fvw6hNCUlBZEVLIG1tTXYGcFgkBVgbm7u8vIyAaWsdfmESe4UzxqMCzhhOdYZyDg6mX6gvoN+M0TyYyHUQCNiDmDnxHZNrVZTIFHmIORnOIPaI9KyOJoRXEkSgRu07wy1bKk5SWQyGbPa0dERMQ/AqqOjoyhnKI3FxcVYWmKCnZmZyeyFbJq17tHR0Vniz8bGhsfjmZmZmZ+fPz09dblceFrBhhPJxgcHBy6XC+6Yw+FISUnBWJS8CrPZjAb64OAA8Rj4v7g+gIVAPgn/TjmBCsRBV11dTUPD1hleq8Fg2NraQlaxs7MDcgbD2eFwsD5AvE5FZM/HRwcWSsgSAx/IOY0RZFoqKGC1RCLBlEd0uePWorRT3hgKGfFRcB4eHuJ8SwKJIuFOzIALtszAg+k/P4cdaiwWw6Mb6q9CocC9HcMW6EK8EUymEGsqFAouNwgHIya3DUaJ7NehboVCIck//MM/eDwe+F2EJyclJQGo+v1+8EOM9JDRnJyckFR348YN5tmrq6vV1dXs7Gwm1KdPn8KlZD+cnZ09MDCQnZ1tNpsBOTc3N7OysoqKimgTenp6srKyJiYmUlNTf//731dVVaWmpu7u7no8HofDoVAoQIwR13PuQ6JZXV29fv367u7u8vLy9evXvV4vIn08pUT9zdXVFa0ld+3BwUFhYeHW1haJ9i6Xq7KyUqFQkEPrdDpR/oJl3717d2xsLBQKWSyWWCyGqCMSiVRXV9PDnp6eshxFBpOdnV1dXZ2ammq3210uF7RS2oienp7p6Wniw1Qq1fPnz+GOTkxMRCKR0tJS9AnDw8PXrl17+PAhQdmxWOzOnTsTExOYj/v9/qOjo9bW1uXlZRz7sDiAwnp6elpbWwsfR6VSOZ3OzMxMIslwItTpdPv7+yz/0tLSsEBiZXVxcZGXl7e6upqZmdnc3AwJLTk52el0UuoqKysvLi52d3dtNhspCoCWBoNhf39/d3e3tbX14OCA3YOocw+Hw11dXVdXV0aj8dNPP0XOGI/Hz87O/tW/+lfPnj3jOADqwMV3a2urt7e3oKBAq9WSkc63Y8QFbAVHo6Ojg4bv6uoKic729vY3vvENPJjOzs7S0tJmZma46Q0GAx4a/OF+E1mywpdsYJ88eaLX66urq8VkscvLy4GBAYwmiJh+8cUXvV4vNKXr169j+yd+/f/zB4BXEARcagVB6Ovr6+npwcyW2DJRbYLtH/gbdE2UTj6fD+LfxcUF4ULf+MY3cDqcm5t7++234TetrKyUlZVtb2/z0M3NzcEJpP1FIGG320OhUHFxMS42m5ub2I7zjvLz87E7Jh+tra0tHA6PjY3JE4EVDJHsdCCZMxywtkDgIYpfOUMBFXC/S01N5TEU9XZ4AzFWSiQSiuLx8TGdK/p05htRjoLOnbAE7L0wzcHnEvYQI4Hdbs/JyZFKpSwXWFnxYMbj8aOjIyygGUEAVJkOz87ODAYD6Bx570yuwWCQZGNBEDBbEO1vGFVBYnjlvEfYeYwslAe/3w9mw6HMzkylUpWVlUWjUaiO2COI+1ebzSaRSOD4XF1dHR4egjpyItlsNnQmHo+H2FF6Gt6s2WzWarUul4tHiaBAu93udruJrd7b24NwdHJygumx6O1FCUHSTdWkm2HTyVugBTk/P5ckAsY5u/BP4LLGYjGQUsx6Dg8PccAWbTtp1kUpSyTh2M44LgK/Io+aCwQeKWLjIEAMS0zJvFqwZWjVFF1oPqQ+iHQzriN7dN4+txwzGx4L8XhcurS0VFhYKPpxZ2VlXb9+3Wg0Li8vcwyFQqGxsTGPx7O1tQUnG4YYezKHwzE/Pw8fjLsNUDcej5PTSY+j1WqXl5fj8bjRaKytrW1sbGxra6uvr49EInxXR0fHZ599BtbMGi85OfnOnTuEX2Iztra2VlpaGolEWJs3Nze73e6Li4vu7m5mcGhRk5OTcCJgjuXm5rLz55ZNSUkRTYjOzs7y8vJwl62vr1er1V1dXTdv3rx79255eTnRZkqlkpK8tLQkOgBMTk4mJydPT0/v7+/jqyCXy1999dWqqirSu4LBYF5eXltbG4s98Emfz0fSOsuVtLQ07JPkcvnGxoZUKqWCSqXS1tZWeDepqakPHjwAQgcD7+joWFlZicViMzMz8NfVarVarTabzXfv3oVdHAgE9Ho9ehhpwrjZaDSC+QDj8GVwQQm3USqVNTU11G+/3z89PU2oQlNTk8lkAtuprKzc3t5GC8UsNTQ0xONKfq8s4UFaUVGRlZX1yiuvrK+vg73gbQuv9YUXXuBrqqqqbt++TRtUWVn56NGjJ0+efOUrX7l9+3Z5efm3vvUtgIRwOLy1tTU3N3dxcUGoRWpq6hdffPHxxx9fXV299dZbhYWF+fn53/jGN4SE1RaIvSAIjY2NRUVFxcXFRKkIgnB0dNTU1FReXh6LxTAKGBsbA6XhgScRhRK4tLSUlJSELvP8/Nzn87W1tQmCgBE5oChmZnK5/PHjx7jQra6uPnv2jB9IyTw7O6uqqmLGgmhKkWbvznc9evQoOzub1MySkhK2BhqNpqmp6e7du2dnZ7du3SorK6utrSUX6dq1a9Fo9O233+bHvvPOO0lJSb/85S9pT2OxWHd3t1Qq7enp8Xq9NptteHg4GAyi6UxJSfH5fEjFjo6OxsfHqZ3w7HACaWpqIv+gqKiIBRVvnI+CZSQAKZYXuPacnJzwoyDSc+izE+IrIWXE43FUDbB+sAiHaMM2h9GE4YbtA3w35m8+cKxE8dzhc1YmDLS1Wi2qUDamgBzimIIshAIGC4lLT+llYsYoIBwOQ/Rj6yZJGIizzmRshZ/CD2FpB2uPH87Cm+Fkd3d3bW2Nwff4+JgIMKVSSYWGJlZcXEz3eXV1BfeCys3Rsb29DWSVkpICqhwKhcio5+vR+/P5KxQKmLRutxsyNrFluG1nZGSsr6/zgczPz+NCk5eXp9FoyJyQy+WBQAB8m4UinyT9B9gAtBoeSV4PDBVkIeAZUGxwMxC5WhjCUJbonzQaDT8wGo1yD8DLpVlkJubrw+Ew/5c4EUYiEUJngZGh/6AEDSfMTGB+8DFyE0IaEPnSALNi7edy0wHwf+G6IOWXFRUV4YFSVFQ0Ojp6dXUlPmmkV7a1tZFHvbGx4fP5UDjAR2eapvGJx+N2u12j0ahUqpaWlpWVlUAgUF9fDwuDfWRNTU17e/vz5891Ot2rr74KUvyTn/yE4TUUCuXl5bFvk8vlIyMjRUVF29vb+/v7WVlZS0tLl5eXc3Nzo6Ojy8vLx8fHJpNpYmICHeSDBw92d3dfe+21jIwMiLihUOjw8BCEs7m5+fLy0mg0NjU1SSQSh8PhdDrR78fj8eXl5aKiIgJYkGdNTk5igzI4OKjRaKqqqkhEAkmw2+3V1dXV1dUajaasrCwnJ2dtbQ3JIw+k2+0+Pj7e3983Go0Gg6GoqAh3usHBQZ/Pp1arNzY2qqur4f5xbSoqKmhOAc3a2trMZjOn5/z8PCDS6Ojo5eVlfn5+Tk5Oc3Ozz+ebmppqa2vLzc2dmppKSUmBnuf1ellRbG9vo/3iFuFDCIfDHR0d6enpMJxTU1MBM2GEk7B969YtHobd3V2SO9EXC4JgMpk4cOPxeH5+fmFhIc01Bj1sNbDIYGtIHvKtW7eo3FdXV5ubmxqNZmJiAsNYuVx+eHjI5/b973//+fPngiBAhjSZTH/2Z38mlUrv3LmDaUYwGESGyPMcCASGhoYkEsnjx48/+eQTj8fz+eefs4h9+vQpCKTFYiHEg6aK3fDjx485cDnpAGzhFbtcLp6ZkZERIMTnz58PDw8XFxc7HI54PE4E2M2bN2HkYt3X2toK7VkQhNLS0u7ubtALflRaWtr6+vry8nJGRgYjtUajsdvt2FK+/PLLv/vd7+AjIB3Z2trKyMiorKwsKSkZGBiYm5v75je/OTo6yoIgJyfn/fffX1hYGB8fHxsb+/jjj0kCiEajPT09Ho/n+vXrm5ubn376KYdvcXHx559/XlxczAgOsTA/P5+441AodHl5idQYAdzo6ChxnrBR9vf3y8vLiW80GAyINIjDpBOFfMvORSqVAlRwtEGqp7OEjyNiYjDkU1JS/H5/PB6Hg3Z+fo4CnSrIwAF5h79ABYItydZqdnYWXQQlBFkI5ZafwEpenCmBbdk78o3JyclsfFj4AfEBJIJsY/0DgkKPAl6nTPzh32lJ2fQrEjHL8XgcX1MOaL4d/QmrPuiT6enpaD+gw/B5cuCQAc5UxHKH956ens72nbibcDjMpCiXywk4g7LHUL6wsADvyWAwyOVy4gLPz8+Zt1hGyGSyzc1NzHL5JFlYwMbCUT0ej9NDMJnRp1J4MjIyxCrIXI4KKCUlBcEriyF0onQ2DMRUo9PTUyx4KM8iOSgQCHC9sHGgckOmEz0QaPhwMod5xIQDVsohI3oMKRQK0ZGREZYtLLcHqC9nnfgvUHb/mVmdkpLicDhycnLILqdEo4Q9Pj4WiQD0j8nJyewg7XY7kegej4dxBHFeX18fk9/u7m44HL59+3Zvby9baI1Gg19MZmbmJ5988q1vfesXv/iFVqu9du0aH6Lb7UZLND09TUjnyspKJBJZX19vaGj49NNPz87O8vPzaVUuLy8JMJFKpSxT6TrZI6pUKuZRvV6PldTl5eX4+Dj2m/BIMzMz29vbVSrVxMQEZs3Pnj27vLzs6urq7++vq6tDIlJZWSmXy1dXVyFAgnGtra21tLTgplReXh4KhTAwOj4+3t7ebm5uzszMLC4uBsZEYpiWloYX0q1bt05OTgwGg1qtfvLkSVpaWmtr68LCwvn5+djYGEo++MmRSKSqqmpubi49Pd1qtZIqarFYMNaClWc2m2022/3798F7Se1OTk6emZlRqVREZNvtdvbEOP7g0geZTafTTU1N5efnB4NBm80mQihlZWWDg4NlZWUYCaFMgHnb0tISiUQCgQC9ZHJyMriuSqWanJyE7a3RaPAPKywspMcsKyvjqPX7/Z2dndvb25999tm9e/e++OILm83261//urW11el03rx58/Hjx2+99ZbD4VhaWopGowQgo8Mj4ykQCBweHnZ1dYmJFu3t7eFw+Fvf+lZ/f//p6ekf/MEfCIIwMDBwenrKLPjxxx/funXL7/fPz8+/9NJLExMTmAK+//77165dYy5nXefxeEgvgdxPnMjV1dX169cHBgZY6mODwKLUZDI9evTo4uICJ/3S0tLnz5+jvk9NTX306BHMoEePHqnVamhKgEVockKhEAKh8vJyuVyu1WoXFhbYkhLJkpGRMT4+XllZqdFoBgYGrFbrP/7jP966dQunCxaELS0tv/vd77q7u4PBoFwu//TTT2Ox2I9+9CPmtpaWlqdPnzocjsrKyuzs7PT09N3d3Wg0+sknnxDpDJURagabWrwIKEis3JRK5fLyMkVXHNegCKDWh3SalpZG3YXxjrcXJ05KSgomz7m5uUdHR8yXJycnTJng2DT7QAU4v3Be0/uD+CkSocdXV1darXZnZ8fn86EVAedkTwbfGzoehRN0B7sZVvVnZ2d6vR4hPGQlJksc9VCAcJpnZGT4/X62aDDpGLthWooMF5HlSx8GM1NIsG1hAodCIXoF5nIATywk2SLT+BYWFtJ+YR7r9XorKipOTk5ghKHZEEXVCoUC9R1IPm9Wq9VS4fiNW1tbyD/oR9nmKhSK0tJS8hYDgcDW1pZKpYLLCaGXWgAHh8+BFaYgCNBWaAuo8WwQaRoQI1EUIolEa74RFhXHNSeJTqfjIwX/ZMTioxb3tRBfuWpqtRowADYZGiRUFeAHmAHFYjGmZC43txMXF8ZAPBHGwh3FQIzShoYvnlCXisUVgFdKF3x2dgYld2pqqra2lv9ZVla2t7enVConJydPTk4WFhb0ev38/Lzf72fNUFpaajab29raINrE4/Hr16+Pjo5ynGFRlpGREYvF4EQx/RiNRvR2HR0dd+/eDYfDV1dX+fn5p6enaH4bGxuxIgLH0Ol0TCQVFRWAyQqFgkPq4OAA50yJRAKLgaclGo0WFhbiN7a5uUl8xMXFhdvtrqmp2dnZGRwcJJZrfn4epgkUOOTh5+fnfX19S0tLZrNZrVZDTkPuAhQQi8UGBwdpVfCLMZvNjBo3b970+/1Wq3VmZmZnZ2dhYaG1tfXevXvcK06n8/Hjx6wcBEHo6uqy2WyPHz/W6/V1dXVVVVWPHz8eGRmBcuz3++fm5ioqKjBlVigUr732GiuW2trazMzMzc3N5OTksbExg8Gwurqanp4OehwMBmtra3nBlPOrqytIUrB5i4uLtVotrnttbW0FBQVWqxXrhuTk5Pn5+Y2NjevXr9OcNjY2gpkg9+R5APRGY6fVar1e787OTllZGTLQaDQKWWlmZgZs3OfzDQ0NIfydmppaWVnhfC8tLU1PT6+oqPD5fNevX9fr9aurq5OTk2BfMpmsrq5uaWnp6OgIeBbWtF6v39zcHBgYEB38gUMbGxuLi4uHhoai0Whtbe1Xv/pVOvqmpialUjk3N/fSSy8NDw83NTVZrVYmDH7U/Py8IAiDg4Nmsxk+kUqlAmWZnJwkHLurqwt4+fT0tLGx0W63o9p84YUXtFrt4ODg9vY2d7VMJuvt7Z2bmwP85Gsw8+vt7WX6xDMkLy8Pl1FBEDIzM00m0ze+8Y2pqalf/vKXLA7Hxsaam5sdDsfx8bHZbM7NzX3rrbfYgB4cHKyurjY2Nn744YeQUKRS6cHBgSAI7e3tDJ1JSUm0nlVVVaenpyMjI8B9BQUFFovlwYMHWOM6HA50PqzHGhoakBKlpaW1tLTk5uZGIhFW+3K53Ov1crgAKUUiERRrBoMB9xbctKEW04gT8cHJBWWRKsi2D2QPvglCvUgin5L9EyslqEyAcvBjGbboTY+Pj2HWYMPCDlWacEGDl0sxgOkTjUahv2KtJ447xKxSzqkKlDqMbJiNeO9JSUmcwuKwxQ4eJJkdGCWE0sJwjEQEUE0kPcEzODk5oeBxjgeDQZJ02RcyZFMVGE+Li4tZzSCeoUKwZ2VLgr1JeXk5+HZTUxMMeblcvr6+TpoeolKpVAq9DuA9Ly8PB5jk5GTYp4Dhl5eXzHDYo/OS2DIyFwKzM1XTd2LyQAFTJgz6wXhxCJJKpT6fjw0xbQetEpeG7TWr8Ugim5OPjgcEfiLLcmbQq6sruN+csXQ/7I94/dRCEHU2TYpE7AnsNhFnFr0OOH5FvyRpbm4u/naxWGx9fT0Wi21sbKAXxqhdKpVWVVXV1NTANcAqCRAjJydndnZWLpeXlJQAbYE+84JwXIPse+/eve7u7rKyMrPZDFR7eXkJRDA0NPTkyROfz+d2u+HNPn/+XPQD7Orqys7O3t/fb2ho2NjYgEVdXFzs9/tffPFFxFLRaLS4uBhzHJbMoCtGozE/Px+TGlw5jEYjjx+GWzR3Uqm0t7f38vIS9UV1dbVSqSwpKbl79y7/18zMDBGyR0dHz549m5ubS05O7urqGh0dhal79+7dlZWVlZWVaDTK+Z6SkkIyIrT1aDTq8/kmJyeLioquXbumUCjYLcnl8snJye7ubghygMNYdXi9XjwTjo6OqqurbTbb1dXV+++/j5Jva2trcnISekJdXR0q0o2NjWvXrlksFjiWhYWF4OcWi0WpVDKGmkwmsJeVlZX+/n447uvr6/F4fGpqKj09fWVl5dq1a1dXV+Pj452dnZB1Jycnl5eXA4HAysoKhk0oT1QqFcOl0WjEjpHVZm5uLuE2FRUVk5OTu7u7er0eEUh2dvbZ2dmdO3doqEtLSwVBWFtbQyjyd3/3dwaDAU7E3NzcyMjIT3/609zcXFYUdKNOpxP+CHI99v+tra088PgsBgIBl8s1Pz8PHISN6o0bN66urhjyDg4ORNklNk8ffPCBXC4XGxqMEvldN27c4BS+vLwUCyELGJp3eByQyQHZ2tvba2pqjEZjWVlZb2/vxsaGIAh2u72+vj4rK+vp06cTExNra2sQAhlPu7q6cHR68cUXm5ubMWaTSqWfffbZ3Nzchx9+OD8//0//9E8fffTRzMwMVFu5XK7X651OJ5S6lZUViUSi1+sB/wGcV1ZWOO4LCwtVKtXDhw9hr4RCodLS0pOTE1bFIyMjPp8PwGljYwM/DezIIbJCCoN2wVzIF6M2QfWhVCoxO0T7D1Ym0h3jiXwSslpJPQNMY6qgNqAKANGVSCSUTDpvqJ78l0Fcr9dz0sFpgBOOKyfoHFMBegaqEQ4AoLg03CJjMx6PGwwGyicvFbMFFAFCIg8HjmgkEsHZg+LEZAn3RFSXMqmAWvPtrDO5AzEI4yAGJiVFGEQRHyjeVCwW8/l8ycnJOB8xWrGh4KMj50vksOCGSLAgZoQsa2iOFQoFaQTwOlkHFBcXu91uIIfj42OPx8MSFKN8PmGpVMojD2wLHgsWjTIS9zvAdnTe6NNUKhUBYcyIbDrZ6dKOixJPxlYGRw5n+g/KJ28WJAOpEmp4yhsMW3p6eKAECYh0LTowDhPWcCiP6XIEQQBsQOsCLYgHnFIKbBCNRuUzMzOoCM7OzoxG48bGRlFRUTAYJBAuMzMTgT+7zNbW1uHhYRhKYF8XFxebm5tpaWnwvpRKZXZ2dlJSEnbVMH1mZ2eBsFgoTkxMICaBHKFSqbhfYd7u7e1Fo9Hc3NxPP/1ULpcvLi5iTY6yvqamJjs7+7PPPmtpaXn06BEOUlKplHCJqqoql8uFAxxPV39/f2pqKiaQdEA8QqCFWVlZOLGxudnY2CAy2mq1mkwmdCB1dXV2u31ycpLGp7KykuPpk08+IXVkfn4eMgI4z+rq6u3btycnJ9kfgEaiW5iamvL5fH6/f2dnp6qqClLfvXv3Pv3007t37y4uLiJ/vHPnzt7eXkdHB8PQo0ePELxDs3I6nUg+SktL6T8I0jIYDKg+tFrt3t6eyWTCAwgoVSKRlJWVhUKh8/PznJwcm82G6zGkeaPROD8/n5ubq1Kprl27Njk5ycgil8vhwWOQjW9+LBbLz89fWVlxuVzn5+e5ublZWVngfpQ0gAT4Yp999lleXl52djaGZ9zf+NSEw2GMrwRB6Onp+fnPf65UKsvLy0tLSzc2NjY2NmC7PH/+3Gw2w/wm4vTo6Ghra4ti2dLSgvM4BJb33nvvD/7gDx4+fAhDiidhYGCgp6cHMCeeMPsArMZgr6ysLDk52efz1dXVbWxspKamfvTRR7W1tR999JEgCJjEYt59+/ZtbkJsDYTEH5/Ph5W/VCrNzc39/PPPqRwvv/zy0tLSrVu3nE7n6upqR0cHXy+VSqECUX1v3LjB4RuJRI6OjkjUgc20sLBw69YttVp9cnLy8OHD9vb2d955h4hEn8/n8Xjg8f7kJz+5efNmZmbmzs7O4uJidnY2DhiY3VAUQ6FQVVWVyWQKh8OLi4voaiC/APYoFIrNzU0QC6YQUuVJhIbPCXkVHW1qaurBwYG4qjw/P4e9iREBHMt4PA6eBrzJtEQhIdCbs4kJLBaLpaam0tWxZ2EyAMbk5uHnsJuMRCKoq0VR3eLiotFoRFcNvgXrBLMb4FmpVAqYHEuEOzKXaDQam82GQZWIr8bjcWAz7HOxAVEm3N5FXTwoKzgeYwq/SGz18MuF+52fn0/TDBeGmsGsmZSU5HA4WA3CoqBgYIQCbOhwOHAaAiWWy+VJSUk6nY5KnJqaiqYiMzNTjGLFgIkyj9kZIylyC4/HQ5iE0WjMzMycn5+HorW6umo2mzc3N2FFgPfygsmiYNanNWGVy1MJEolGGXT04uKCeTojI4P3y7WjvsJZZTYVBIFPiUJI8aORZSUv+gQBrkajUUzISdaEviRCr8AYHPsoI0AdRFCdwZfxCWmseFG4x7hDuI58i1QqlfzRH/3R9evX5+fnQ6GQVqs1Go0LCwsGgwG7GeZouVyuVquZcCUSicFgwLnx+Pi4tbV1YGCAJ81isRCDxadJepdaraYT39jYeO211/r6+pKTk3/4wx8uLCxMTk4aDIaZmZna2tqJiQlKFw//+fn54uJiOBwuLCycn5+3Wq0VFRVra2t7e3tdXV2ZmZnPnj2rrKz0er3r6+vd3d0ul2tra+uFF16Ym5szm80w+g4PD61WKxQAhgDo2larFTZXNBq9urpKT0+Ho0WQ1nHiT05ODuZPMzMzhMgzdG5vb7OlN5lM09PTeFSGw+Hy8nKPx6NWq8n/urq6evDgASBMfX39+fk5NkOrq6t0JIWFhdvb23a73WAw8ExKpdKCgoJwODw/P9/S0qJUKoeGhrKysjhGnz9/fnp62tzcvLu7K5VKKyoqHj9+nJyc3N7eztqsrKxMq9Vis5eXl5eSkmI2m3d2dtbW1qRSaXFx8f7+fnt7+/DwcE1NTV9fH9gvLP/y8vJ4PL6+vh6JRDBEzMnJgddTWVk5ODgok8laW1sVCsXOzs7BwYHH4+ExRkWKhPHq6ooSi9LD7/ezt7u6uqqqqsLX6erqCsT79ddfNxqNiHDgB5LxUlNTY7FYfvvb3x4fH7/22ms6ne7TTz9NSUnBMvDhw4dFRUXLy8vsXcS8mmg0+v3vfz81NXVhYQG1EqsByMY9PT0ul2t0dPS1117jiHS73eS7ra+vs6GklJaXlx8eHkIR4s/MzIzBYNDr9X19fTBpt7e38XARkVICwMvKylwuF4cFqTUHBwfUiXg8zlS9u7sbCARisRiR47T8H3/8sVqtBlUji1EikQwODn7/+9//5S9/SXb3+Pi4Uqnc3d2tqqoaHx/HKTo9PR2JZF5e3meffYZHFf58RKElJydj4wdIVVlZubm5mZubC8sfSRV7kHg8vr+/z0gnk8mI8pZIJABOqKr4MvbWW1tbBoPh4OAAf1SuLAMKIxoWMAgls7OzWfhRX8FImXGhU0YiEQI3aKD5mTT+koSdHgAgxRUOEWblmD0hTgAHZo8AgZasexAyZBVyuTw7Oxv2DY5mGo0G8+3Dw0PSfyn5Xq9XlvBsw9aOIVgUzsdiMZQP5+fnSUlJ2CGhSWMooZxIvxR6DLFIPJSpCqIWgjqRm5trMpnICj04OCgpKeHgxaCNxSd9FZysoqKicDgMKoCvBUwCMEaMwWUyGR4pm5ubtbW1c3NzGINjHx2NRrOzs3HzMJlMKpWKYNRwOEyHwYXDL4k2UWTNAM+CWrFWI7+WVoAfJdKgxJWhKLIMJvKfRZ8/NsdwypjFqZGw+RCWUBF5lmnERX8o1vloTvghgOdcMpVKJX7y4OTJyckIXQB+2eAyI7E9FFfvok+Q5D/+x/8ItVU0IIXtrdVqubnPz8+BUgl5WF9fr6qq2tzczM/PT0pKuri42NjYsFqtPKVTU1MymQwnVXKUwuHw9vY2NJxr166Vl5dz1vDM3L9/ny3F3t7e5OTknTt3NjY2SkpK8K2urq5GrNbZ2QlqPzAw0NXVtbS0RIpheXl5OBxOSUkZGhrCtrS1tdVqtb777ru3b992uVzDw8OlpaUYz2o0mpGRkaqqqt3d3bOzM5hEPp8PTwB6DZlMVl9fTxro0dHR3t5eY2Mj4+zGxkZHR8fg4KBKpSouLp6ZmamoqEhKStrY2CDwYXNzEyet1tbWkZGR09NTpNZKpTIzM5MQrsXFRei7N2/efPjwYWpqKqXLYrGMjY2JIsVbt249ePAgOTn5hRdeGBgYMBqNKKJSU1PZ9otYBHcbZzeWCxCDMeXxeDw3b958/vx5Xl6eUqlcWloSBIE1A5htenp6TU1NLBaz2+208NFoFF94tVpNxvXe3p5Wq2XJAXRcXV09NzcXCoW6urpwL4vFYmNjY21tbTzDS0tL5OdVVla6XK6XXnrp4cOHVVVVZ2dnDQ0Ni4uLZWVlp6enN27c+O1vf/vWW2/9+te/NplMGRkZi4uLjC9ms3l0dDQ9Pb2trU0ul5NlzY4HCxsYZ6FQyGQy4YuUl5cnJs2+9tprY2Njt2/f/vjjjwmhE/8AY1LD8BianZ3d3Nx8/fXXBUFgWgWhLS8vVyqVExMTNptNrVY/f/68vr6e0GCbzcb3CgkVJqVU+L//fHm5glV3YWEhIJjL5dLpdKSJnZ6eDg4OhsNhl8vV0NBAax+NRuldkpOT9/b2+vr6OIthRZnNZr/fr9Pp4AkDSQWDwYqKCoxJeU4xJUhOTt7a2kpJScHVjxIIcwTFfX5+PoD5ysoKKLHH48GfEiW3IAgnJyd+vz87O1uhUIhC8pOTEzZD4gjC1AU2G0kYnqHaZOfESgX4VCqVajQaKqVEImEuETmToL7QQ4QEZYOzjGE3EokgtIBdwtEJFgKNHLIC0CIdHvwUrVbLvII3LCkfDH/xeBwrALlczkPB2j4nJ4cCSSoAchTkNKC1/L+UUkEQRNhQnHv4d+mXEhwZg8SBBnCV4VKpVBYUFASDQdrZo6MjRMkul4vdnlqtJjmHz/Dw8BCiEIM+jFZYNjs7O+fn583NzfQWvE6FQoGfrU6nw0hofX2dqcnj8WRkZGxvb2PtQqAvm2OJRAJjC6owMzHXgl4BiQ5kHKbAWCwGcMW2Uq1W+3w+WGP4B8EwCofDIH80T+ANuMGIZgu0F2zfgsEgHp+Mrah32NGIQBefP/chnyqfPK0V0zOXBiIuEIIsYdLCJePe43up+jKZTPIXf/EXog3N7u6u2+3ms5PJZIuLi+TxggW1tLQggib5rLi4eHZ2lqeI18fBmpKSkpeXNzg4mJaW1tHRwcO2s7OTkpLygx/84NmzZ3/2Z3/2y1/+kkmLEJXZ2VmcCs7Pz0OhkN/vR1MBg6OpqQmhelJS0tjY2PXr11nVKBQKjUazuLhYUFDg9XrT09NxWtBoNOFwGD9bnvatrS1RxhCLxbRaLT3gwsICMpLV1dW7d+/a7fbNzU3WUQDf77//viAIXV1dw8PDFRUVZrM5FouxvZPL5Uxy4XA4Ly/P6/U2NDRsbm7C6lSpVHq9Hp5RKBTC3O7o6IgdW1JSUl5eHkaAk5OTdMeZmZmwpWKxGCZ8h4eHEGXX19dDoVB3dzcS5idPnlitVo1GQ9gncxVify4H3I3V1dX6+npwGKVSyc44FovxKWHLHovFkpOT8X4CWoGTDJhDl8chCA1YJpMtLCxIJJK2trbd3V1SoEHhKisrR0dHjUYjifBocy0WS0NDw7Nnz5KTk7VarcViWV9fZyeBMSGJg1/96lcnJydLSkr6+vry8/OLiorW1tbGx8djsdhLL71UX18/PDy8srKC8QUZqD6fr7W1dXBwMBKJNDQ00CJ85zvfwY2dZMpoNPq1r31tbW3NZDINDAxcXFx87Wtfe/bsmdFoLC4uXllZgbUrCMLo6Cilemtra3Fx8fbt27u7uzMzM9/61rfEEjg6OqrVaunNLRaL3W4/Ojqqr69nPxqPx/v7+9mjw7MQBAGKACWTF4Yx3tzcHGj/8PDw5eUlwSkffvihz+d7++23WeFAB/uHf/iH1tbWR48eFRQUzM7Odnd3P3r0KBqNVlRUKBQKo9HI0X95ebm2tra8vJydnY0PC/cPpCdoaDBmpVIpXJjDw0N09Bib8GWXl5eZmZlut5uyLU3YklHYCgoKxLK9t7cnEkAYznAYoIWCBcMUyAIY3wNqBop1SrJOp0OHJ3pBQ1ZAk8eUSeEE/BQxT2oMPAlQYvqAUChEaA9lNTU11ePxMIkyDUul0vz8fKY04E0eAV4YWzdWd8x21DYwZ1jBEokEjUQwkZCFmTbTDORPPgFGTHGvKWqCJQlxp1hQOUJ5eEUtBCTE3Nzc3Nxc9GlnZ2fYRFO9kE5dXl5qNBrCiI6Pj/V6PbdEPB7HiA3RBU9fZWUlbi2iloN5l/UQOz8xM4TfguwHcqlo5gecICpP4MsEg0GOrMvLS7PZzMAKVyMajbLjRLp9dXWFkQXfCxsLJJk+AwciIHqIXYpEjhgtGiM7bQp3L9ghJZmrz+fP6oQjnaspJFyrmFzp5Bgl6e2EhMEeAzQ0IrENkns8npKSEtaBWGwLgoCLBAScg4MDt9tdVFTECvD09BQy6tHRkc1mi0Qis7OzMpmMCuH1ekOJoANIdxkZGdPT03K5nHimf/kv/+XOzk5nZ+ejR49A7Y+Pj5ml+DkNDQ3YBhG8UFZWdnBwwKfJbmxkZCQajQJknZ2dYdVRXFw8PDxcVlamVqvX1tZUKlVycjKqyqWlJcbNmZmZ9fV1YDGr1RoMBkkv2djYoI7m5+fDxb28vPR6vX6/v7GxcXJyMhaLEQUDp7S9vR27c+CIlpYWgPKNjY3Dw8O8vLxoNLq7u1tZWRmNRicnJ4+Pj2/fvu33++12eywWI10E/4T5+XmROX11dVVfX7+4uOhyuba3t9kzHR8fo6AHVd/e3j4+Pq6srDw7OyOPqaKiYm5uDv07X5yUlNTT0zM6Onr9+nXmFVBfVLlzc3P0m5yYBQUFbrc7FotZrdalpSVqgNvt5m7Ozc0tLCycnZ0tKytjmAPQtlqtw8PDFL9wOGyz2UhALCsrQ1LJh0k70tDQQJ87PDy8urq6sbFRUVFhNBpJ5QyHwz/84Q/n5uYQ/xFcVVZWdnZ2Nj8/393d7fP5BgYGAoFANBp99dVXf/KTn+h0upKSkkAggDlnOBzG2v7GjRu8jObmZpJz7t27t7GxgRfg3bt3+/v733//fTaj7F02Njb8fn9vb69SqQwEAg8ePJBIJHjilJaWXl1dzc3NLS0tvfTSSxkZGa2trRcXF5jCC4KAoaggCFCKfvOb3/zhH/7hl6dVQRAwFuDsGxgYKCkp0Wg0gK44G3s8nubm5qdPn5aXl7e2tn7xxRf9/f1HR0evvPLKo0ePmpubcSuFw6zVaiGUIUxiv7W9vU3CRiQSoZUEvNrf30cTubKykp+fj2U/c2FSUtLa2ppSqTSbzaurq/n5+UgggomwNq/Xi3xNLpdzm8FX2NraAvRm7ODQp0JzrFBIkpKS8Ish6ApnLi4T9zl3F5sthUKBSwavjQEUDhGILl9JvRF5OhQe6AvQBj0eD6/54uJidXU1llC7Q4z0er0YkYO1wCvheBVB1EjC5DaW4Pzz3EEjoiegd6ewyRJxknBWi4qKdnZ2YPpQMsV+S+SSiH2D+DXMQPBaAQlBp0QuUjgcxopob2+vsrIyFotB35XJZKyZeZsul4vPKjc31+PxwMEUF6IulwsUvb6+/vT0lKc+OzubNVZ+fr5Sqdzb26P6cpiziUSdQm12Op1oH8HwIa8ycYmQe25urjh3Ql2GkEw7zj3GNkr8JEUsITU1FUkSX8kWnFmcCwGX5+LiAmyAYZRvj8fjgJFJSUkEs0QSrhogtGByVD5gD1720dER2LK486Y/YN4Nh8OwuviBvCq5XC5FDMBkSTCkTqezWCyZmZlQOjFCZIkFyw6vONTQJycnd+/e7erqMpvNfKyEo2JQPjk52dfXV1tb+/rrrysUitra2sPDQ4vFotFo/uAP/sDv9+MOlZGRgVlwW1tbLBa7f//+2NgY+2Gn04lslBgjtVrd1NSUm5tLOZRKpZWVlThmSaVSCgCG/RaL5cmTJxaL5dVXX43H4ziD074JiWR5/rG5uZmYxouLC5PJVFRURHQofvxU/d3d3YaGhps3b+bl5X300Ucs/C4uLtrb20dGRjIyMgwGA+sBjBFyc3NJk05KSsrNzX327BnPRlpaWklJycHBwfHx8e7ubnV1dVlZWXV19dra2szMzPj4uMlkeumll/Ly8uBi0EnV1NTodDpUpLm5ubOzs4RIP3v2jA69ubkZZcKNGzfogrOzsw8PD9fX100mE/euqAMLBoPV1dWw5AlkIL6npaUF7DopKQmfT6/Xa7fbOS9qamqGhoZgwdjtdgjJgDkwhyFcmEwm4KxgMMgd2dfXd35+/uzZMxIYoORBvJJIJF/96ld/+9vfnpycrK6uDg4OVlZWwjHp6+sj0iQcDg8ODhYUFPT09PT29n77299+9OiRXq9XqVRGo5F1O6XaZDIVFxcDURKoFEk4jQmC8MEHH1y7du31119nKLFYLDk5OSQQnJycvPzyy9PT0x0dHS+88AKAJ/ate3t7gGMY3qakpEQTGWROp9Pn842Pj4sx1FDSmIGi0ehvfvMbzlzk2FlZWampqWtra2+//XZnZ2d7e/v29vZrr71mMpmSkpLm5uZSU1Pz8/MPDw/r6uo+/PDDqqqq9957b2RkZHp6urS0dGJigqUytF5yinZ2dhD/CILA7co0AK1dq9WyZGICS0tL4wDlJygUCuLi7XY7lyYajQLxaTQaXP3glBK3RKgkDHm5XM5Ch66cNv/8/JyyDSUEjcfh4SEtL8AXTFEhEcTG9pHVL8erCGmybWWGADWlDEgTskhELECstOxAIzD58Wdg2ypNhLQwXUkkEiyO4Qcx1MJUAJpjFUJno0z4oPKLoom02svLS2w+8dxwu92UAbawXx4imTjF4ZL/inoGUdvA14gIrUKhSE1N5VUx0ZrNZlL2CC3xeDwVFRVM6tCI0tLSXC4XM0BWVpbNZjMajTTxRH5GIhGyK+B+MrlaLBZuV4vFQugQOlqR/ML5DEDKllfUaQCScQLQDMFdhw7CScJV5pliEKQVwFFBSBg8wYaDT0vLwkzJ08oyGHI1HzKkMPHbLy8vRZ6zeKuA39KF0Bhhy8V6KxqNwgnHPZSfTOHEXCk9PR0FKpWbJpI1lnRmZgYZaU1NzfDwMHmTm5ubu7u7GEK2tLQgw+LXgN9mZ2dDHmG2e/78ORtBplqXy8VRZTAYSktL5+fnMWKAefXTn/60t7f3H/7hH/Lz81dXV/f39+lZ4vH4zs5OKBTKzs72eDx6vb69vb2goABQ2+l0QoU4Pj4mooS/z8zMnJ2d9ff3NzU1QS2prKzU6XQ6nS4rKwsf7eLi4sLCwtTUVMKVgLAvLi50Oh395uzsbG1tLepv5k5yGb1ebyQSqaio0Gq1AwMDExMTo6OjsVgMKh0jPwf32tpaeXk5ZC1+CDm0eXl5crkcQK+9vf3w8HBlZUWv15eUlMjl8t7e3tPT0y+++KK2thaD1r29vaurK4fDQZK2wWDAvisUCtXX18N+NBgMzc3NPNiYv0ej0ZWVlZGREeYbh8Ph9/uNRqPD4YAT2NfXl5eXFw6Ht7a29Ho9WVGA7ZOTkw6HY2dnx+PxLC0tZWVlSaVSpoT9/X2Rj/fkyZPOzk6lUrm2thYIBJKSkijqQEMWi4XriG00vAO73d7W1hYKhQYGBuCeKBQKBPsYR2DWf3R0ZDKZWlpa9vf319bWrq6ufvWrX5lMpoWFBe5Un893fn6elZV1586dL7744t69eyKXBFpEQ0MD7riBQIAE9Y8++gih9Pz8PP+elJTkcrmOj4/z8vIKCwvtdvsHH3zQ398/MDDQ3Nz8m9/8RqlU/vznP8fFcGZmprOzk+amrKzs448/tlgsSELJLZmcnHz8+HF3d3dzczNaz1u3buXm5u7s7Lz22muTk5MymeyVV16RyWQlJSWbm5sYBdPnkZIokUiQaRKLptfrZ2ZmfD7f1dUVthJs+Do6Omw22+bmJkxvluLY78Xjcb/fz23MySJOdQ6Hw+fzofKEkRQKhbil5XL5wcEBdfTs7Eyn0zH3FxUVwYWGL+Pz+Wi29vf3yf+KRCKkFUGXYCqCiknOCZAyxxazJuxEjstoNIrtLVUNvA4GI7I3SheKQ0YQ7AjwGIrFYvSdX640zD3I87FdhIGCDBdfAoY/sQQaDAZkM5iDnp6e8k4lEgm3Ja+QuZkWhD/isMiloXniY+FUxZuJLYb4xRRLsXaKmC1/xL2m+HeR/MLDYjKZ4vF4ZWUlvF/swcEqoVD5/X4oS6IZfWFhIQtvl8sVDofxZz88PASsRr7C8SiTyeCQk12RlJS0u7sLd/fw8HB/fx+qGqQ2yhITMOguFx3rcvzqEHikpaU5HA4uvUqlSk1NxYLR7/ez3oYNB5+fyg0qS1GEQUad45MUl9awpmUyGdeLDx+AgQGXeV2k8PAtlDouHFpP1q684MvLS4yTAoEAAR4M6JBvI4mMMLhItBfRaFTy/e9/H0+m9PR0BvloNLq5udnV1XVycsKiGKVUa2trX1+fVqutq6vb2toiOsBgMGxsbKSnp6+vr5vNZmgFfr+f1OW1tbXOzk4q4ptvvoll1+3bt997773k5GQoMBcXF8vLy7FYDL9EtBN8YygUAjdobGw8OzubmpoKh8O3b98eGBjo7Ox89uxZXV0dt29GRoZEIgmFQtPT00CIGRkZRMKmpaVtb29fXFxgV22z2TY2NsrKypRK5fPnz2tqakiUVCgUU1NTr7/+ulwu7+vrQ0aNFefh4SH29GdnZ3iQzs/PY+cYi8VeffXVqakpmCyVlZV0GCB+LpertbX14cOHSHHm5+exVwboR0+5srJCE9TR0QEfxGKxbG1tkZJBSppEIqmqqiINprm5GbLc+fl5R0dHNBo9ODggEA284urqqqWlZXt7G441v4JnG0AMTxlMcSERbG5u4mvIh0NXNDMz09ra2t/fb7FY8vLyzs7OPB6P2WxWqVSHh4ezs7NqtbqqqioUCrlcLr1ePzw83NraSnQoR+3m5mZ3dzfN/uzsbFNTE7rJ09NTHAyurq5eeOEFIKODgwNiri8uLq5fvz4xMUEGXDQabWhoIH5ndna2t7eX3R6xHqA6KSkpyKXISyJ7qKmp6bPPPquqqopGo/jsCIIwMTFByrTdbs/KypqenoaFi1fAzZs3mYd8Pt+9e/f29/efPn369a9//fj4+Pnz5xUVFeRdBAKB69ev4xx9//59pVKZn58vk8lqampGRkasVivOcOLhSDAn277333//pZde4vGDxwsxJxqNzs7OUufIc8XP4be//W13d/fe3t7FxYXL5UpJhE8dHR05nU7coJjbcnNzt7e3sRqgKOr1euThHEyUGSBKLsrl5SU6DTjnBONAmOQrDw8P2Wuenp6yQ6U0np+fc5iil2AHFggEIGjQ+/NfBk06dOYwAPyLi4vk5GQAJI4Xbgn+nRONBWEsYSVK186By0aKwzEpKYnfgnEm9YNqxLcrFIrs7GwGYpotqpdYGuH4yBMRHKJmBp4dLm6Ae4Co/EWknDAqYSMHLEkhFMdKjl3KpzhZihCuOGKK3wLkyGkOHclsNjscDqlUWlhYKPL/eSNKpTIvLw+qx+XlZTgcrqioAKFlUlQqlbCFiQ2PxWJutzsvLy85ORm6E59MWVkZ6LpMJiOwjPEgKSnJ7XYDoeGMj7s6b5/SSLfEsE4jlZ2dzUxJrie+N/KEpx0jHeC2aACkSsR+0RhxrfncWL5yYlD5UExFIhFeJ4ABEyGgvejbDleIMsGVQv2hSERbU4lp7JCKIvHkijOA0ueJP0fKgnBvbw/ZlkwmIzkP5KS5uTkajdbV1ZWUlExMTKB7e/LkSVFREZAsqKzH42lqagoGg+Tikv7I+Ts9Pe1wOLRa7U9/+tM7d+4QqJaXl9fZ2fngwYOcnJzl5eW8vLybN2/SQdTV1eXn55NDgr6iuLg4Go3yVFNasO2ora1NSUlxu904mh4fH3u9XqvVevv27Wg0yg0UCATW1tba29tfeOGFaDRaVFS0sLDg9XpXV1f39vZaWlpYUEcikdzcXPYuu7u7zc3NCN1A+aVSaXl5uTQRmv3s2bOLi4uuri6LxdLZ2Tk9PU0/e/Pmze3tbfDtvLw8TK3GxsZu3LhhNptRzZ+enooPT35+PsIVYhYcDsfe3h7Lhtzc3NXV1SdPnmxubrrd7tLS0vHxcfqMtbU1rBWwAAwlrBorKioqKir8fv+dO3fOz8+tViu3rMFgwD2OpRr298XFxah9S0tLMzIy6uvrWSc4HA629Bxkm5ubGNDDMcY8MxgMTk9Ph8Nhr9dLWiejdmZm5vDwsFqthoat0+nkcvn29jar1s7OzoyMjJWVleTk5Ndffz0cDmOZdHJygkv+O++8s7a2ZjabQ6HQp59+GgwGOZ3NZjOmr/F4nDYZH1TMRObn50dGRpaWlr744gsowSyz8feJx+MWi4XzSBCEvr6+4+PjpaWld999VyqVPn/+HEGbIAgrKys9PT0IDxobG7Ozs91ut0qlevPNNycmJqAJTE5OpqSk1NXV6fV6NP7Pnj2rrq4uKipaXV212+2ffvop8d1DQ0NiyRweHsbrZ3h4eHx8/PXXX+/r6+PQ39rawv0gEAjMzs4uLCz09PQ0NjaCl1Kz9Xr93NycuM5BTbSyskKMBpXDZrPxsPBepFKp0WiEi6hSqQKBAEckOQGwk6grKpVqfX0dlB6dA/xSDCavrq6wLY1Go+jrGYVBPhCZcOIAxIlBKOjE2UcSJC7yS1EviMQNRcJnHyUfVqWcy5Sl/4c9yyKG14lgMRgMYmPpcrnw+GRDwZjIxyIIAlxfBJewCNGtspuXyWRQbcFveWFAwRqNxmAwiAIJcbnDyBVKeL9BShcLJ6ZC8cQfXgOlWpawNfgyHkvt5GVLEyZ5OGqhqXW73VVVVUj+yDWDh6zX600mEynraWlpWVlZoksi8Woo/UU3f7BfEEi8hRUKBadBJBI5Pz/f2dmZmZlh2pNKpSRsw91jKOc6ctWurq4uLi4gXhGmlpmZGYvFGENZsRFyIFK9WE/iNhwIBOgP6CoAEvgoaDv4bGF+iKsHyAQcuSw1+WngE1R0NvRcAhI34dBQ4DDiEKnLfObo19nsMmtyv4G3U3G46NFoVIr4j1mksLCQWwrftd3d3YWFBQ705eXlgoICskTYNiG/k8lktbW1dXV1w8PDgUDAYrHs7e3J5fK1tbWkpCTU/Rwf/+bf/JtoNPrGG2988cUXoVCot7e3pKRkf3//9u3bHNPBYBCrF7IemTLX1tbW19dlMpnT6YzH43Ammc2ZEhQKBTU7JycHEMNut0Mb4/4DQwO7Y+uJpjUnJ2d9fR2iJvBRenr60NAQHkBoezmCMVDGubi8vLy6urqzs/Po6CgjIwOyjzQhxY1EIqurq9Fo1OVyEdF1dnY2Nja2t7fHRKtWqyGqyeVy/GkPDw8VCgW15+joiFEGMSjkwKqqqu3t7fT0dDg7kP6RUWKEK5PJZmdnNRrNw4cPtVotUhC/319TU9Pc3Lyzs5OUlGQ2m+fn5y0Wy/LyckNDA4yheDxOWA8NeHp6elpaWnd3d2Fh4fr6emZmpk6nOzw8fPbsGW4VuGXu7u6yt6A9oqEpKCjQ6/UY30gkEkwQmbrAqEdGRkibslgs8/PzeXl5EHdv3br113/91x999FEoFFpfXydiXq/Xg2EAd19eXubk5Ozt7Z2cnLz44ot9fX00Omtra7SxJpPp4OAAa9/PP/+8qanptddeExJWrlKpdHh4eHR0dGdn59q1a8fHx9/4xjfwTorFYrdu3XI4HLW1tWDj8/PznLazs7NZWVm//e1vi4qKfD4fDq6RSGR5eXlubs5mszHOpqenV1VVyWQyo9FYUFBQXFyclJREvJcgCEtLS2VlZT09PSUlJZ2dnc3NzXa7PRgMPnjwYH19vaenR6fTXVxcvPfeezKZ7OjoaHFxER57S0tLV1dXRkZGaWkp9KW5ubmNjQ1M1S8uLlgCra6usrrDXpGoRQQD2HXm5ubCC0XlwhKBKou3qs1my8/Pj8fjdJl4F3u9XugboJ3xeJzCxrECBzIlJeXo6Mjv9yNyYJVIsYGUCCeTWGNAV9AwsEdU1LSPnHdUAkbzL3vsUZJF7ozI44gnwiZ5ftFZKhP+pYg1qegMf2gHQSYp3izAFAoFcvNYLObxeEThgcjRExcE0kTUF4sDhUIB3kZqIzRRCARsmsUtrMinFQdN3hH1UmQhsXLDwoY3wsaUk1oikfCm4OjxXdj/8hqAl6ltfEQMguTPIFhg5YmRcnV19c7ODjCAyWRilCwrK4NEBheGgqRSqdjNM/mx9728vMSYCeyXekHCBPoN3FeEhA0vxrMQc/gCVSK2k7GVGZQv5rOlpeC25FYEheZHgVTTsuBTBhGVz4r1PPJWXFAkEgnpNHxlZmYmIyxXn9GTQZb6ypDKbQZsLrY+kv/yX/4LTwIL/7q6uuXlZXLD+fjS09NHR0fxdkI4MTg42N7eHgqFgsHgysoKIVYFBQWUN5/P197ejnu10+lUKBQNDQ1QjdfX13U6XWtraywW29zc/MUvfsEgv7W1pVarCwsL6SPW19elUqlOp2NeRsmHjzBlkrV2Tk5OYWHhyMiIVquFZI+CW6/X46U5MDDg9Xqhw8Tj8YqKivv371sslu3tbYlEUl1dDQMiMzMzEolwojFklJWVIVRADba8vIzDGW4dtbW15+fnZCICXplMJr1ez7Pk9/sdDofNZltaWkpNTV1dXUXP7nQ65XJ5eno6wWfb29vQgpxOZ0tLC5TUnp6ejY2NpKSkioqK4+NjBDM4YBkMhrW1taqqqoWFhcLCQplMZrfbS0pKnE7n/v5+W1vb6OhoW1vbxsZGVVWVRCJZX1/X6/USiUSr1X722Wc4VXJNS0pK4vE4AVhqtVomk62vr6elpcGU5seijrdYLKT6DQ0NwaL0+XylpaXcqRBAdnd3k5KSkOdvbm4yYgIBEXdABk48HoeegwYRaA6/U7BcgBHQ0ePjY+xykpOTJycnI5HId7/7XW7RoaGhrq6ujz76CIdY9sos8Le2tm7cuPHFF1+0tbWdnZ29+eabS0tLk5OTmZmZ3d3dIJZ///d/X1hYWFBQgOx1Y2Nje3s7KytLp9ORW8TWAMHf1NRUcXExp3AoFOJ4uri4+O53v1tQUNDX13fr1q3Z2VmdTsf9kJWVRfQmvTAUR2xc9Ho93ut+v9/j8dy9e3dycnJ0dNRsNtfW1trt9pGRkeTkZPQq4+Pj0WgU08Hd3d3z8/P19XUgRIlEghiXxbzT6YQGolKpkpKSVCoVnpeAS9AxmN50Ol1KSorT6ST6FDkvjPfLy8u6ujpUEyMjI8CA7CwUCsXJyQm+WmB30WjU5/ORf+d2uznIQCwRPqH8JuIUXAvHFmlC6Q9tHqIDhZmhjfIGfZQ5AN87WIfMpqI2QJxLxCIEd4lFF5wgfi+KQ1EpIbLuCXAWCb3RaJRbUeR/CQn3UWnCoVQcg4BhGVyUSiV4aSQSycjIQAHFC44lnHWFBHVWnKLEkklB5Wv4XVQmpIrUv7KyspSUlLKyssXFRaVSmZubC0Nze3s7Ly+PK8j8h1cXKU/Y5WdmZlLwFhYWCgoKsrKydnd3r66uqqurSR6MxWI5OTnYHWxuborkVQY7ztKUlBRWrYD57LPx8QA2AMdmAIUOJqLNTAjMlJRYVEZ8RFC9oHdxFVSJwEembYVCAXMHgFSScCrm4vJIKpVKJkuv14u3BqWR+QGsVSqVMiwx7VAamSOFRK4OPRldC0cct2hqaiovWJqwRZRubm4S14zSyOPxBAKBjY0N0EKFQgG6TeI82hKz2dzf3w8oV1tbm5WVVVpauru7C2sAv0GJRDI2NsYdhp0Yu9mamhqNRnN2dra+vl5YWMjMrtFoWPihraypqWloaODQhyd5eHjIR5Ofn099Ojk5ycrKevDgAbZ8bW1tOzs7YEGCILjd7pGREUTfdrud7dH4+LjRaLRarbR1YN8AwqjE4OXabDZy5goKCpKSkra3t8Ph8PDwMMX76OhodHTU6XQuLS1lZGQgINFqtVtbW8x88/Pz+fn58/PzgM+ZmZngG0VFRSUlJUajMTk5mWPa4/FAThkcHCRvC//Py8vLqakpnm2pVMoaEjnwgwcPzs/PNzY2wKW9Xu/s7GwsFhseHi4vL3/06BFbIsLIVCoV7x34CIuylJQUrHQNBgPwdVZW1unpaUlJSVZWFhclOzt7aGgIl5yJiYnHjx8bDIbc3FwscjAfn5iYoKHDo0SasMlGCkJHDN5Fz9TZ2cnkCgBoNpulUunOzs7FxcWjR4+mp6evrq5wXjw5Oblz505FRUVaWtr8/HxjY2NycjIz6NDQUEVFxdOnT8F+cS1pb28PBoNbW1sKhWJycvKtt95aWVl58803f/e731VUVOj1+pSUlEePHp2cnDx//vxP//RPWRwkJycfHR2Fw2Hka+TXk5tWXl5+dXU1OTnJ3mtpaYlLEIlEUCyMj4//zd/8TVtbG7aZ09PTT548QSD04osv7u3tPXnyBHAVL3iDwfDuu++SzLWwsIARbmVlJZHvi4uLMzMz9fX1SA9nZmbKysosFsvR0RHknc3NTWZ9EPLLy0uXy7W/v0/kBUQGJARYUyGQwHe7srIS58XT01PS346Pjy0WS3p6ut1uv3HjBoS7cDhst9sBGCC+shm12+04grLR4TCF/3V5eUkIEssqShqWCOBdwKoi5gkT8PLykq9Bic86ikmCJSKaURoyigHadpE8SY2hSgE5cuCC+J2cnGDgzMoKvA73QTG+Izk5GVQWdSmWrcCb4o+NfSnmgkqGFytALhp8saYCJrOL5SmjmjIQxxOhjMyasi9ZuscTZoEUZuaetEReL7lPIJPp6ensNRGMXlxcbG1tFRYWMvBg6MpCF6EFhzu46Pr6OmEmHLycV/v7+1yU09NTp9Op1WqBOqG409kTCSDuZaEUUe1OT0+xgWWIj0ajIJ+MNGzT+eShjzEuY9TKPXyRyN0UP59YwilJmvDV4+ahh+DtUOTYEWApw2fCHprhVVxGsmjAZIZrEQgEeC7Oz88BLM/PzzkhA4EAqkuuNd0DmxTOT0oh/kHS5OTkiooKbJQbGhpcLpdarW5ubq6vr9/d3XU6nScnJ11dXTMzMx6PB6QoPz8fd/L+/v7d3d25uTmWdiqVijzI0dHRw8NDTLf5xGGOfPvb3xYE4enTpz/72c8ODg44GrKyssi8rayshIWr0Wj29vZOT09RFgaDQa/Xu7CwwFJwcXERx15W5efn5w6HY3x8PCUlpa2tjfQrRvj6+vqrqyuDwdDd3T03N4eKaHl5OT09vbu7G4fb4+PjoaEhgg8ZrQKBAMoZjUazsLAQj8fNZnN1dfXw8HAkErl+/fq1a9fKyspgnRQXF+NnnZKSsrOzA0d8e3tbr9fv7+9rtdrLy0t0dUBDgiBgzYXHutFoFIXzlOe0tDQUCCRFHx0dlZeXOxyOUCi0ubkZj8ebm5vxZeXeysrKUqlUra2tbrfbbDYfHx8/e/asoKCgpKQEnIdbFkvCxsZGDLra29sNBsP169dLS0vX1tbu3r0r6jG2trZ2dnYqKyvxdczOzmb7uL+/PzAwANV2d3fXYDCcnJzMz8/DMGIPeu3atbGxMc7BnZ0d2CjQGbinTSZTJBKpr69XqVQvv/xyWloaIlfgvtu3b19cXDQ2NqIh4TmEY5Wamvr555/HYrGhoaHk5GQ23Gaz2Wq14h4HbPgnf/InEokEp7c333xTEASdTnf79m2My2tqahYWFr73ve9BpVlYWDg4OBgYGKitrQXn12g0brd7cXER/kg8HufXTU1NTU9PFxQUqFSqF154weVyvfrqq1tbW/Pz8z6fj3TM6upqPDHMZjN2CliDEiHe3d3NsNLY2Dg2Nvbzn/+c/tLr9Z6enkI38/v9EEEzMzOPjo4+/vhj5jnEMwaDQbRGYllLH8lmURAEGO/0ZI2NjTKZrLm5GdiW62g0GiG9Mxy3trbiDMf+zGq1qlSq2tpaMCg8BYuLi5kqaL255aAmMEthtQPrh6EBWhAtKV0F5Ye9D+NIVlYWfguMBbFYDBiQR0mUsUO5ZAT5Z52cVMpekIGMqsPfmWs56ViXcmSL3BOmAlZRMJVgnYQTzrQQ6/gJarUa3BUkUCKRkFDNYR1KhCEDEQMw8hspKgC84hwjArN8PiJmS+/Ou1Am/gAjm0wmhmC2Iaenp1BMoQLh2sj5EA6HLRYLoiAIUJJEigbbTWKD+Rwws8RmFmIwzwvVBSoGC0iXy2U2m0tLS/kXQFoykXgLpD/x+VDJ6Ir8fj/POzUG6iy3K+pPRim+C90IdxcfGgNfPOEwQDPBFkytVvOCU1JS+I3gT0yHl5eXrPlZ8+GFCwCDfxOiF3afpPyiPuIissSl4+SZApmj1wF74PJJJBKpTCY7ODiQSCQgeNnZ2WazeWRkZGdnR6lUOhwO8J/j42MMOIqLi8E6JBIJPB1UItvb2xClUCgyEcJBwJHn448/np+fl0qlLpcrJyfH6XSy+2FeQZ3KJR8bG8vLy4N6oNVqwe6ysrJqa2uhM9lstoaGhvn5+UgkAjSfnZ3N2lUmkz158oTITy4JERMmk6myshKXTlZiubm5eG7h+sg8yiQOfsV9X1paajKZ8NTwer1Pnz599OiRTCbz+/1PnjzJz8+/uLiAsT01NXVyclJUVFRUVKRWq9PS0gioqqysVKvVs7Ozbrd7bW2NaM+5uTlW69hGp6SkgMqurKyEQqHt7e2ysrJ79+6FQqHBwUGLxdLX12c2mzs6OsAVEdsR145DodVqBfitqKhwu91KpRJuDgWgtLSUozYSibjd7sHBQUlC7uZwOFZXV8lHy83NbWlpcTgcOO0RlbC5ucnT2NPTk5mZWVlZid8TbJGhoSGkdcSz5Obmpqenl5aWVldXI+CjMhFok5qa2tXVNTIy8tJLL6GFr6ys1Gq10Wi0qqqKI8Pn8z169Oiv//qvSQLhh3/wwQfQL5eXl+FP2e32cDg8Pz+PcdIrr7yCmCQ9Pf2b3/xmdnb2559//rvf/c7lckUikYaGBk5VUQG9uLjIHuF73/seRJIbN27k5eUxCnAhtFotXAapVFpXV7e7uwu7MhKJ/OpXv9rc3CTXGpP3ra2tq6urhw8fEsl5//59vJN0Ot27774L+s3sVV1dDcqdnZ1dUlICxRHRxfLycjQahWEXjUaRoOzv76PmYr8rlUqx6Ue3JwgC84rVatVqtQAkW1tbfr8fkC0UCqEc8Hg8q6urm5ubjx49kkqlTqfz008/nZubY+UJd1cmk+Xm5rKNJj+ERZ3JZCL+iAEIESqnP4cLxy7IGNAcRV3k8TPlAHdjP8vfOY8g+nLKs4UCzYNPy0gKSV5ko4jMEVBZNltsv6ClcEzzjNBYJCUlATay9uOkBs7RarWIOtgXitgvMxPTLZAPuzQOYko45ynnO4RPKj2sKO4fsdJTJsVZlvfFW4OvwA/B6RBa7MXFRX5+fiAQYGF8dHQExEU8CAMZTgKczHyqOp2OHDqeO57HYDB4cHDA/IA2PSMjw+FwwPqBCurz+fR6PY6qGB7t7e3BVtXr9aDTGRkZ0IuwMGR5p9FoONBcLhf7O71eTwMksrivEmb9dAwiuZoLyufAE8qQF07keoIAKxIGPUhBxEkdPzikpfyEy4RlMXaDMIfj8TjNEKhMNBrVarVwr9CkcvtdXFzQo3Dd6RdjCVMqpVIp+Rf/4l8wZ4igM3Vubm4O4DQej/t8PpvNxpetra1hJiKRSHBK5DKzI1SpVF6vt7W19fnz5+3t7V6vt729/e7duz/72c+++93vDg0NwfJA7CyRSD7//HPWMCzzHj9+XFNTo9frnz9/brPZQKjYKuXm5ubn55OL6Xa7S0pKUlNTp6ameGaampo4HfLy8iKRyPz8PIxWt9uNRnNsbCwej5eWlqalpcGImZqaCgQCL7zwQm9vb2dnJ7L68/Nzp9PZ0dFht9tLS0v7+vrw3zk+Pvb5fCTExuNxk8mEAuzJkye4rxGwJeLj2BCmpqY+evQIj579/f28vDy73Q4Pgn4WS0KPx1NXVzc/P5+ZmXnt2jVMVm02G24+nJ6pqanI5CGzVVVVpaenb21t7e7uvvbaa3z+SUlJdrsdZD83N3dpaam9vf3jjz9OSUkhbQ0XvZdffvnq6mp8fFyn062srMC2tdlsy8vLpEGpVKqqqqqkpCR8+bOyssxms+ikenx8XFNTA04rk8k0Gg08DtyU6P50Oh2or9frLSoqwtM1JyeHrDuNRpOZmRkKhWpqalCA7Ozs8FEsLy+3tLRA00Xp8fDhw9bW1rW1NUZhJr/CwkK63evXr29sbHR2dhYVFf3oRz+6e/duUVERRR1mRGNjI4Q67sBnz55BPYUTnpeX9/777xOmuL6+3traenJywpmekpKCHTFlG18FBl+o+X/+538ukUgcDsfQ0NArr7wyMDDw9ttvf/DBB1Ci5ufnT09PyUvx+XxSqXRsbMzr9d65c2d1ddXn8+Hyb7VaOXTeeecdFhx8RC6XC+IDPH6OHhQ+JycnHFVWq/X09LSioiIUCpHAfHl5uby8fHZ2hu0wnNuOjo7Dw8Pd3d3U1FS/319bW+v3+zFG9vv9ALYQT2gXqD0Gg2FsbIwDhcSoo6OjoqIil8sVjUbReqIrl8lkoKk05nRm3EXgZqIvTDQaxW4enDM5kWkM1YI9KFAtbC9KJp4J4vlFHWK8EOFTsE3GXI4s2B/IBxkHfT4fADsbTRBjfmYkEkGZJ5o2iEIXPg2mZyBZccDlG8V5iEKLqFEqlULXYhT7f7awTJ8ih5O3AKeGKYpywocv4lJQq9bW1mw2GyQJg8HAEAw7gb4fC5p4QvTCxWLaQSICQsAPj0ajrLcZZoC4OJ0wN6Vp48WzrRR/BZRp+ip2ulxWUhaurq4okKKjLOeeiMoybkoSChzKEi0FnyfGFOIIK0nYDXL5WD3yWUGoZu8OTo79IY2FqM4UEvpa1rFQ3mg6keUwrIuraBizYC30bReJmE/Jn/zJn5SXly8sLDQ0NGxtbVVWVg4NDUUikZ6enqdPn+KIzT5DEAQMkwYHB20228nJycnJSXp6+s7ODhgC9o+imVZVVVVPT4/dbo9Go/fu3WMoVqlU//2//3fmfcRzu7u7EKO54TChnZqaOj8/J8Ph+vXrSNEjkcjs7Oz169eRSxMOR/uGrQ/BRktLS1VVVQxDDElms9nlci0vL1ut1uzsbDJ4BUEwmUyCIOzt7el0OiTP0Wi0ra3t/v37aWlpeXl5sVgMl6/19XXO1hs3brABTUlJOT4+rq6uBupBN11bWzs0NPTyyy+TQ+lwONRqNZkYZESA6SOS02q1S0tLcIIYy9jwh0Khjo4O9MvFxcVCws6U3X5ZWdnTp09pYiQSCYbpc3NzL7744uzsLObAgiCUlJRcXV0R0pKRkfHs2bOamhpO3tbW1t7eXioWoOXFxQW5EJhCNDU1PX36FPHi5ORkeXm5TCabnp5ubGzc39/ndsfn4eTkhMwj7HwhbWdmZtrtdvgpBQUFU1NT8Ievrq5efPHFgYEB/Bny8/PhHN27d+9Xv/pVUVERxgisSSoqKuLx+PDwsM/no40TJXdOp9NqtY6MjJjNZplMZrVa7Xb7v/t3/y4ajf7yl7989dVX+dx+8pOfqFQqlgKstLncwCfAX0qlEqO7Tz/9dHZ29s6dO6FQCAHowsKCw+Fobm4mIru2tnZpaenq6spqtR4fH2u12srKyrm5uezs7JqaGkJpFhYWVCoVl4w/JycnxLw/efKE9J66ujq1Wn1+fv7kyZOenh6PxzM6Osptn56evr29nZOTMzk5iafg5uZmcXExTTRL3EAgoNfrHQ5HUVERQM7g4GBZWdnV1dXe3t7W1lYoFLJarfX19W1tbXl5eYeHh83NzZeXlx988AFL0PLy8o8//hhMpby8nFA2+CBwADlG6+rqMHck8ojHn4hAp9OZmZkJ5xxej4i5SaVShk4mEioiQmc4d4wLEG553hnfmTnSEsnMzC6IH1jdcbaCwVJyYDmKgwusTl4GcJwgCHl5efxw1rRAxHgd8Cs4Iin84XAY8jkUFa4gXCq2mNyZNPG8WbQrLFbj8bgyEeEJ7fnLagpeOcMTNCs+JWYpphkYuQqFAkrH+fk5ezuiD7n5caC9uLhgBwRLA5NOkAlsuQ4ODgiJQlF9cHAAxqvRaDAHpepXVlYipwkEAnw7PC+yoQRBsFgsYH4MkVgtYoESi8Wg1EHYYdbEKBvLOrbdIkofT0RuofoV95d8SnyGXFm4zcxgoVAINhAlnBYETiWFU6T/sKQQBCEnJ0elUhHKJN4P3HLAvLAOgZpFyQq/Dr9lGEmQexGM0B6BjEokEslf/dVf7e/vAwQrFArEJ0iGl5aW6AEPDw+7urpkMtnm5iaReC0tLYODg9GETfnl5SXSN71ez7pVoVDYbDagLbPZ/NOf/vSP//iPCVz99NNPAZcuLi6mpqbgfNM1i6LsYDBYXl7OA+NwOARBwGeHLVF7ezsI+5MnT1pbW2dmZngG7ty5s7CwwFqID5S/aLVacsfkcjlC7NLSUrpIPmtuCGgCi4uL8Xi8oKAAJUB7e/vU1FRVVRWFMykpCcIL/PjCwsKtrS0uYUZGBumSu7u7JSUlS0tLBGEWFRVNTk6KC22bzUaJev78eXZ2NgMcTDmkTtPT0w0NDcPDwzwYWBYwCmi1WrEV6OrqikQiS0tLubm5nE2CIJAdHY1Gv/71rz99+hTGUCAQKCsrYz/KpmdhYWFvb89oNDqdTvHsYFlSXV3N6ndjY4OLPjk5KZFImE5QbqSmpjocDgiZl5eXOp0OQgG0i7y8PFqZk5OTmpqawcFBtn1gZcvLyzxOZWVlKysrzc3NlN5YLAYtBSbC+fn5ycnJ6OioyWSiOzGZTA8fPnz55ZeXl5fz8/MnJycbGxu5ph6PR6FQ3Llzx+l0FhcXT0xMqNVq7GE//vjjsrIynU736NEjo9FYV1fHCsRoNHIs7uzsbG5uzszMBINBTFiwjjOZTBqNZnh4+MaNG7/5zW8gpnk8HkEQ8vPzb968iY8u9/zKysq//bf/9vj4+Pz8vL+/n9R0tVqNTYHJZOrq6uLXjYyMNDQ0PHnyRK1WP336VGRkUCyBKNFZGY1Gpt5oNAp3zGg00nuRMJyXlwc/SBAEQGZoRI2NjXV1dTMzMxy7FxcX1dXVY2Njer0ekrlMJsMFcGdnJysrKyUlBXtbdo20Vt3d3WlpaR6PB0rO4eEhshYYsFBjUAiw5qC79/v9GRkZPp8P5rDo3hkKhVieMTUy26lUKjh97BRptTEEZ1hhtgBq40LTQEgTQa0imZbxCKiMEQQOCJpCTsDLy0vQdYZ4cFSoqiJYCs3wyxWaiYexiUOGqgkLiaEWdc3l5SWSPtE4XppQ+8UTxkAUWqzaqOUiyImHDmRddlvA+wgt9Hr93t4eqAB+n3a7nQpBmc/Ly3O73YyDqampqCwgqaSkpDD5YAnZ0NCwtLREy0vJBN4E401PT/d4PBxunFe4zZ2cnGCSymOO0ypAKNObVCoVPV3hYaF/pbKIML7ockft4COi62JmZa8MfguiC3mHroIdB9TuL8+mvAa+PRgMajQaaBlpaWlU/dTUVDRUNH9paWk8XFRiJmbqDkwiUUYFhM5+nVtREAR5dnY2tmQWiwUfh2AwSAChzWabmZmBfPz8+XOr1bq7u9vZ2Tk/Pw//uKmpiV5jc3OzsrISrVtJScnp6enx8XEoFPrDP/zDhYWFgYEBInx7e3uXlpbMZvPi4qLJZCILLC0tbWxsTKvVInhC5+73+ylm0JRYd/l8vq6uLj5Bqgu6otbWVpSRvb29BQUFTMxSqXRhYQGOnMvlIowtJSWFoB+CkxwOR3FxMcG2OTk5ExMTtbW1DoejsbFxc3NTo9HU19dT3dfW1vDRhlft9XoRNlHv9Xq9xWIhlQxIMysrC6AgMzOTJzMSidhstqmpKavVOj09DR/a4XCkpKQQWH14eJiUlISf6vHxsc1mu7i4SElJUSqVPp/vzp07kUgEuaTZbFYoFJj70AF88cUX2dnZ5+fn5eXlGo2mv79/bm7u6OiotLQUErJSqfT7/aurq42NjfBjPR5PMBisr6+fmJgoKiqC6tzR0SGRSEwmk0wm6+7uZqYvLS1lDxSJRCYmJoLBYGlp6eXlZXl5OUsUTHFhD5KEHIvFJicnTSYT81ksFjObzUtLS1NTU21tbZOTk5WVlUSqfVm6h/rixRdfRIsyMjJycXFBRTw4OFhbW9NoNIRyO53O+vp6l8tVVFSkUCimpqY6Ozv7+/tBKZBGPH/+nO7EarW63e633npLEITPPvvM4/F873vfi0Qig4ODnZ2dUNKys7P1ej3qjvn5eYhIIOePHj0KBoPd3d1seSsrKz/++OOdnR2dTnfz5s2zszOHw5GVlRUKhT744IOUlJSXXnpJLpcvLCy0tLSMj48XFhYS02232xFivvvuu1wmRKu5ubn3798ncwPJR1paGpgnZnjcJ4wpNTU1ODWGQqHZ2VnOYqTMeIPU19fn5ua6XK54PE6hCgQCf/VXfyVmke7s7Ph8vqysrP39/Rs3biQlJfH6wXtwB0xOTp6bmysoKCDMJxKJMF7b7XZIE0i/srOzJRJJTk4OOT8MfzidiscNFmXgq0xgIomJXQaDCCQLIWFyJpInoWjSTIOzwakBSQPW4yjkt0sTKhFeAPgQhyDTD3ripKQkDk2KqLiyAksHiMIiHLSWIYnHn+UChCB+OKb2nLbMjhzuVOJoIqGFt8MNT4nFdk0ul/PpMVOGw2F0UMQQEWWBCx1nejwed7vdZ2dnxCgxBDscDri7xcXFnC0nJyfl5eXkcCQnJ29vb7e1tTmdzsvLS96LTqfb3d0tKioiyYsuxOv1Go1GCv/JyYler8fLjAqalZV1cHBgMpmYKV0uF6o/MAZOOej60UR0HT0T/GooVFzH5ORkSSJSCUQBHALDIOBDknrpG3BOYO0FEQn3A4lEotPp3G43ZYuPGr4PhuTcD/ANOZZZeCPnhU6FhkL0zaDnEDej0UQ+NpdbLpdLfvCDHxQUFAB8NTQ0+Hw+Roqrqyu0JRDQ29ra+vv729raWLDL5fLp6Wn2rnSahA9zrHPiv/rqq1SOzc3NO3fu4Jbw5MkTs9k8OTkJj3x1dbW8vBxXMJ1Ox0NbUFDABIaxZ2Nj48XFBY4Vubm5NONLS0vn5+f19fUrKytdXV2PHz/W6/WNjY28w97eXjiHx8fHJpMJpn5eXh5Zvg6H48aNGxMTE1KptLm5GdPOYDB47dq1aDTq8/lwtxGlnxsbGyBOOCIRFxAOh0dGRurr6zc3N0nrRKzi9/v5cGF20IvQ4FRUVKAbAy4AtywqKlpfX7fZbMfHx0qlcmNjo6CgAOEstLfZ2dnMzMzq6uqnT58mJSU1NDR4PJ7i4uKFhYXW1taFhQW/319QUHB4eHj79u3T09PV1VVyBKuqqvLz8x88eGCxWMhkRwgLO9Rut/OPiED29/f5eBGf5OXl7ezssImEgTI/P4+5/+7uLucmjLj19fWurq79/X2w3+HhYYPBwJqNjo8eNiUlxePxJCcnm81myMMzMzN4q5aUlDx69AjTBhoOp9P5ve9977PPPvP7/RAfeABqa2udTicuNsApot/9ysrKK6+8gqj5V7/6VSAQaGho2N3dzc/Pb2tre+edd+AQSaXSr3/9636/X6/Xj42NYblQXl4+PT39la98ZXp6+pNPPuGe397epoMGn9zd3a2trTUYDIRKGo1GGiyv1wtj4hvf+IZUKn38+PHbb7/9i1/84s0338T/try8XBCE1dXVpaWll19++YMPPrhz587IyAixnX19fSzYHA4HWwaJRIKLDWsnIDjM89BgME8gZxIxyeLi4s7OzoKCAgZWrhcmfAxn3LFUCJHNR/nkyKYgEaYI+5SmDUS0vb19aWkJgXJubi4QDks1vV4PEZdVHIsrdnXRaPTo6IgJALdu5rlwOAwUxgn4ZagWAhH8WyYS+nK2SuIqS9xm8aZg5eDnwJDKbg9VKIgr9UaVCP5kRhEJKcCkIuOXyYbfDngISimCivFEUgfnMhs1WcKBViSC8iHQEIjrJKZY2DRY3PEvxMxdXV0lJSVBgVSr1W63G3dZZDNot46OjkgA5dCH0oz9LPVSq9USFYBEgnnr8vKSgFj2IHzsfOXKygpMRiANitDJyYlarWZ34HA4qHyMjEyEUG98Ph9XAcAgFotB7KKIiioOPmQmUe4EpjdxP01bE01EedOmKxQK8Sbheymo0HxoCLgx4O/AQuCLaS5xexAJw5hvsPeBZgyzmuES6yiGWm5ylrKMBKJW9Z/jzcCdBwcHaXCWl5dxpCQEnBGkqakpEonw74FAAO91TFJCodDOzs7R0ZHFYoGpQYKdQqHo7Ozs7Oz86KOP8vPzY7FYbW3t+++/D6vW4XBEE0JXqLk3btxAODE1NUXMstFonJqaysrKunbtGu4whYWFYhwxfonBYNBisWRlZQ0PD5+enn7lK1+JRqOwiolYycrKIlcZNnNDQwPXBksLOuLDw8OpqSmdTsesGY1GT05O7HY7sBuO8H19fUQ/pqenazQanDkFQdDpdNi57e7uwjV1u93FxcWkrUKmwPl2d3e3oqICzH1hYQGedCAQ2NnZwUEbD3q/3w9ZAzo4q/7bt29HIhGQVYfDYTabnz9/3tPTEw6Hx8fHb926NT4+jvyDHpDy3NHRsbm5SVzaxsbGrVu3IMWlpKQgiIYvp9Vqp6enc3Jy+BhBU2dnZ5ubm7e2tkpLSw8ODo6OjkhwRFEDk7Ctre3Zs2eE1ZA653A4uru79/f3oTdDS0NKTyDDycnJ0NAQjGuTyQSlE00w8Mvdu3dnZ2eBqvx+Pw2Wx+PxeDzl5eVTU1M3btyYnJyESRQMBufn57EmQZVVUVEBdTAWi1VXV3/wwQeNjY0ajUaj0dTW1k5MTCwtLYXD4Vu3biUlJVVVVW1tbUWj0b/8y79EHaHT6SoqKmpraxcWFmKxWGZmJs/q0tKS0Wh8/Pgx53V2dja8KhGTJELH5XIhKr13715vb29RUdHKykpNTc36+rpSqczJyZmdncWCf3R0FIYXBr9bW1vEujG4QFgNBAJE6PDW8PyDQw+rnqSn/Pz8xsZGiNZKpXJubm51dRX1Qm5uLgZDuNe63W6eI2qw0+kEmQe3pFozdalUqs3NzeTkZGhHJycn8ANYaAFy0q2zSuBYgaHKWUYxZlJRq9X0W263G7iMQZDDEUkih10koZikDFNaJAnbWGBbZiNpIv+EVoCTFz0+0j0GCxZUfBmHezgchlsArZchEiIMK0ZOeSGRwsiLlEqlEE1ZXlIFVSoVfEbAW2qk5EuJ0yKYTHXnG0UGLPU4Ho/zd1joFC0RPNRoNKzbCwoKTCZTNBrNzs6ORCLQyDUaDaQhq9W6sbEBVZ7Nt8lkQrGWlZVlsViWlpZQDxsMBrKJsrKy4vG41+s9OTkpLS1FxDw/P5+ampqdnU2HilweLJAqwrl3fn4OeqdWqyORCOphxuJoNMoHy142Ho/TOpPNKULuaI2Au5ka+b8iCfMBDCui0SjR5aS0Qh2NJoRPjO+UW2TKCBRzc3NDoRB5TWyLYFkfHR3pdDqJRMK4ySYIbyD4GQAGl5eXhArQdbFfA/gJh8MS0Krs7Gym4P39fTqFcDh8584dl8vl8XgqKyuxjcjNzV1ZWeHjbmpqWltb29ra6ujoUCgUqLMvLy83NzfJiaypqfnmN795enpqsVg2NjYmJydv3779f/7P/0F9D+e+t7fXZrNptVoyytVq9cXFxerqKqK0lJSUjY0NYo2RoPHpAwFhnMv9SvfR1dW1urqKvEapVBIzcnJyMjMzU1NTwyo7Eok4HA4oRTk5Ofv7+wsLC6y7oLz39fWpVKqKigqmCu6kqakpYCUyE2hRWfxUVlaSvAMIALCuVqsNBkMkEiFLC/tjOBELCwtEyWdkZFBHmUg0Gs3+/n5FRQXNBJLzmpqara2t7OxsEGOC8bhj9vf3KysrgTW0Wm0kEhkbG3vttdc++eQTdnIQwAgAqa6u3tjY6O7ujsViy8vLdXV1AwMDjA70PRsbGyqVqrOzc3x83GazxWIx4EGYut3d3YB+q6urKpWKpLaamhr8aTMyMk5PTw0Gw+rqqlwu50ykjyN89Pz8fHFxkfKsSFiP9vf3FxUVWSyWUCi0vLwsl8up6//5P/9nBEUPHjwwmUwTExNWq9Xj8TCOY4jY2dmJ0cSdO3fefffd4uLijIyMnp6etbW18/Pz4eHhcDj87W9/2+l0ZmRkwCQSGTo///nPOzs7d3Z2bt68+b//9/+mb5ufn7fZbH/5l3/J3qKvr29kZOTf//t//9577wHDEEsANgV1oqOjY2dnJy8vr6GhAWrogwcPOjo66uvrR0ZG2trakDjfvXtX+NIfu92+tbU1NTVVWVnJ6D8wMCBJiNJCodDh4SH4FTcelngiD5PKhLAdHyty45VK5ZtvvvnkyROj0bi0tES2Gr5O4XD4L/7iLy4uLrRabW9v769+9SvIAeKOjbKh0+kYpHw+H7kZLOcwraV/5QhjU0A/d3FxAYzJ0gjLPWQMEFb5FsY+yJwUHs4pAFIwBtGHjxmOG5svwBgBiiMWQoIg0EuxBEVAwgjImYtKj+orTsyXidAxSE9UZSBlfi9AqJDgtYo0WiZXGPK8HXFbyQqGIzUQCPAFEG4p/+Klp8BTI1NSUkRTJHH6z8zMLCws5LobjUaYFrCCT09Ps7KyGJ4EQUAswODBzhKCDFQdNuJpaWl2u72oqIi8QmCSeDwOcMKgBvrNIiwajVZXV3PO6/V6/MIQafCxk2mfl5cnkUj29/exnGU/zRXhckgTGdcQcZlogcRhosL6Ef0Q5InkZxG2pVkREia9sv87zwTMn/wAKiLCTaQjIi+Xyq1KmCbyfx0eHuLuwtApbklhEfM22dyDiHD1uTPZ4sfj8YuLC3lra+v4+DgwsRiQiUry6OhoZmZGqVTu7+87HA6ZTFZWVka8kd/vn5+fr6ysJCKKgElwktLS0uXl5ZqaGgiE+/v7f/RHf0Qb/v777xcXF3NqS6XSvr6+1tZWjOjYzQD2csTL5fLR0VHeA748ON0Qmy6VSkELw+FwT08PUwJfr9frvV4vLqMwVrq7uz0eDw+qIAgkUlVVVT169Kizs5PAitnZWUgTt27dwowbCQRSnNbWVuIwsdCjzvX397P6Jc27uroavmVVVdXExAQ0M6PRCD9WrVavrq7iTwuElZGRcXBwwF2FLxIkrKSkpLm5uerq6tnZ2dPTU5AcrujAwIDRaDw4OAgGgzU1NZubm4y2S0tLBoOhuLiYkEhcJrCfdblcLS0tW1tbgUDg888/b29vpzFqamry+/0QXNPT0y0WC+a9ZrP56OgIRsALL7ywvr6OHcny8jJb95ycnNXVVRzm0FHhcM2DqlAomBvQ58Tj8cXFxerqajxRp6enccKj0gO4xePxYDBYUFAwNjam0+l++tOf/vCHP2TBEAwGOzo6jEbjwMAAgyOtxtLS0traWldX1/379zUazRtvvPGb3/xmfHx8cXHxq1/9anFx8fr6usFgeP78+R//8R+/++67xMDdvn2bahqNRiFCC4IwNDSUlZX1yiuvvPnmm8+fP79+/TrPfDAYXF5eXl1dPT09rayshOiECcvFxQUmWVglU4G0Wm1HRwdY2cbGRklJSV1dHUTEBw8eFBcXwzAsKysj9HRmZubg4ODw8NBkMnFH4RcPBJSWlgZVVSqVkrLOcMBKD8ouLDmr1VpWVkavsLCwsLm5ub+/X1pa2t3dbTAY0JyYTKbx8fHi4mKfzyeORLjzUHKIaYQTGwwG/X4/JwtvTalU0vzpdDqacdQjFDDOVsIVmJwYW9n8wfyiZeQNwuyjKFIV0tPTfT4fACD0JYAicZXIzCGuNqWJfGNpQi0qk8l0Oh2MOc5HOmlYuJKETxBoKpoElHIU+0jC+BswWUgEQkkTDmqxWAwjaPaUVGUWliLbSJqQ7Qtf0pICL7Oy4XzjCJIlnOg5lAE8xUUpdiWYs8MxxKgS5g5pejCboDFKEjJ8l8uVlJSE5Rb3BqMVESg0DYgxwJ/xWM7IyPB6vQaDAfFbfn7++Pg4O0KXywWGzFzODSNulBmOw+EwHx3vi9Ku0WguLi6gXqICwi1BbCCYzcSlNdIa4H0ES2xA2SwicIA3ytfDioomJECwz1BwEvUYjUYxAIJQfZmw7js4OMAZStybMlYiRMHiBmmKPGG1CLTDo0ehlKNpLS0tpQsYHh5m/6fX60mrqK6u5m5WKpUgSNXV1cFgkA90b28vNzdXZK4WFhai48FH/+bNm0tLS5FIpL6+/r333js9PS0tLbXZbDjBggZjpcbClkX92NhYc3Mzej7Aiqurq8HBQVYdnPt0Onl5eWwBPR5PYWFhKBSqr6+fmZmpqKiYmJhQqVTb29v422VlZZ2dnXm93oKCguzsbA6Ozs7OiYkJEqRLSko4IEKhEKs+EFTM/LKysvLz85HYHxwcwK0oKysDwJFKpfi6tbW1LS8v9/X1QQCORCIwZbq6unCnBBPQarW7u7uzs7Niz5GXl7e4uFhUVEQ68fXr16EsojRIS0uDUO71end3d/E2Wlpaun79OialFGA0oNi+6PX6kZERhUKBoQa+EIFA4OLioqGhYXZ2ViaT9ff3Y1wnppBOTExwLyJRpakk7riqqoqODxwYB/CCgoKBgYHMzEwi29BWr66uMg9Re9xuN1gN2P74+LhKpSooKEAhAzJfU1MDn+3i4qK4uPj+/fuYHmxvb7/44otHR0fNzc2zs7N+v1+j0czNzfn9/qKiImwLg8Hgz372s0gkgo0AFNDKysqMjIw//MM/XF1dfeONN0KhkKjb6+3tjUaju7u7EEeLior+/M//fGlpSUg4mv7d3/1dXV2dQqH4D//hP3DmBoNB7BGA4yDssSej7bVard3d3SSrFxYWvv766xwiX3zxxRtvvGEwGNhLYV5hNpuh4BUWFtpstsHBQUZViURyenqKazGLA41G43K5gOwo2PFE1N/a2prVavX5fPSRhJbTfdpsth/+8Ic4lD569CgSifzt3/7t5eXlRx99dHBwkJycTAGIJ7xp4FlotVqqGucdRwac2FgslpWVhYSUkx049OLigsxqIA1Ioey8OROpDYyeNOyMHfycw8ND3P/xeQBDk0qlovs5myohoeWAH8vPYTsYiUQg0EkSQSXBYJDJj9JF3p9oksDBBzqNsFica8UvkCeciSQJ11yANxQs4jENYSQWiwUCAdY0kFYowPIviUyYOynn3OQsMiHBQSjlzcKDpROFwQdHj0kDvxGbzQb5PD09HRPB/Pz8ra0tREGUsZycnHA4fHBwQJe2tbVVVFTEcWS1WmllKHt4djocjvr6elZ9eXl5PAsQTXmiOYvIhuPj4oFiREPCwecg6lnpUTixsfhXJcK8IIpzccPhMGsI7m1gW7i19DdUO/BemUwm1jlkGvxeJiuKsei2zWHOrQIkgPkw2Qa40aLFZJTnl355CwuMIdpIgTCjsZR861vfyszMbGxsXF1dZQ1Am8nQkJubazabV1dXA4FAT0/P1taWTqdbXFxk1cHmIDs7m8RKIRESZLVaDQZDSUnJzMxMe3u7VqtFI/83f/M3JpOpv78fiQvs/I2NDbzHMjIycOaDNsnaDO94uVxuMpnQ32AhdHR01NHRsbW1hUrB6XSqVKr6+vrHjx9rtVoU31jjRqNRr9cLlGq1Wr/44ovW1lZwJD5Heupnz56lpqYipQiFQk1NTUSIwHTgLCgpKWEtvLq6WlZWtrm5Sbgg9xyZa8gw3G734eFhXV3dyspKU1PT7u6uVqvFIR0qB10bMSDZ2dk8M+np6USYJScnd3R0LC0t4XJwdnaGQ6HBYJidnc3IyAABXllZycnJ0ev1+Ljm5+eXlJTEYrFPP/3UbDazyW9ra/viiy9UKhVpMOS7ra2tNTc34xLHcICoBoif/15dXRUWFo6OjiYlJWFyND09XVlZicpWJpMNDAzg+n11dZWVlWU0GkdGRkpKSnCAYi43m80cN9x/dAa4+6akpBiNxmAwKJqrgehi3gFKvLKyEgwGNzY2ampqdnZ2cL/k4hIZfX5+XlRURMCL1+t94403/vZv/xaYa39//zvf+c7Tp0/v3LkjCMLw8HB9ff3Ozo7X652ZmcnJyRkfH09LS/vX//pfZ2RkCILw4x//WCaTra2toQfAqBONFydyQUEBBqFQGKxW6+HhodlspghdXl7+4Ac/+OCDDzo7O/V6fWFhIZMrCypBEB4+fMgrEQTh//v//j/oGP39/Wq1Gm8/HEK4IWHt+/1+jA5oZYqKiliQh8Phvb09pVJZVFTU0tIyNzen1+sxH05NTa2oqHjrrbcyMjLa29v/63/9rySTKJVKvHYPDw9prhk6ma7ImRLHBXFNK9oL8DWYvwCcwLCDGHJycoJKTzyOOVjRdxF6zCnPVSZi8/j4WCaTAaWAjoLW8r2yhKUO9z89jSyRSCxSMVQqFfA7SuJ4IlqE/ys1NRUrACR3eCNcXFwAsYpUHU5zEdmLJOyBpAnHeXFbKQ6R4vEKX1Tk9MYT/nkA1xykwv9N8RVXcdQJkEmr1YrxocvlwkVvb28PjyRQXBYfgUTwu9/vl0gkx8fHLJUhzmDrDZIpk8mo6/RbaAKR8NI38C3oIAsKChYXF1GBo/oFUFQqlQgxJQnDBIoWIDP7Tp4XPh+WjuDA8USGCU0Dm12dTofsEEopj8Pp6Skz3NHRUXIij539ItM8XQXQAvVSKpXiQgBrV5IQeiYl8jXpfvgyOieyLxGZ8HPoTTGbFZdxogBGLpcHAgHMpHgvVNnk5GRpbW1tamrq4uKi2WwW9+fl5eUM/gUFBSMjI9z9Q0NDx8fHa2tr9fX1pAEz+G9vbxMigRsTi9bDw0OHw5Gbmzs0NOR2u/f391n+P3/+HEZTSkqKwWAYHBzMzc0Fg41EIlAoNRoNvNBAILC9vV1ZWXnz5k0ooHiEsvUhMBmrUliCKIvD4TAqgo6ODr1ev7y8XFZWBoF7ZWWlvr7eYDDQTSMYn5uby8jIaGtro1nD5dntdrOYtNlsFRUV5+fnXq+XgBF4iZOTk8hPQ6EQ6xzEc4CT4PvBYBApZywWm5ub83q9gFrr6+sulwtNHralNIxPnz5VKBRQUZaWlhDMIIHAHEsmkzU2NtrtdgKc8/PzKR6UIqvV2tvbOz8/L5fL0ThLJJIPPvigsLAwJyeHvT2tlkKh2N/fZzNUUFDAB05QNlAqXD6CL0DR19fXLRbL1NQUpmLsm09OTgKBAN7iJHUolcqqqiqOAKyU9vb2YH5GIhH8bCUSCfozl8vl9XpjsZjJZEpLS6PA6/V64pHD4fDCwgIT/29/+1vY5ElJSVNTU+wUvvrVr379618vLi7OzMxEuvO73/2OwevevXuXl5eLi4sUqgcPHgAxmUymjY0Np9PZ29urUChefvllu92+t7cH7ZZgTofDsbGx4XK58vLybt26pdPpSktLDQbD9vb26OgoaU3V1dVIvBF4IMMdHBy8fv064aOCIFRXV3MKOJ3OkZERGqzPPvsMeuT5+fnIyAjFAzSMpRrEKHFgwqtIoVCYzWYeeDzKyeArKSnB529lZYXT/Pbt2zabrbS0FI948nH39vbI7+OAY0KirpCmFIvFcnJy2CqpVCo4VowaLOAxvNzZ2ZFKpWdnZwsLCxkZGSQ+8uhxMh4dHXGHh8PhxsZGrAN0Oh2QrCRhKcDgzgkrlUoBhAHNmCeoPYxH0YSwj/LGocy6lON1Z2dnbW1NJK/yLcCJzAD8BEikUCXpcs7Ozli1ApMwWwDAsk4T95fShLNPJOFLwMoW8TonLAcrvzo5ORlBBe2gaMjA1pzazIWQyWS8zlgs5vV6QdEQUIpkw4KCAiZUcHKn0+n3+6G60NZnZGQUFhYGg0GyCnJzc9lGHR4epqamUlSYTEhChCzDi+T6RiIR9AJk+Pj9fl4kGg8h4Vzocrkw5AMG4yQHSRLdE3HkoNiAw/NfyiRhiMSPoJABuYH9S1t2dnaGCwfTvyyRSMpqAJxAvKw8MklJSdhonJ6eIuxBKoM9NVLGUCiEkpX5mOtLJUake35+zmDG3yHuAvDyaDB/x+NxeWpq6uzsbENDw87ODvY9crl8c3Ozu7t7Z2eHpys1NVWr1TqdTqlUWllZiQtoe3v70NCQyWQaHByE4JScnFxXV6dUKmdmZv5/vv4sqLE8vfPGjyQEiF2AhBBCErvEvu+QkHtVVnV1V1e5Xd32OOzZwktM2BMTMRFzMzdzNzEzMTHzTocdtseedld3u7u6srIyK/ckIZNkX8UmVgkQEgixg4S28158Wmfo8vv/c9GRnUWCdHTO73me7/Nd6NMzMzO/973v/fKXv8zJyfnxj398+/ZtuVyOZ//r169RzCQlJeEQe3Z2Vl5eTttoNpuRYJNStLu7i7yB2by0tNTv9xMQXV5enp+fn5iYCJmQTnllZSUzM/PNmzeiKF6/fh2Cq9PpbGxsRMSC7wHda15e3tnZ2cbGRm1tLTlcrMTRCCcnJ9tsNr/fT35nfX29QqGAnoPU5PDwcGNj4+TkBCcE6IWw10KhUF5eHok82JSkpaUVFBTAIoFnHx8f7/F4Dg8Pa2pqYCQyFQF5ud3upaUlNhOhUGh2dtZgMOTn5zudTu71lZWV0tLSgYEBpVI5MzPT3t4O9jU5OdnT05OQkFBdXd3f388ZRJZWcnIyTUxXVxeO4ZiO0lKtrq7m5eUtLy9XVVWht1EoFOzYzs/PCwoKiDCTy+Xp6elbW1v8DffT8fExlAE01DCbsJHCC7S6uhq0c3NzU6vVRiKRurq609NTr9e7v78Pq+2LL75oaWlZWFj47LPPNBqN3W43m825ubns2mdmZqqrqzExh3+P5RM5wzhXjI6OdnZ2/tmf/dmbN2849+Pj47u7u6mLTEXJycl/+qd/ik2uzWYj3Vqr1QItyOXy//Sf/tNnn322srIyMDCwtbX161//mrHGbrdDNMWlmqWG3+8H6z46OsLE9enTp3fu3IlEIo8ePWpra2ttbUWCkpycvL6+jviktLT01atXaPyZJCCLQpnmQJHL5VDWj4+PDQYDmWsA8qenp2dnZz6fD1WAx+Opr69Xq9VdXV0ul4u+Z2NjA36/SqXCkpeES3iJQI4ajYbriQJYopvxeqLRKPVGFMXi4uKkpCSHwxEfHz8/P4+BLacw+zkYjESyMz6y1+R8ZEABuaUVYJ4QBAGdQFpaGleDoiVZ7fAHhL9SVZOUkQw6UlWLi7kcsAKHawocmp6ezm6Mn4+jDYcyDExJOiLVS2kG5eO4OnGCxMpj4cRxMRUpfJ9gLE9bOp0BacWYxz1zj6RCQXTIii4UCvl8PkAUnU43OzvLRjMpKQlfLVwmyJCPRCLQf/R6PcQIUkKpfLQIRUVFzOtNTU2zs7MVFRUzMzM88sFgkKiMlJQUp9NZXl4OBsMbwWcfh15AAg4EoHKKPV+8X8mWdX9/n/sWO1kuFAgqPFiuJ4g9dxeoNZeL24a3yRfNeiiW4aVSqVB2on6BJEhZ5f5hdoIzcXR0hKkyqekg+RRUhmCCfSAb4t19dHQUjYW/QhjkU/tNFzU0NMSKYnt7G8eHnZ0d0L+ysjLuMCzoSkpKyG40m82stdi7WCyWkpISvV4vl8vfvHkjCEJZWVljY+P7779PDaipqWHzNzU1pdfrc3JyOjs7KysrOX2oSUlJSR0dHdjstbS0UP8JyC0uLoa5lJaWVltbu7OzMzAw4HA46uvr4+LiKO3FxcUdHR1arbazs/ODDz7IyclJSEgg2WphYeHg4GB5eTk+Pn5ubk6lUrHEjUQiLS0tWq0W1A5eaHNzM+Ypcrk8OzvbZDJBK0hMTExNTW1sbOzv72cCoLECSY5EIiaTaWxsbHd3d3Jykq6NMzoajbLrRWu/vLxM+jGkYpvN9vr1a5lMhrx6fn7e4/HcuXOHOYymz2q1cj5yZ6+trYXD4d7e3srKSpfLZbVat7a2bty4kZOTQy7V2tpaXl5ec3OzSqX65ptvnj17VlpaSt4h9lSPHj3CLp9TLBQKvX37Ni0tDUZVb28vEBBqooqKikgksry8vLu7Gw6Ht7e3aXqwQiYWJicnp6ioKBQK4Y8II5oe7fj4eGNjA5elpaUlrVabnJzMahZQ1+VyqVQqNCT4rJLOCKkBrNJisYDuWiwWgnbz8/MTEhIGBwf7+vry8/NnZ2dNJhOCh7m5ud///d9HRtnV1fXgwYOVlZXe3t61tTW73b6ysvL8+fOJiQnM3AVBGB4e7uvrIxFJoVCkp6drNJo///M//+yzz/r7+3NycsrKygYGBliT7O/vwza/uLggKQjEhqwebAfOzs4mJyepkfgrBQKBgYGB4eFhHJhNJhOcHdxqSktLtVotBqF0xDhKQw/BSxZMjyJUXFyck5NDOjoeIEqlEkOG7373u3T9HR0d3KWffvqpwWCQEmxw8MFPLhQKnZ2dYewOkzkhIcFgMJjNZqvVWllZCZDLBpd43cPDQ/okmUwG8gZ8Aq4A9BcXFwfb4uDgAOdCaLoMTJz4kokBIAd6A4mmJI/lgXAscj6KMWNVCiSlFxCVsVL6v0DKHNxoExHDkGDIYoyKy+/i/0qkIXnM2JbaLMS4suErWYzcObKYDwPfALdW+orG7BekVy4RYeB8SdRfZnq5XI7MlLlHFEXMOjY3N5VKpcVigRi4tLQEHRKaj0aj0el0q6urcrkc5RU9PaToqqoqGkSJucNM6fF4rFYrV4NbAhdMo9HISQhIjk0r9siMgPTHDIL0MRB2eP0wdEDXsWqij6GUsikH86RVury8hGTHBWdAZDbl6knYADcMQgkouFyiy1goFiwz6ZOlD+PYhPtKsZe4Qog4ofIB8+LjERfL6mGpRBmCtAVUTockLy0traysJG1YoVB0dHRYLJbl5WUAW+KNgMjBiIkPxIVALpdjlHN4eGg0Gi0WS3V19eTkJBSA3NzcysrKtra20tLSzs5Ok8mUkZExPDxM4hjqeJ5SABaPx0PBRvZgtVpFUczPz3/8+DFSd6I82Lfl5eVBVvL7/c3NzQsLC06nk2N0aWnp/Pz86OgIS/eGhga9Xk8uEgDy+fn58vJydnb24uLi6upqeXk59ML9/X3YoXV1dXq9vri4eHNzc2Njo6urKyEhwWw29/X1tbe3n52d0fFZrdaZmRmclA8PD+vr61UqVXV19dLSEve0XC7HAh7pD9DN7u6uTqfT6XTV1dU4o3Z3d2dnZ/t8PqR+JycnLS0tyCU1Gg31++zsrLOzE4uicDgMA7O7u1sRc3GMj48fHh4uKSkhO5pA5u7u7tzcXCkXpaOjw+fzvf/++9XV1VLuXVFRUV1dncfjMZlMLpdrZGTk8PDQ5XKxSwOJQvOn0+lqamo6Ozurq6tJfo5EIuxf19bWUlJSJiYm6urqbDYb8ABm/UdHRzU1NVarVR7L+qmurs7Pz4eVfXp6qlQqq6qqZDJZR0fHvXv3ysvLExIStre3BUHA2Ghvb49ItV//+tdtbW1KpRJQ/datWycnJwcHB21tbUArLpeLvNWXL1+SEf3pp5/a7Xb8j+CqAAtXVFTY7fZf/vKX29vbhDPLZDKr1arRaG7cuBEXF/fjH//Y5XI9ffr0Zz/7GVtALnJaWhqWtqenpwUFBfA14GRqtdqZmRk8SkRRfPHiRVlZGSilSqUqKioqLi4GzV5YWOjp6Xn69Cnpnru7u8B3oPqM+JyA0qCDVVZhYSHoi9VqXVtbA2/X6/V/8Rd/8Yd/+Ico3y8vL9m4x8fHAyb/3u/9nl6vRxDJNSdBQqVS4cBXUFBQX1//3nvvcdCQ5Q7cx9Pt9XoRh8hkMqx3sUdATMXEA/udvgeONAs5Xgnyea/XC/cV+x4ED6ydEmLB2tGY2p0jkvJMLQzH3NJZClL5+H40KpQ9kBXIaElJSVQXjUaDWZI05HHIchRK+0i+KIGSyIQvyqq0N5XqolQyvzWkRmNZGdK/5Y0wNlGe09LS8MrnUwYD8Hg8uAFfXFyYTCboP8j/WFUmJSWxBDk7OwOZkzADCD6iKIJ+JyYmsuVhzGJtHwqF0tLSsEs7Pz/Pz893OBxYK/ChEFMorUilSwoMEwwGWTzBLgQeAE5AEymtV2H90EgBrbEs5BDmKqELgjuCWomyyicOOA/aQfWFSMFtQG2m5YJBxh2CVIliHx8fHx8LWcNjjvLPD+HToaMCIOHFwK/GYjA+Pj4xMRGKw2++CKOhE0xMTHzy5EkgEGBSuby8HBkZ6enpoYzBTWAGQmpDWn11dbVCoWD+Ozk5aW5uBgcTBKG5uXl5eRmfW4QNJNkeHh5mZWXBhgfSMRqNo6OjHo+nsLBwdna2pKRkYGCAJ4q0JpVKVVpa6nA49Hq9wWAYHh7W6/UlJSVms9nlcm1vb0MXKi4uZltpt9s9Hg9jH7S9+Pj4kpISdIrFxcUnJycITFUq1dTUlMlk6ujogI0G5RqKZm1t7cTERGtrK6RkpVI5MjISCoXQsRUWFpJfxooxEoksLCyUlJQkJiY6HI7s7GxMyEiRLCwsTExM7OjoODo6mpiYSE9PT01NvXPnjs/n83g8AHcvXrzAT5Luxu12swFFzx6NRicmJgDZt7a2Xr9+zaMCTlBRUdHX1wfHkgTQuLi40tLSiYkJZC1v3rxhN/z27Vuwsp2dnb6+vuHh4fLy8kAgkJOTg6UIfCWVSrW/v88gGIlEpqamOC8ODg6Oj48JNevv79fr9YmJiZIErbKyEs4kkLLFYpmenvZ6vQkJCbOzs5B6AoHA3bt3p6amVCrV8PAwDoWAikTUdXR0kMgGjI9a1OVyUQ9OTk7W19cfP36MLfDe3t79+/dJFd3f3weRxoBpbW0tISEBkUZjY+PS0lJ9fT198cuXL0dGRgYHB1H1NDY2trW1/e7v/u7y8vKvfvWrzc3NBw8evHjxgo8AUIF5CP+8mzdv3rp1C+vXyclJxmIWmfX19WdnZ7hss2Hy+Xybm5srKyt6vT4hIaGmpsbtdqtUKtiJPFnSN+PsenFxgcacoSQulu3X0NCg1WqXlpYSExObmpri4+P1en00GrXb7V9//bVcLh8YGHj06NGTJ09OTk4AciKRyAcffNDb29vU1JSdnQ0/Wa/X63Q6o9FotVqRtaSlpTU3N0Nbw3GXwgODBneV7OzsycnJ1dXViooKURR1Ol1KSorJZGpra+vo6KisrFSpVLgZEA0LRBSJRLxeL5FVIK6waUA4mBSB6cLhMLBwNBrlzL1KzGEgY8UljZ6RmFOKLBbaRaPP5ZLMhlh/MhNzKEvGNMBF0i+6us5kryYVQjHmKCvVQqmgSn8WY9ZIzEPSN/B/pRePxl+r1WJlDAfebDaDuCQlJYGHI5c0m80YWiFYvLy83N7eZhY3mUzRmOtbenq6x+M5OTnh9bBCZs7Lz8+vrq7OysoyGo1yuXx8fBzYwGKxcFWVSqVOp+Pim0ymcCzGBDdHfgWDY2IsCg1IlvNZEARarsuYjbDU/CGCUKlUWBTBd4O0LOHwLPgDgQBggDwWykapliZCuivJRp9PAXoXkIwE0YdiMZl0VEDfQCxSIcd9hSqOlwUeh9Rv+GsqlYrlLr+UEi5/+/YtCCTNV2NjYyAQmJ2dZRNgtVpZy+Xn53Mo19TUIHKqrKysrKyMRqMDAwMYYCLbCIfDNTU1jPnr6+sul0upVH7xxRdqtfr169ck3OICExcXt7W1xQ58bm6OF2S322tqapxOZ0ZGxvXr13U6nVqtNhqNUIp2d3dTU1PHx8d7enqgX8LqzMjIePbsWSAQcDqd+KZWVVWhrIc6jDhvf3+/u7t7Z2enoKAAempnZ+fk5KRer7+8vHz37l1FRcXo6Ojo6CgTA8dHVVXV48eP1Wp1dXU1r39paQnRxenpaX9/PwkVKSkpxGtjzcN5xCu8uLgIhUJEWKyurp6fn0OwUqlUExMT/piF4/r6OrZ2SUlJCwsL8fHxR0dHFRUVAFzb29uNjY3t7e3Hx8e7u7uiKPb29tIfqVSqmZkZg8GAS3BnZye4NM1mTk5OQUHBzs4OEYmnp6dtbW1ms5l9SWdnp16v7+/vZ9NQUVFhMBgyMzORRmxtbbHtzsjIgCX77t071pDQi+rq6iKRiJTDOjc3RxAuqzLmAPiicrl8bW0tNTUVhLO/vz8/Px8BwNHR0du3b9fW1l69egXJyOPxfP/734e5yuOEEcHy8nIgELh37x58UQK6+bgFQbDZbOPj462trb/zO7/z/PnzTz/9NBKJVFVVcWrzfrE9Qsil0+lKS0uXl5dDoRAmhf39/ai76KY5CxBEh0Kh8vJyoDCOG6VSyUqbhShFpaqqanl52el0tre3JyUlPXnyxO/3W63WrKyskpKSQCAwPj5OCFpFRUVOTs7m5iY5urAHGMdx5N/Z2aHDgA0EpYITn+uWkJDQ3t5+69atrKwsnU4H752a3dXVtbGxwTIiGAx+8sknaWlpaWlp//Jf/svvfe973d3d/+7f/buenp4PPvigsrKypaUFBsrCwgIXZ319HRMMhUKRk5NDS0SBPzk5CYVC0KHlcjlzCZLl09NTtVptsVi44YeGhtj6Hx8fp6SkZGZmsukIxHKayJjjZcNjhEQjxMIxaBeoZJzdVFaJtCmpUKQZUSqEVFmOxaOjI64ke0QmWv4tEyrnvnDFaZ0fDtmVoV8eo8heRWLlMZ7t1XkUBOifVlP+IE1OjFZoMQHko9Go0Wjc3t5eXV0VRXF7exsF4OXl5c7OjkKhKCsro4uNi4tjf8mindX4wsJCeXk57CRkb8T8UUdxWwSubGxszMjIgEdJVEhycvLa2pq0ycMMCJCWDpsJFSqNxBGLj4/ns6Pw4JsdiUT4HCkHLIMuLy9zcnLw9wFxBcuUSGTcCVJHgqIUgqsgCOxHAfOlj4CWjruCsZWrzcISDyCOR9o+8GG+mekWHI5BHJIwig8sdCSRFTo6WHtKpTJOrVajcVGr1YODgz09PZmZmampqQcHBysrKwkJCZj5ms3m8/Pz4uJiQRCMRuOrV6+6uroY2MEk8b9m/sA5pb+/PxgM5ubmPn36VKFQ2Gw2WgmINoIgVFdXM32urq62tLR8/fXXvDFunb29vVevXl27ds1isdhsNqK7Tk9P5+fnm5qapqen5XJ5bW3t4uIi5nZk4vT19f3iF7+wWCy5ubnkHzHaFhUVFRYWTkxMQBQSBAFZdCAQKCkpmZ+fD4fDJSUlS0tLNTU1hKsQRAxfBk1CJBJhP8S9mJWVNTs7iwaRLoZdb3JystFoDAaDNputrq5ueXk5MTGRJJDs7GwGaGCrYDDo9/vtdjufAgwgrVYbjUb58OiG1Go1bBqo0vX19QMDA0ajkZkP8YlSqVxcXLRarW1tbcvLy2StkOmYnp5eUFAwOztbXV1tt9sJFyPAcnh4mKp2586d2dnZ8vLyd+/eiaJISZidna2treUJXF5e9nq9165dW1xcZErmQwmFQkR3YbbHw3NwcGA0GhMSEiA5A8hgA42F/c2bN5OSkpxOZ2Fh4VdffZWenp6bm4sgNRwOl5WVffHFF5RwuVzucDhWVlZaW1t5p8+ePaM1ZkZsaWmBj0p+zvvvv/+//tf/+sEPfkCyGLTDjz/++NWrV9evXycbvLGxUaFQ1NbW4juRkZERCoW2t7ffe++9aDT685//vL6+fnFxEToMYwFjtNFoRD/HmIi67u7du/Hx8cD4OPkVFhYC+3z11Ve4xlN96dvUavXo6Ojl5SXGzjztEHFZUup0Op/Px+9leuAhz8nJwUIzJSWlpqaGTqiuru7x48e3bt2anJz8+OOPHQ5HT08PK169Xv/ll1+Sqf73f//3Wq22oqIiMzPz/v37H374ocViYW1zcXGxtbU1NzfHEQPMlZOTQ1g9Zs6MAmazGTUaWYxzc3Pw3re3txE1nZ6e4k/C7Y2SEiU3op1oTCfKUM5wAxcjGo3yXKhUKqVSKXn+STIDLiO1U4jZuCtiOZdgoUCgVFbgAcnNhw6Sb4jGbPOobQxbAMLUDEXM2FaIMYz4IbJYHuTV1yANvlLh5A+8JP6v9L/SxCmKotFo5OFyu92YAQmC4PF4sCOGzsNstL29TSghsROiKOKNoNVq9/b20Jww3eLsDQIJMM5eeW1tzWAw0OQpFAqaS6PRKAgCvjSSpz/xG1hq0H/AtSEnRIz5D0RiRhMwaWUyGQpvToBoNAoLD1yUDTe5WDCQAeRFUYRwS12Ev8LF5wpLHRWQLIo4Pik+d7BSVg9ccNpoUAoOf1EUOQ1YTwiCgJka4/ve3h4LLCzWMdkAFJEgEHpZrF1kMlnc6emp3W6/devWkydP7t27d3Z29urVK5wNiouLMzIyRkZGOjs7BwcHGbbgQIKgCoKAHj8hIaGwsJBSmpmZ2dvb++TJk9///d+fnZ2FyM6WKxqNYqEAsEBMFWz4g4OD5uZm0LC4mMK6u7t7aWmJ1oZ1XWFhYTgcXlpaury8tFqtSCoxGHv16hVSExoNmUz26tUrPK9ra2sxx6mvr+dXk7i0srJSXV2NEY8oimRx7O7uotkwGo2iKGZlZRGKwrtob28/PT0NhUL9/f1ZWVkqlSotLQ0RCIhEa2vr119/TQWFnXV5eVlVVTU8PGyxWFwu18rKClt6rHk++OCDtbU1Ip09Hk9vb+/i4mJycjJWkBsbGxqNZmJiAojD6XRGo1HK29HR0cXFxcrKSltb26NHj8xms9/vf/36dTgcrq2tnZycLCkpaWpq4vfSiMTFxdXW1tL9IQ0uKipyOp25ubmSTxs2Lk+fPpUexbOzM7vdnp2djcfQyckJq5RoNDo0NNTd3d3Y2Dg8PGwwGNhVe71ej8ejVqtzc3NxlB4eHmYQR4mk1WofPXr0ve997/j4eH19/aOPPgLwDwaDTU1NIyMjGRkZH3/8MYi9w+EADMQjcGJioqamRhAEHA8aGxt/9rOfffbZZ1DwU1JS0tPT33///YuLi56eHqjdOp2Oh//v//7vzWYzpo8ZGRmQtNlkp6WlffDBBxkZGdgmvHr1ilFjbW0N+0P0jmBEXJYvvviCGKm4uLiqqqqEhISHDx9arVbGI6/Xe3h4eHZ29uzZs/Ly8pGREUEQjo+PWeckJSX19/fX1dVdXl6Svol6mHmOYY59zPHxsclkouu/vLzE1iAYDBLRQxW8vLx88OCBUqksLS3t6emJRCJ4Yz1+/LiqqioajS4vL9+8ebOvr4+b/+zsrK+v7/79+zRMgUBgaWkJSQPm0rm5uegBWFZJAgNYOUqlEtqIIAiSng/MkCGDUsH8cXx8XFxcjDCD0x+/GMLMmSfgZaA3Z4DAMIiWhdYcxEgWc3aVZkHZFcdXCRGV5lHmbGoY9D1pGRkfHw9IKMTcf6SfII2hYsx+XZoUJfxW+gIGlDaj/BOpuEp/I9VRyjnrTCo0OoWNjY3MzMytra2ioqLV1dX09HSdTsdPxn6Lwn9+fq7T6TA9EEVxa2vLbDZDwkL3DEJ+cXFRXV1NzMjy8rLVamVoi0ajGOxZrVYsuuAfcWMglD86OsKvcW1tjcUedlGCIOC4K/GNOfFoHSABMR2yDY2Pj6fcBoNBmDUajebs7Iwb4Fu9jjxm88TnwkTBrpGWkfYIQhx3F0ciJy04cCQWTqJUKt1uN/tvjF/wWwD7pbsFmxEEAcIwAp7Dw0O+DQINPkpxMVcgpOfhcFheXV2dlJQ0NDRUUVGxsLCws7OTn5+/v79fXl7udrtfvnzJrphfPz4+vrKysrOz43K5urq69Hp9X19fJBLB36usrOzi4uLRo0c/+9nPALihAEAw4eybmpra3d0leHJ9fT0/Px/43mazMclptVrouIeHhycnJ5hN5+bm2u12HrmtrS2yr+fn50HMtFqtwWBAH+bxeHgCiaOrrKwkGyslJQWHM/a63EMwlaU4jpaWlpSUFI1GU1JSgnoX2Gp1dbWqqoqYp42NjcnJyePjY8zoCwoK1tbWent7Nzc32fIODg729vbm5uaSlpefn5+cnEzUH2ohURQJd9Tr9RwT4FqUn8XFxZKSEk4ol8sll8vX19e7u7uB9cvKynw+3/Xr1w8PD6lwhYWFy8vLZHtpNJpoNEo3EB8fT+jK5eXl48ePR0dHjUaj0+mEbEZfhrVeRUVFYWEhkC/u84QKFRQUtLS0bG1tIfa4uLhwuVyY1ADypKenYxi0v79PQLROp5uentZqtXjr0HLBY2L+fv369Y0bN3DRdLlcZOzs7OyMjY1hEVJZWfnpp592dXUNDw83NzdDGGZ3zvqWDjQ1NdVqtTY2Nq6srAiCcP/+fVj4wPKBQABQxO/3Y9X7zTffgD3Mzs5ikUjI2tDQEM6R+KyWlJQMDw+jHIdoFh8fj5ycyQ+DSjx90tLS6uvrr127BsD7P//n/0xOTi4qKkpOTv7lL38ZHx/v8/lu3bp1+/ZtjUbz/e9///vf/z5iHkxS6FqGhoZmZ2dZVAMnsKThdAYH41HnqDo9PS0pKcEhT6vVrqys/D//z//T3Nz88ccfNzU1nZ6ePnnyRKFQtLe3P3jwALlOKBTS6XQrKyt+v//LL798+PBhYmLi9vZ2MBhcWlra3t5GV5CcnGy1WnNycmBmnZ2dZWdnk5Sen5+fm5tLyVGpVF6vF/oelm9Ai2dnZ6BY2DFyMoZCIbVajY0+S3QOZUByRnb4cZFIBJkmWyhkqdLsG4pldUklDeZUMBik2QJbkwZHqW5J1Jv/qxmQy9GJciOFQiGsDyhgoZhhHr8uFAoB6kowoFQO+bN03Evllv8kxiSe0rZVqtawV6CfUE44B6iRoVDI7XZD5Pb5fCcnJ1hjUrcSEhKysrJ2d3fhbyPjRsgRFxdXWFgIaRHFBfCs1+sNh8PkIgOqQ9daX1/Hzys9PT0tLQ3vPS745eUldi4QD7FHgFnGcM+2D6Cb2skszigPqVUe8wbB4Z1jh36RjSkfjTxmxwbTlapBGZbFNDwSCYtZQiaT0a3SEikUCjZBLBFwOaDfoiRLslTYiLS82N+jxkE5EgqF4DaTjkDnSr/IiAmxPxqNZmZmys/Pz/kw1tbWSFYyGAykuhO5FwqF6IMQ4uTn5+fn5+t0OmyfsAaF9gIQX1VV9cknn/zxH//x7u4u2R1/9Ed/FAwGGfuampqUSuWdO3dI2guHwzqdLi8vr7Ky8uDgwO/38yzNzs4mJibOz89nZGS0traOjY0VFBR0dHTgEYU2FK9FiKkbGxsbGxtQhyiWBoMhFAoNDg7Oz8/jW7i4uLixsSEIgtfrValUS0tLKSkpz58/p5efnJxMTU1F8rGwsFBaWgpboaCgoLq6enR0FCC3sLAwLS0Nq0+DwYDhWV9fX3d3d3x8PKqgiYkJbtaGhgZBEFpbWxm5iPgwmUz37983m83j4+PhcHhwcNBisSD0Jn0T7SPmou3t7YIgDA4OqlQq9ovx8fG4156enr57906hUOCwYzKZTCbTxx9/fO/evbi4OKPRSKJQZmbmvXv3OKPhlVB7wGEaGhowGac4QVivra09PDzc39/HTODmzZuoPvR6vVarbWxsLCgoCAQCer2eDgYcnhvAZDJtbGzEx8czYl6/fn1oaKi/vz8UCm1tbVVWVi4uLvb09BweHs7NzX355Zf4WmFtGB8f//nnnzMb5ebmbm5uZmRk/LN/9s9u3LjBglOhULA1HBoamp+fn5iYGBkZ0Wg0N2/efO+99ziGent7ycyx2Wws1+HUpaen37lzJyEhwePxlJWVraysmM3mra2t1NRUZuJf//rXT58+vXXrVmlp6R//8R//s3/2z3iiFAqFxWJJTU29e/fuX/zFX7S0tJDDc/v27Y8++kij0Vy7ds1gMHznO9+h862pqRFF0el0wmdmzcFkNj8/r1AoNjc3SVnB94BOn8GOBQ9ht6Du0jFNUBTdrlwuv3XrFg+/TqdbXl4m69tkMn322Wc7OztkcKpUqv7+/sXFRRpEuVxeX1/PBAB1gP1oXl7ezZs3W1pajEYjqWfAUwcHB6SmsM5BJg8JBSmkz+eje1MoFEajke4QF3LWDVRNQRDgUxQVFWG+SKfImYWRG9MAPh6UQ5lMBiEOvBSWClslqXxKgC3n7NX1p/SfIjE/AYn/yIErLSmlmRIoWCp17OmFGA+ISvwtyaZUCxWxr6sYrDSbSqtWpE1MY6CLJpOJicfj8WA7jPEC7vl5eXkcSnFxcZKNAD+quLiYAC8WeKenpz6fLxAIbG1t2e12rtLMzExmZiZLd0yh3W53WVmZ3+8vLS09Pz8vLS0lFRyWuFarLS4uxgyPlFxuA/ZH9MFKpVKipyYkJPDu8C6QCLdqtTo1NVWIbXmJv6aDl/wTsrOzGR/5RBg0YdywBAUm5fJCrkZdyt6E8V2lUnE95XI5vCdgf4o6zQcSGtjviGEgOYLrymQybCa1Wi22BlTohIQENDmgxJhF8NsDgYDs3/ybf1NXVweXj0wrIGyE8AqFAqNXFs6dnZ2rq6sKhSIzM5O1FgPB/v5+S0sLxvyQS/Pz8z/66KNf/OIXP/jBD9bW1pRK5c9//nOdTvfu3Tu04Tk5Ofv7+0tLS0lJSeSfjIyM6HQ63gZDcUtLC46LJpNpaWkpLy8vOTmZkw5y5snJCXtEt9t9cXHR29srxpJLA4EA5gBra2uFhYWpqakTExOlpaXhcNhgMDx8+BDOxe7ubm9vL2+cSdflcjEKECricrk6OjqGh4eTk5NramqePHmC8FGhUFRUVNAJOp1OLMuJtSorKwsGgzMzM6IoWq3W+fl5ZKZgnnFxcUlJSXt7ew0NDfv7+/Pz84IgkEQWFxf34MGDlpaW6elpv98PA6iiouLy8vL09HRzc7O2tlan0/X396tUqry8vIyMjMvLy5WVFYy4ZDLZ+++/j09sQkLCtWvXgsEgPKaCgoKsrKwnT57giTozM1NTUxMfH//ixYvm5mbiCGDcHR8fu1wuxMihUKi5uZleKj09fX5+/ujoCLcHBiZ6qcPDw+LiYgrSwcHB4eGhIAj5+fkymYyWQqvVoo8uLCwcHx+/fv36xsbG1tZWc3Pz3NzctWvXTk5OHj16VF5e/r3vfW9sbEyhUCwtLX366aczMzOffPIJLoMYRZnN5vz8fNLi4F5NTU3dvXv3yZMnMpmMgJHt7e2kpCQsMmg4enp6BEHY3d1dW1v7+7//++bm5pSUlPv373OIfO9732O5/sEHH3D/k6+u0WgQLPX19X344Yfv3r3jor169erOnTu/+tWvtFotu2HEcL/zO7/De0dXNz8///3vf5/B5eHDh0VFRVar9fLy8pe//KXdbsfBlfFxc3OTSyqZeTK9gRz4/X5iL00mE8dKQ0MDwseRkZGTk5N79+4RE3Tz5k2clv1+//379ysqKgKBQEtLy8jICA5t0Jc4CGZnZ3nKiFI/Pz/HClEQBEgcWq12cnKS1XV8fPzq6irGFP5YbG9cXBwnlN1uB7xJTU09OTlRqVQgK2lpaZABYe2TdeX1enGIpDxw7EroKC0/yycolMBuUv2jLDHfMCDKYvGWEqAqv5JWzdh3FdflpJaGQtkVASgFkqUSe1CeCAZQ6Yd8a2fJlzSJSj+c8kaRUMTcazl/DQYDEzPmEnq9HpDP5XKxSdnY2EAshFiOlC6M93Z2doLBoMlkIhYJblFubi5WXMnJyXq9fn5+PikpqaSkBOFQZWWlVqudm5urqqra3NwkOVEmky0sLLBGJR0IeibdNrBKNBpFHgq+ipZU4sciQOB/Jbt/PpfU1FRmTYZ7zhaIQoh0oQtxO7F+BhWgaWNYhOzKtEZXhL8PQ7k/ltHNhcVXCMCWfU00GsUDge9kX8BiFVMOVpjhcJirgSZeiOmOWCLQxuHVFY1GWSvILRYLfgJarXZ0dDQ3N3d5eTkjI0Oj0XR0dFxeXtJux8fHo7zGot3r9TJseTwenU7HA8A8izdefn7+P/zDP+CE9+LFi7/8y790OByS5frFxQVUF5LHI5EI/FKr1XpwcJCfn49Of21tzefzFRQUvHnzhgxnrtrs7GxRURGC7uXlZYfDYTKZPvzww4uLi83NTYfD4fV6FxcXMcZkk7y1tXV+fj4yMsJUV15erlar0XLI5fKvvvqKS0YTXVxcnJubW1VVhW+Tw+HAZtbj8RiNxsrKytbW1uLiYqT009PT+fn5WFSjCLbb7Xa7vaKiAm4tbiyEA4iiSMU1m802m81ut/Px7+zs2Gy2ly9f3rp1a2xsDCfVaDRaWVlJC+9yuSwWC+SmxsZGivHl5SUq2Orq6rKysvfff7+0tPT999/v7u6W+EG3b99OTk7Gfwc3Wjpfh8NBe0hQxtjYGBFmgiA0NTUVFBQYDIbs7OyFhQVamSdPnlxcXITD4cXFRYPBsLy8DLqCeIlbk7gio9HI6tHv94MZBINBRqg3b95IjKqysrKlpaWDg4PBwUHazMrKSh5FURQ1Gs3Dhw8tFstf//Vfezwep9O5trYWHx/f1tamUCicTufExASlMScn5y//8i8xkxIE4W//9m/n5+f39/dRZ966dYuSKQiCy+WiS+jo6CAJHLe8cDiMFNjhcIyMjGxvbx8cHNy7d6+rq4u5/8MPPxQEoaCgYH9//+c//zlAPX65FIy9vb2Ojo7PP/+cg0AQBK1WK5VMQRA++OCD5OTkhw8fvn371uVyYb44Pz+/u7u7s7PjdrsDgQBkVKacYDCYnp5uNpvpS/D3EgSBsupwOOx2+7NnzzjXaMwzMjKWlpZsNtt//a//1ePxAON3dHQ8efKErT/ym9XVVbVaXVtbq1KpMPdJSkri2iIjBoNibZGbm8seC4qv1+vl/KLHYouRnp5eWlra3NxstVo9Hk9izON+bW2Nq4TlEFMjdpVyuRxOAO08wCyLW4q0ZCgaH8tNpKTxYsQrX1cZqjKZLBILKpFd+YrEnBOuYqdXv8QrBB+0/yB7LPMUV6z1pPUnL+MqJMuPUsScgMTY5pViwNQFV1aj0fAoAQNqNBrkzkdHR9A+IBywkIOVA8Do9/uh7QSDQZfLhaYWJs7p6SkCsHA4vLCwQFdNOHxhYSEUSyA3LDxFUfT7/RcXF8XFxZRqvDKgvWg0moqKivj4eGKS2Tuwxjo4OKBGgihwoNFmxcfySbjmwO8o0CTRSFJSEvt7+ETULdB+YHYYyyxopRUj8jMx5i+BlSk8oKSkpKysrMTERMZfdpnYfaOlZHcu5QHAPgNkVigUPGvAsDTKuD9mZGQwBLIj4BvwogmFQrL//t//O3R2FoGqWFrs+fn54uJiXV3dyMhIQUFBQUHB06dPy8vLFxcXs7Kympqa9vb22JQ+f/68p6dnamrq4OCgrKwMT9o/+ZM/4ZxFXLy8vDw5OXl6eopxjCiKZIjzGLPnb2trm5ubq6yslMvlz58/J9tEp9MhewAlBnG22Wy8VClE/u7duxkZGWNjY7W1taC11JjOzs7Hjx/TxLW1teFhwSLHZrMhoFxbW4tGo2hCUGRiDwtAgUCYsWlgYMBqtWIH7HK59vf3rVbr4uJidna2TqdbWFiQyWQQd61WKxAWDqvr6+tEi2DTAxsZGnBDQwPsbcaF9vb2yclJPHixv8FfETOwYDBI0CZWeVj15+bmPnr06JNPPtne3rZYLE+ePPnX//pfP3/+/PLysr6+XhTFubk5t9vd0NDg8/mys7N/9atf9fb2Pnv2LCcnx+Vy3b592+PxsC+JRCIgqJwFLIk3Nze7uroWFhbIVd3d3SX402az5eTkAOYsLi4qlcqampqZmZmjo6O2trbz8/PR0VFYiKFQqLa2FpBAJpPt7+8nJCTodLpAIADYLpPJVldXJVcRMOePPvooNzf34cOHtD7Hx8cajWZkZOT999+vqKj427/9W4vFQt/W1NSUnJz84x//+KOPPsK9MzEx8c2bN3l5edBZBUH48ssvOzs7yapramr61a9+hQUduEhZWRl+foIggLoLggAnWRCEv/qrv6qsrKRNSU5OBueEdKpUKru7uwcHB7E2PDw8/OSTTxITEyVpGteH1/CTn/ykoKDg1atXkUgkJyfnxYsXKIsQEYILYQCL6Ba2IeoRokVgU+fn53PXVVRUHB0dra2tnZ+fIwX2eDwoL+VyeWVlJRv07Ozsy8vLzz//vKSkBN611+tlEOHGCAQCz549a2hoACpQKpU0c9FodG9vD08WSqAgCCzP8vLyMO+GxVNdXY2t2MXFBRbhh4eHbW1ts7OzNDd2u91gMKBbzc3NJe4eEg3YHSp42hT8B0DXoc8wcEglSqKwcoz+U8Gl+P/lyyP9Wbxi8i5NmfwndmZpaWmYjDP+hmPJJFcrtPSjhBjrR4gxBqKxkE5eGLUWhhGENdprlnnsdNm9iaJ4cHCg1+shsrFZDwaDVJqjo6PKykrkQGymWZNRHXEdoSwpFAqUdSDPxN9CwATmzcrKGhoaamlp4RM5Ozszm81kqrDRyMrKgkSNIXk0FvMCYwgtMmMZ1B4qH5pmNtPwpERRBIdA+8sWg7uIDR3fxifOTpqbH4tvqi+MMH4LUymzELMmdToajVLyaZKSk5Mx8ry8vGTwxSqSAnxyckKYtmRyxBv0+/1SAKe0Wac5QOv1m43Af/kv/0Umk21sbHR0dECLv7y8hICDCI+b2+12FxQULC4uoh7h2aZ1AlFBHdjQ0FBeXm4wGGZnZz/88MN/+Id/uLi4ODw8RCWysbGxsrISDAZbWlqOjo5SU1Ohe52enmq12q2tLZAKTCnz8/NVKtXY2FheXh7XnQ97ZGSkvr7+/Px8c3Pz/Pwc/HZ5ebmsrIw7DLT22rVr7CEGBgakaN9AIMB/BYCqqqriznv79m19fT0cRVoVdKtIeaLR6NraGiVKFEX6vsLCQnhWL1684Gp+8sknCGx4Nhh5GxsbbTYbh/61a9empqaqqqpIGWPDX1BQwF7wzZs3KSkpOp3O4XCcn583NjYeHx8vLCzU1tbSHiLYj4+Ph9FKXmNTU5PD4aDKXl5eYrjz3e9+NyEhAYoN0YlOpzMvL+/Vq1esQ5KTk+12e35+PgMBaQMymYwV49dff63VatE80K+xsKmurgYSNJlMyE9BnjUajdPpbG1tXV5eXltbS09PFwShsLBQoVBgvSSTyQYHB+ngqKCLi4vAEtRUpPfPnz8vLy8Hv3r06NF3vvMdtVpdUlKSlJT0+PHjx48fd3d3s/P+D//hPywtLXFnkhlw69YtHsWBgQHqazQavXnz5ldffXXnzh0kX+fn5319fR988MGjR48+//zzH/3oR5gtJCUlTUxM4Pk5OTn5B3/wB0T02O32vr6+hoYG4smWl5ebm5uPjo56enqwNjw7O3v9+rUgCJw4P/jBD8gA/+STTxgFnjx5kpeXB+G8vb19c3NzdHR0bW0tEAgQkDsyMhIOh1HoogrF3gUSkEwm46D0er0EBGk0GkEQjo6O3nvvvdnZWblcfvfuXTbB5A/DnlMqlT09Pey/OZdx+WEzhCAhJydHq9UODw8XFRWdnJzgPExnQFBrNBo9PDyUFoqBQIC1d35+Pk6TTDZer/fmzZt0omgEQ6EQ35CSkoLns9vtLioqwrNtZ2cHXA6aFQdiXFwczqWgtRApAQMlW1dp30mBBJVlvADLlUbMqzPo/yeISkmTyhtfLLTgDUki+vhYMonit10LhFiI5rcKs+xKHosspjbhqAVQIULc7/eLopifn48VDrvhcDhcWVnJFpBUGaZSrVa7s7ND8eCNUzaweg8EAjSg5ArQrJtMJoVCsbKyUllZCVswOTlZQnHD4TDkBiifiJ59Pp/T6YQCFgqFlpeXkYkDcmxububn56+srDC9HR8f48VBb8cnKJVDhmxqIVoR5iI2AmwZuFCwW6iXaWlpWBYLMatYRUxKC8ZJQ0MlI/kLGC85Odnv90NYEwTB7/cTUApPDeY24xD3njKWn+jz+YBe4+PjU1NTT09PqZTSoUTmBPx21AS/0cD8p//0n9Ckw68ZGhpKSEg4OTm5c+eO3W4nSLK2tvbJkyc4uDqdzuLiYnI/qNjNzc0DAwMGgyEcDmPhhhaVSBOUNAqFYmBgwOPxVFRUjI2NVVdX8yHxbBMdjlUYncLp6emdO3dWV1exTENjMDU1JYpiZWXlq1evrFbrzs5ORkYGEHFzczNipuzs7MPDw8bGxv39fUrp4uLi5eUlFqaRSKSvr4+9S2ZmZigUwomG1MyUlBTGR/hBipgRfDAYbG5uPj8/n56ezs3NLS8vHx0draysnJubOzk5aWtrczgc7C3Kysq2t7eRrIix0IDd3V1O7b29PYjKcFP5+DE/TE9Pz8/P7+vra2pqevr0aUdHh9vt3tjYwGsUhRY3XyAQqKioSE1N7evr6+3tRZALjnrz5s2vv/763r17WNGenZ0VFhZOT0+7XK7a2tqBgQFQmvz8fIyeIYaBdaAZhVEpiiIsR7fbzcZUFMX6+vpgMIjDalZWVl9fn8lk8vl8lZWV+CfY7XYeXXo3LmljYyP78qGhIaRRhYWFSqXSYDC8ePHCbDZnZGRkZGS8efOmsbHR4/EcHx/funVrdXVVFQvlKS0t3dnZISDp3bt3fr+/qqrq3//7fz80NHR+fu50Ot1uN+mhuEUjQ1QoFNPT06WlpUjBrn793d/9nVqt3tzc7OzsZHrOzMwk26e+vn5+fh4ipc1mI0wbf0FggPT09OXl5fn5+ZKSkv/9v/83CLxSqTSbza2trW/fvlUqlR988MHExERtbe27d++6urowxIG48fr167q6uocPHxLxgagcG3rSBfLz86mm+/v7Z2dnNJE4HigUCkjagUAAdlJycrJOp8PBSlKnlZeXn56e0gQUFRWhOuDn+/3+mpqa3d1dKG8NDQ3hcBjGlsfjwf/I5XJhrcVzB2bIcm59fR12BkuKrKyshYWF7OzsQCBQWlrq9XrX19e5mGSygkKTFXN5ednY2Dg9Pc2aIxwOw0ChUtLpKmPRjFIVlOQcwWBQWn/KrljCUmmYNa9qP66Wz///hVO4Yj4gbUOlakqzKMTSN69+s/Qzr+5QJQYQBTgcS17j9dOAkuMriiJGd6IoZmZm8ow4HA7OKIPBAO4KoiiTyWh66CnhbWxubqpUKuCZpKQklkeoLZOSkpaXl0VRRPgrimJxcTFs2MTExKGhIcyNeYVxcXFgIQqFYnJyMhKJVFRUMJBAmzg+PoZywfwDyValUoXD4a2tLaiwUpyqpKBlpuQwp+FISEhg7ENpyv+yE+X/cm/TDNHbwaelMElMK64qFZRfRDsFQRLvhcTExP39fdYN7NQTEhK2trays7Np705OTqgUfIjsX1ljs3g6OjriD4DbwMg4n8THx8sJp6SbuLy8rKysxGDz2bNnV/0G4Satr6/rdDq73V5WVoa1ktFoBFLXarUkVQG/wBQAGSgqKmLKuXXr1vr6OonTZrNZpVKtrKwwv+bk5KSmphYXF6vV6srKyt7e3pWVFYfDYbVaKyoqIBDilofBLKQ+vV6fm5u7t7e3vLzsdrtra2sFQcAK4OjoKBQKvXz5MicnBzZ8IBBYWFhoa2vb39/nCYxGo0ajsaGhgTgXFl0rKysjIyMkiLFJJYJDqVSybECg7ff7q6urKysr6RlpDjDomZiYmJ6e7uvrc7vd4+Pj3ARAvg6Hw2KxLCwsrK6uIvHGJY6tKtNweXn5/Pz85ORka2vr3t5ecXGx3+/nIy8oKKB72t/fv3bt2qtXr9B7VFRUKJXKX/ziFyaT6fHjx7m5uVx51g8nJycTExO5ublxcXENDQ1KpZKuPz4+Hj315OQkscllZWXXr19XKBTEz2ZkZGRlZbW1tUG1BapdXFx8/vx5b2/v7u4utyNwliiKHPTV1dUdHR1lZWUZGRlkcc/OznKyQAleXFwcHx9HX5SSkrK4uNjY2MglhVHl9/vX1tZqamoaGhpIqklNTX316lVLSwsY7/b2dklJCQSrH/3oR3K5/O3bty9evHC5XK9evRJF8c2bN7W1tQcHBxMTE0+fPoVy9cUXXwwPD0cikX/8x3/EzerWrVu4sAqCUFxcHB8fX1dXZ7VaXS7Xv/pX/+rk5MRqtba3tzc0NPDkT01NsYD8yU9+cnBwMDY2trq6GolE8OwNBAI9PT0rKyukBdTV1fFjwV1fvnwZDAafPn0ajVmckA1yeHh4eHgIL2l9fZ2tLetD+jn4zH6/nwznmpoasgFIjILKhCF7a2sr56BGo8nOzoZeLpPJ3G73u3fv1tfXbTZbf3//9PQ0u7Tnz5+npaW9e/dua2vL5XL5fL69vb3JyUm3201Xh5MikTiIJVCb8N5LS0vz8/N9Pt/ExITD4WBlsLi4iMehFH1qtVrr6uoWFhY4ghnjRFGE9+F2u8lzpSTjQSqPJWtysErqDglT5bCTOEThK8ma8pj33tW6eLXaRWNZmMIVZYj0xbKfw1qqiBLccvVL+o3S7xWuIMDSuCle4dMyUvOCw+Ewx6ZSqaSg0oJotVoMv1hXh2IGhBCyuA7s8BQKBdnjpP7Fx8fn5uaur69Da4ctaLVazWYzTo2jo6P4ikjiH51Ox8FI6mp+fn5JScn6+rpMJsvKyjo7O+MvMzIyEOzhpSqTyXj2MzMzExISgD0zMjIYgjEZ4CIz2NGIS5C7POaWB1GIy86Ay4gpCAJBY5KOFhIlahbAABaf+IHzT2QymVarhdfDAogIpsTERGlIZQ96fn4O1JyRkUFHyO6TS8pCHZ9egHHeCHu633ysf/3Xf03ncnJyYjQaMzIykCJ0dnaKoghDgelbqVTC2MTjbWpqKj8/H+thFooI2pD7fPzxx19++WV5efmzZ8/Y7SHEjouLY58kxJw1NjY2OHFKS0uxL2CHxDLP4/FwuNTW1oZCISTw+JBx5mL+Av+4uLh4ZGSktLR0fn6ephUZOIufgoKC8fFxslDUavXY2BhkV4/Hg10c65ytrS26AUJ3Dw4O4DI4nU74PnRqMJIY6uvr62dnZzs7O9++fdvV1eXxeLjXd3Z2iAtlP69QKNbX1+HvIPNguYXbrcvlwsGnvLwc8/fNzU2wMuJCh4eHVSoV8uSysrL5+fn6+vqjoyMp9GN6evr27dsrKyunp6dNTU0TExNqtbqmpoZVFn0JtvgrKyuTk5N5eXmM/kAckmeCFEkhiqLD4WBAlMlk0IWcTue1a9cmJydNJtPCwkJiYqJSqWxoaFhaWsrPzx8dHeVRKS4uVqlUk5OTBFft7Oy0trb29/drNJpIJAJUgIGcw+EoKyvb3d2dnZ3Nzc2tq6sLBoPgpYIgIL0Fr2NXjSwYgcf09HR2djYGdYIg0IotLy8XFxePjo62trYKgnB4eDg8POz3+5GabG5uvn379rPPPmMbmpGRcf/+/cTExLt37/7sZz/Lzs4G7P3mm2+ys7O3trbwbjQYDH/5l3+5vLyclZXFULW1tVVTU6PX6/V6fWlpaTAYZCeEq9Tjx49bW1sxa8SO1WazPXny5ObNm4ODg+gEcEU3mUybm5sE/3Io0FynpaXRJh8fHxcUFKyuriIRZucEg+PGjRsOh6O9vf3g4GB/f7+5uRlktby8fHd3t6ioaHNzc3h4mI/v3bt30G1WV1fJTgJQoVyBuYGJ4QUKZpOZmUlcwfLyckpKitFo5PNSKBQwzwsKCg4ODtAZ7+zskDSwubnJcpcNBa4IGNPLY8ZA9IhYt4DBskwCx4ONSXcrKS6iMZGlNORJe01JEyLEtoyyKyvMb20fr1Y+8be1lZGYazwzE8hwSkoKlf4q9CpcIej+01/KS2KtyNSVnJyMJFepVOKZJZn0gnvhqLW9vU1rsrW1hRkCihSUEhCUOFIMBgMUXNguOTk5zD9o/LBBgKFJ/gFDrdfrRSF6dHSESQUU7vr6epoeGCfr6+sZGRmSrGhjY8Pv9xMmAc98c3MTY0J4oIeHh1BhqX8SEnBxcQGOip+XP5ZPwsCNXzxXm39FjYDVIY2kUCNJ9OQOUavVLBpBLJKTkyVljl6vD4VCHo+HFhzLDiwekWaijWEwEEUxJSUFLQrkYSmKAFSZafj8/Jyy+pv75E//9E9bWlpevXpVXV09MzODvASXI4wLRkdHq6qq4uPjnU4nesS0tLSpqSmFQsEhPjMzc3Bw0NXVhalHR0dHV1fX8vIyovXExMRHjx7RW21sbOTk5CgUiv7+fh6M/Px8iNR5eXlE9xFSnZWVJYri6upqaWkppE1uKRaNOzs7rEnS09NxivJ6vd/97ncZBeAEkuCh1WpxbTWbzcFgcGdnh93Y06dPS0tLsQAMh8PgWpubmzDHpqamGKFyc3OPj4+j0SgF7OTkhAju7e3tgoKCra2taDTKWSmTyfAFXFtbOzw8rK2ttdlsHR0dZ2dndO7sTTMyMrAcg26+v79fUlJCn7G6unpwcACyX1dXBxVFq9VOTExYrdZ3795hu8opxvsaHx9PSkpCHFJcXIyWbmVlRSaTFRcXI2ZAeGqz2aqrq5mYgWvwfkpISNjY2JDJZOnp6QMDAwiHEKQijHE6nTqdzu12v/fee+Pj49gCO53O4+Pj0tJSmUwGgIwaATub/f19jUYzPT2NOi0uLs7tdoPronrGEzItLY2R6/T0FFNcWsX4+PiBgYFwOGwymbq7u0nwvnv3LvnMcrmcDjE1NRVVRigU+sUvfvHDH/4wOTl5fHwcn4qWlhZBENbW1paXl4PB4EcffTQ4ONjR0fHLX/4SK4//9t/+G2fK27dv8/LyGDc5l+Vy+YMHD77zne88efKkoaHh8ePHWVlZBoPh7/7u74LB4Mcff/zNN9+4XK6kpKT8/Pze3l5CvnjxmCo8e/bs9u3bT58+JQjMbrd/+umncCPfvXsHPrm7u+t2u1GhXVxcQL7AjVMQhN3dXeQBTqeTLTKpOIIgSOqmcDjs8/k+/PDD/Pz8J0+e0PinpqZiDbi7u8u/LSkpefPmTXNzs8vlWlxcxKh9fX29sLAQixKU/qDN+/v7uBFBMoARQ+4emb3Z2dkjIyNqtZreVK1Wn52d4f5YUlJCNN7ExAQJVgcHB+Snnp+fcx5lZWWtrq6azWYUERD92ZxBwGas5PbAR4lCi00M0yeFTcJp+dSuMl2F3140Xp1QZTFxiBhToUilVPqim2fQiY95i3NoUg6FmDjh6lALRBmNGRWxCoWoQsnnwNTr9QgzGB8zMjIIZs/Ozna73eBPMJOtVmsgEMB0CUJAYWEhfQmmZqIoIrql/gFvNjQ0IBY/PT3Nz89H46HT6Vwul8lkstlswHVxcXEZGRmFhYVv3rwpKyujFDH/hEIhJC5oRXBdPjk5WV1dRRnp8/lgtADMYunH+hyaSCSWJ4OPD2WVSZH6l5iYyMqQHyhBu5ISicme/okpUyaTQUGSclEgClGDUcNz9WQy2cXFRV5eHpYDiYmJiFVw4eB24hXi9Qh5G24RklPwZD5xeHahWK7nb9YE//E//sf8/HyeQI/HQypNcXHx8PBwYmJiVlbWxcUFHFy+YNPU19ePjo4WFxcHg0GI2jabraKiQqPRdHV10SZDRPzJT35SWVk5Pj7ucDgyMjIWFxf5eJaXl9mOrK+v6/X6YDAIUu92u9vb22Uy2dTUFI5Qcrm8qalpY2ODkTk1NTUrKwsPGp5MmUxWV1fX19eXkZGBVwvrcfLCbDab1WrFYntsbEwmk2VnZ4dCoaampnfv3oVCofb29tHRUW7T+JjR/uDgoMFgWF9fLysrA7RJSkpKT0+fnZ3l42TTUFtby+eRlZXFIK7X66enp6PRaFtbG4pyQRD29vY4lx0OB+CDXC6HsUK/KZPJ2AejF97a2sLsMS4ujrLndDo1Gg1rbTKYeKICgcDZ2RnUZbvdTvLld77zncHBwYqKCpqViYmJtrY2SOpEWuKGs7GxQWBWSkoK+10WCampqWNjYw0NDX6/PysrC82oUqlEnwD6fXp6WlRU9ObNG41Gc3h4WFpaqlQq5+fnGW2586CwC4KAURGnRkNDw+vXr1NSUnw+X1dXFy6GINtKpTI7O9tms5G6rFQqSUeqqqri+U9NTV1eXhYEAfP98vLyFy9eMHAUFRVVVVX5/X5W6bu7u8hFfvGLX1xcXPzhH/6hx+OZnZ39/PPPLRZLVlbW7/7u79rtdq4AWeg2m21jY6Ozs3Nubo5nyefzkRBQVFSEtnh/f7+qqkqn0719+7a3tzcSifze7/3exMQEO0LO0+npabYY3N6CIIyOjhJj6ff78XnAfwObOkiPXq8XcxOZTMacR+8MROl2u1m+okd0u90lJSWc9R0dHcnJyUNDQzKZrKioKC0trbOz0+FwsDsYHBycnZ1lhRMKhfR6fUdHB0tfu93e0NDw8uXLwsJCrE7UavWrV6/0ej2tT0lJicfj8Xq95+fnZHqzVkdMYjKZkOuwo9VoNOPj49XV1S9fvgSM0Wq1arWap5huW6lULi8v4+FOmAaVT5LM0+dRGiVwi6IIY1MqVNKiMRKz8pEElNEraSTiP9FQSsMoWNTVfyvVVEXMaYFqzXFJqZZELPwuSR4qv+K0xx94F9Ry3iabMwBDrL/hKzAdRqNRKA7Q9DweD668gKiSPgoC88rKCmqClJQUiIcWi0UQBBqUvLy8xcVFuVzOZ2Qymex2O5MMmRx1dXX7+/tbW1s4E4FSkjJN1DzTFXe+TCbD9BRUNhgMspwGaYekKYoigCqfGpQZuJNI7wRBQKACfQlSNAWPfgj9d1xcHMgtXi6CIEDbYZClpqanp7ORBThhSSSloEgY3uHhIcpD1n8ejwcNAn0PAyXHHaAmID8zLuReLNtoVam1fEUiEdkf/dEfqdVq6K+Xl5dDQ0NWq9XhcOTl5WFNxIm/vb2tVqvhffAmd3Z2gJ6MRiPmLzdu3ODj/+53vysIwv3795n/HA7H6Oio2+3Oy8sDQ8djiEbbYrG43e7U1NSRkRGWcG1tbT6fDztWwKKioiJ8efb29oxGIwqK5ORk7Bd8Pt+9e/dgQx0cHCBvZ6CBf6zVar1eL4GX6+vrarV6cXGRlAYssLOzs6GN0FuxrUHjgVwyEonALomPj19ZWRFFUa/XU9ji4+Pz8/MPDw+Xl5fb2tpevHjR0dERjUbfvn0rl8sR8tfX17tcrs3NTZbn4XC4o6MD7z2bzVZUVGS328PhMHH2KpXK4XD09vbOzc2hBLBYLHl5ecvLywqF4vj4GPsrjInLysogPB8dHe3s7PT29j58+FCpVLa3t09NTVkslrW1NVEU29raIpFIeno642NXV5dMJvvyyy/pppubm9Gc8EqAPpRKZVJS0ubmZlVVlUqlwna4pKQEchqhNLgen52d+Xw+jOhI2FlcXKysrGSpGQqFMGIlsaSzs9Plcnm9XrVaTbgb5OGDg4PGxkYeOWBqBPLEhre3t4NIMzTv7+/fuHHjpz/9qSiKLS0tjY2NgiB89dVXJSUlubm5hKWnpqbCdD0/Py8vL3/16hVgwOLi4u/93u+trKyUlJQw3CQlJb1586arq2tgYKCurg5HDlrmzMzML774Qi6X4yOPxTyJ6J2dnY8ePcJ7LBqNXr9+XRCEpaUlxD9VVVU0nfPz80S77O/vT0xMGI3Gra0tDHh3dnaY0Wl7Ico7HA7q5cnJCVmhgiBcXl5ubGxUV1d7vd7c3Fx0b4x0BQUFuEzgi7S1tbW2ttbd3T0wMPAv/sW/+PzzzwVBuH37djQaHR0dPTs7o/d1Op1JSUnwb588eeJ2u+vq6ubm5uLi4tra2gRBOD8/ZztLrB4oVEpKCng4RAGz2cxSs6amxm63X15eogl2uVxxcXGNjY14DWLvCcmooKBgb28PnJlRCVQtLS2NZR49KJ0ExxyFWZrzwKjkMV3sVVA0GrMd+BY8e3WalP22JZ40jEowA9VOfsWwBnc36aQWr0gzhdhule+XZk0JvIVXzDfz8wFdgRYTEhLYHWL3KggCUxReK8gZeBKB35C3glvSWsF/4UzGO4WsTbvdrtPpUNWz72CSI4Y6Pj4eHRFCOBKflpaW2Hd6PB55LJGNGHb2dJiyIj1Hs0HnQWvO5EfaHfdPRkbGxcUF2ACDO+tDttdQrInXzcjIODg4yMrKIgKaa8h0gd8hYBgOUywUGBbBVxH48rwTDQucDlysUCgombxOoB1md9CLUMztHRhZJpMdHBwolcr4mBWtImYjLMQsjn+TjNrU1LS1tTU/P9/c3MyKPjs7G8MISiN2KgUFBWlpaTU1NUhWDw4O3G73xMREdnZ2QkLCu3fvkIL89Kc//fzzz2/fvr2zs7OwsLC3t0dyll6vT05Ozs7Ovn37Nu7eOBBptVqER/Hx8ZmZmRgVxcfHl5eX5+Xl8TQWFhaGQqGzs7OEhISlpSVRFPv6+kj0lMvl29vbeMosLy+zUOSJHR0dRU60s7NzfHw8MDBA96TRaLRabTAYpGjhABcKhcbGxnQ63fb2NrtSVFCHh4d+v//atWu7u7sM4syFOzs73O4ggWazORQK6XQ6ZrKkpKSenh74sa9fv8Z4HSZqc3Pz8fFxVlYW2IVOp2tsbKTdVqlUqamp3JRg/YQpwmnMyclpbm4G2GFwHBkZ4QXQgLtcLlEUrVarzWajbd/b2ysqKnr58uXp6ena2hq8pO3t7W+++aauru6TTz5hcOfnYC6/s7NDxidvcGlpaX19nRYHjx7Me8/Pz8fHxwFFOekYI87Ozmpra8fHxwGcz8/P5+bmYKh3dXXxsmmbqGqiKJpMJlEUkeHPzMyoVKrR0dGsrKykpCSY2zMzM8nJyS9evBBF8fnz51NTU2NjYzU1NRaLBY5iX18fEhcOqdzcXF42ozCE24qKioaGhvfee08QhMzMzNHRUQQwgiB0dXVNTk5ikvyzn/0Mys/Z2dmLFy8kc7vT09OBgYHa2trvf//79+7dGx0dJWStra2Nkjk3N2exWHw+X0tLC9JkQRDGx8d/9rOfERKOKRUfSjAYxOgDVRJnNB2JFCWBb8POzs7R0VFJSQkdFWIhURSLi4tLSko4o4uKig4PD5GggZFgRMC0+ujRo4KCgvb29tzc3IaGhri4uA8++OD4+PgnP/kJ6oI//uM/lsvlN27cSE1NPTo6evjw4fj4OJq5lpaWmZkZlinYv01PT6OtysrKol1Qq9VWq7W+vr65uVmj0RiNRo7jsrKynJyc7OzsoqKipKQko9G4ubnpcrmcTidzCSZnFDyAYkZ2xjjJhk0e8yWIxsxgJYBUFtN1yGI8oH8KtwoxWpD0PdJ/vTqDMmJKlRVskKWDQqHgabr6W/i/4m8rTGS/TdyVSqY09QJWn56erq+vY7MsSWv47MiOlcvlBJgzgLIYZvKGhMz6MCsrC9MfhUJxdHS0v7+PvhZ3FLTgGRkZpaWlGK9D2Dk6OsrLyzs/P5+ZmVlbW5ubm4tEIrDzEOuzPQFPSkhIyM7OpmVBE5WSkoIyDZyc9jo5FgvIG5HkN9Q2JkvONFlMZQvphkmAoYUtO5c9FApBI+Jzx3NRoVD4/X6QYX51NBrNyMhg8JOqODIQdsYQX0ieBwaTfIIkcS3NTTAYPD09PTk5oXPibgQ24M/SBy3HmObVq1czMzO1tbWvX7/Giw6R8vz8POhKMBg0Go1tMECUAAEAAElEQVRms3lhYeHdu3cHBwcw66qrq41GI4KzSCSC4dCPfvQjZHZ+v59cTEwCt7a20tPTCwsL8XomCALAkFB43HURNmEX4HA4jo6O4BZilcRKiazpurq63NxcHmB2zu3t7ayvae4EQWBShK2anp7ucDiAPQkv5JP2+Xx9fX05OTllZWUajQY6T1xc3OLiotfrZe/d19eHkH9jY8NkMpGFFBcXt7a2hgkWnFudTheJRPb390tLS/v6+qamprKzs1tbWzUaTX5+/vr6Or18enp6Y2Oj1+utrq7mQ6qpqQFkwDwWD4vOzs74+HgO5WvXrmEOCa6CDqGtrQ375vX19erq6pSUlPfff1+yewYHnpqaYr2fmpo6MzMDj5Q9ORmKaLkwWK+urrZaraIoejwemUzGegDFElZtKD5NJpMgCDU1Nc3NzaSm0PREIpG5uTlBEEBcKysrudqons/Pz1dXVxcWFli7QtIxGAyJiYl37twpLS19+/bt5eUl8bkLCwvJyckk2u/u7sIHZu3PRvbly5dTU1Owh3p7e2FNazSa/v5+QRAQovGQd3V1KRQKJv6pqak3b95kZWU1NzfL5XLi058+fQpHDMJLQ0NDV1cX4A9sAqVSWVVV9W//7b+F+yMIwq1bt4xGo9/vHxsbs9lsDx48YDTMysoiY5Jz+dq1a21tbQaDQSaTAb+PjY1ZLBaPx8NiOBQKBQIBp9N5eHgIBoUvNNudaDRqMpmw4aZBYbYYGhryeDzT09PHx8dtbW3YKdtstoKCguPj497e3h/84Acej+f999/Pycn55//8n5+fn6enp9++fXtycnJmZmZgYKC6urqnp+f+/ftv3rz5m7/5m6GhIfQhgUDgvffew0W2urr67Oysu7v7s88+C4fDRqOxqqqqvr7eZDKZzeapqanT09OqqipOzEAgMDs7y6mH4cPU1BT+BtyNTqcTB/C0tDSeTUTbPKHQizi/cFmLRqPoNUNXsqOjMTseiqXwT4zxvgXPSuWWv4nEUsNkv02dvbrmjF5RkshjBlh8HMIVYQklQQLuwGP5YlaT2EORmAMDDzjAA2egy+Uii3Bvb8/tduMTiT8tmByCH9RfjHF0kwzocrmchHDEnQqFAgoPY8PR0dHCwoIoihcXFzgxQZrzer1YfyclJUnG2niXolxEzQkjAQq3FIgNsgLnnyQ4yhifIB0Ao/DR0RE/hGIGBQF2D2WVaY+26fLyEiUohRPJPrEkqampRBDSCGLRTlsJRfzo6IjYVxB+/M+Rs7PoIS2Rn8DtRClFi8xl5H2FYiE5l5eX1GxGF6B4iaQm+/nPfw4DMz09fXt7G0lsenq6zWa7uLi4cePGxcXF9PS00WgEHUJVKYpiSUmJXC4fHh4WRRHCSGFh4Q9+8IPy8nJwFUEQTk9P9/b2/uZv/gYaOmnGqI5sNhvSkcvLy7GxsUgk0traitksXCQ8BzjUVCoVix/whIuLCwzhtFrtwcFBSUlJdXX1ysoKqDIpuOFwOCUlZXNzExu2aDS6vb1NA2UymYLBIKwqQEilUtnR0TE6Oor2QC6X+/1+VmihUMhsNm9ubkq+VklJSfDQEC+qVCru+ISEhM7OzhcvXiQkJMBmTExMRDeJloiEQlR6paWlibEQuJWVFeI4bty4MTg4KIpibm4uj+jBwUFTUxOmnazTIYYkJCTMz8+zAC8oKCCrBEst4mXW1tbo2RGtRqNRj8dTU1MzNDTU3Nw8MTGRnJxcVVU1NzcniqJWq7VYLDs7Ozqdjmg28JzExETkgIFAAFeHra0ths6joyNoAvgsyuXyxcXFqqoql8uFlgsXAlEUCwsLyTedn5/XarVgI9Fo1GAw2Gw2PiZBEKAY9PT0jI6Oms3mmZkZOuU3b96Qfz45OalQKJqbm7e3t2UyGfYaJycnN27cAMD5m7/5Gwi6pLkh/CAzHCQZ56mrZ6XL5drY2IAF0NraurKykpWV9Ytf/ALGNaTf1tZWg8EwNjZGNip067W1taKiIjSdgL3EXC8sLBwdHV27du358+etra2pqakwsHCzOjk5+eqrr9rb23Fr2tnZgb93eHi4vb0tCAI5uuz5mDziYikTgF1UI9YNSqUyISGhuLj4+Pi4oaEhKyvr66+/hk4VCATUajUW0OFwuLq6enp6mr1je3v72dnZ6uoquyW5XD4zM3Pr1q3/83/+z5/+6Z/+5V/+JXARjRFa2Ddv3gSDwR/84AdTU1O84K2trerq6uPj48ePH3d1deHcu7y8nJ+fv7m5iV4LDqRULfA24mDFyZLSiOUI8xxyC5iWGNCAzsliHuvSEHNViCKL2Z9eZQN9a6P5rUWmRB2SKqU0kgaDQfbT/EyadSYPpihpwJXouxIYe7V4izH7N36LhNDSjnMEYwggxtxtgPRhWjE7CrFwLhQ7cHGhLsfFxbFX2t3d1Wg0+HJEo9Hk5OSjoyOTyTQ2NmYwGNjzyeXy9PT08/Nzk8k0NTXV0NBgs9lKS0s5n6VZH18nURS3t7eJDWdYYgsI53FjYwPpJ4cSFBaaP0EQmMhJpI9cSY+hDgmCgOse9Bw4MRKrKxgM8oixtkhKSsIFSRAEfjV7SthDDC18OqxX4Rax0ZO6FoLJCM7c3d3F/JZxQoxF0FDvGYI5YDmWJe7PVcTiN7fc559/Pjo6io0CVGaeKLJwSZfc3Nxkw+z3+1tbW9fW1pDo1dbWvn37FnjhvffeW1lZsVgsd+/e/fWvf3379m0YjwMDA3q9Hg8gjk4hZlq2sbFRXl4+MTGB0ogfKwhCeXk5Ygm0TTKZjP0WqYGQ2vn4SR2pqalh1QcNYWdnBwMdPrxAIFBdXf3ixYvu7m6bzZaXl7e+vn55eanT6YqKihQKxfj4uFqtBjCE1zMwMIBwh6sP0khPZDAY0O+vrq7i8bi/v7+2ttbU1IQPzuTkJEBEY2MjPpMLCwsajQYPbqCM9PR04kokaoPRaCRtAMLU+fl5W1ub5GEriiIjL9Ri2AHgV5gV4GcWDod1Ot3Q0NCHH344MjJyeXlZV1c3Ojra2NiIEnltbQ3xK05vLpcrGAx+73vfCwaD0Em4w7a3t4EKzWZzQkICIW719fXsZZmZysvLFxYWjEYjnOyLiwvUlryG09NTaHuVlZUnJydra2v0a/jTTk9Pi6JoNpsFQdja2rp3797XX3/d1dXFBt3pdEJt5/H78MMPg8Hg4uKiIAhAlEiG/H6/RJQ9Ozu7ffu2Tqfj/IKwsLu7u76+XlVVxYL59u3bPJw8JPwZ0B7ekCAIL1++VKlU7e3tf/3Xf52XlweWi5sEtFghltHB98OXFkWxqamJiYrtHaqb/v7+u3fvLiwslJeX/6//9b80Gs3GxkZJSQm53xiqsUHh8CI71uVylZSUMDpI6TG08zqdjg1FTk4O2PXa2prFYklLS8MRm04/IyPj008/ffDgQVtbG+xKxpFQKMQWfGFh4ebNm6FQaHJysrKyMicnx2azDQ4O/ut//a93d3cZ7p1OJ0ruDz/88NWrV9guRqPRsbGxs7MzlUplMpkw6srLyysrK3v8+LFCoSguLn78+HFjYyMyJFSAdJmwEBQKBcaqtO3k8HBI0RaA00ozinRsXa1/LMmucnkkbu3VwfFq4bz652jMvV24QqmV7o3fDBMyGfdJcnIyHTx3I1VTIgRdfVUSNiuPBV9/CwqW8D1pcJFfCWDhbWK5XlhYiF6O4Q+6O69na2tLrVaDMbLUSE1NZRgIBoOVlZVOpxP7LdhnCFdo+q1WK9oHfKTpCdBBrK+vu1wuLHU2NzeZ+x0OByxImUzGTUi0MNMYxjiMa2yCkZFIK2eZTMZJCGk2EAigm6Rz4q3xuZC4olKp0FBCW2XlCWlWFEXkkpCMIjG3YansqdVqWJx8drRcer1eygjCTwM3Wq4/yD9X9arn1GUsVYbbDO2phGew6paj4gI22d3dXVxcdDgc0iQejUYnJiYqKytTUlJ6e3sLCwshlSUlJZFuWFRUdPPmTT4YBiO/39/Q0IDwWavVyuXy2dlZTqipqalwOLyzs5OTk6NSqWBJYP6UmpqK7yK0qOTkZLVanZSU1NXVJYoi4Qk5OTm0XcFgEO7A9vY2pm6guLiQe73etLQ0r9eLhycnLBsUhULBKht17eDgoM1mU6lU4ACvXr3yer1bW1sAoWVlZSROl5eXJyQklJeXI1K+uLgAWWUsNhqN2ONpNJqFhYVQKEQGbFxcHPOWWq3OysoClNve3maZn5iYaLVau7q62traysvLU1NTV1dX19bWlpaW8GeZmZkRBMFut/f3909NTa2srODtiWZ0cXGRrbDJZKqrq+vv79/e3tZoNFj8LC0tHR8fFxUV0TFgeIuBu0KhMJvNo6OjCQkJXV1d0Wj0q6++WlhYODs7g0IMZxX3GdKFtFqtQqHIzMwk4jgvLy8rK2tmZsZisdCW7u7ulpaWNjQ0ZGZmms1meYyFr9frZ2Zmzs7OWltb+biXl5enpqbS09ORUgWDwbt37waDQfyMioqKjo6O3G53RUVFQUEBqSkul4uRbm9vj6VLWVkZ6gu73U46pt/vJwl8fX19YGAgNTX1xYsXOTk5lZWVjx8/vnv37u3bt3/1q18JguBwONxu94MHD3js4c49efKEJ5DFHi4fVVVVgiDYbLbe3l6OM4/H09fXhz/cw4cPBUHA6rOpqenBgwfRaBRLdPhoKpUqJyfnq6++0ul0KFNdLhdK0OLi4sTERKkEcjRz84dCIUiDUPMzMjLI7aH9gvyF9whAqMFgQIqXlpbW0dFhNBq7urpKSkoIfn/69Onm5iY3alVV1czMTFpaWkVFxfXr19FP371712Aw2O12q9Wq1+sVCsXbt2+5jGVlZZeXl3/4h38IaWhzcxPhWXt7+yeffNLa2pqSkjIzM2O1Wn0+38uXL7nBhoaGrl27trS0pFar6clw75PL5RsbG9GYkIOBg4OeWgINBAqCPJa7wonGJRJibB0h5vUqi6k+BOG3hJhS4RSusIGu/r0iZrAuDRzS4CiL0YKiMW8g5AeUQDSm0kZTFpNG8CWxk6KxIDPxCqv2KmkoEstpYcXDLMu5FwgEdnd3Z2ZmIFpnZmZyEpLINDc3B2ricrkAeFNTU1noAL3u7+8nJiZmZmaOj49L7lpsWJhfIZccHh4ajcaWlhYwvNXV1fPz88LCwvn5eTR1p6en2FzgghIIBGDVcR8KMU4phRnSKGUPPFMyhhVilocKhYLqixcgiB3+xqzSkbJI+gIKc1JSEqMk0gnQVEomPAmpTwqHwyTuBQIBNqmRSOTk5AR/Y2wQKNjSsOH3+5kspb0mpZFPk/ZIWnxKb+c3XIFIJKLT6bAP3tjYaGtrI0i9pKRkaWmptbW1vLz89evXWMsj7i4uLo5Goy6Xa3d3l82l1WqNi4urrq5++/Ztfn4+aUQ3b94cGhpCpUAm8PT0dEVFBQ4XCoWC2BrkE6mpqUajkfSi5eXl/f19lqZ4jkxOTra1ta2trQmCoNFozGbz0tJSQUEB74086urq6oODAxq08/Nzpk+5XA5WKYqihKdB/mR3WF5efnZ25nK53r17l5GRgTNnT08PnAu73d7S0kIDYrfb6+vrw+EwXHwGwePjY1ozvV5P28UPn5+fJ6dle3sbA/HDw0O8+k5PTxcWFpqampAkQ57Mzs4uLCykpYUUzmAaHx+v0+nwoqutrR0bG8NwJy0tbWFhIRwOc/KyyExLS/P5fNeuXXM6ndKourS0dHZ29vz58/fee8/v92OaI5fL9Xr9+Pj4d77zHbvdDgl2eXmZxTNGxImJiYi9iMWYm5srKSkJBAK4WxQWFtrt9kgkUl1djWP48fExcYDItA8ODpDxgPwjg8F5BKc37IVdLlckJr+jd5bJZDgskk9uNBrn5uaWl5dramqi0ajT6QRpuLi4YNlTXFxcWloqiqLT6ZycnMTiDhL1+vq62WweGhpqa2v75JNPnj9/LghCfX19Q0MDf3l+fv69731PEASaxffee6+qqgqB5tLS0unpKW5/XV1dnZ2dfNAvXrwwGo2Q5g8ODph3sebPy8vb3t6+e/fugwcPpJXY5eXl/Pz8d7/73dXVVQSg6+vrRqMRhczm5iZeCtIZbTabAaa0Wi12CkTBcBCQCET/hJKysrLy2bNnqamptbW1arU6Go2+e/dOp9N99NFHRKmEw2Hg5T/4gz/4/PPPj46OOC4//fTT+/fvd3d3T05OiqJ49+5dm832/e9/f35+PhgMck6trKzI5fKhoaEf/vCHb9++RcY3Pz8/Ozvb1tZ2+/bty8vLyclJrGtxEcGlgdZqamoKI1wMTmnaEhMTQWgjkQgzE8cZ/0kmk8Hv+9bmkioF+Cy/EmAixAK8rg6a8iupJlKRk/4vPy18xU5IjKkwvzWnymJUI5ztpBlXdoWIK9Xgb5Xqq3Vd+hshBlfKr1jggjwD2AYCATLbEWlsbm4KgoD5+NnZmcVi4WLm5eWxDlAoFDRkzKNHR0dgY7TdEngWFxeHcYooiunp6fR2HDs4iZ6eni4tLRkMhqSkJBgPuBkznFEdJOiLDRoGsGQ9cZUAtyG1cuniY5E1oLjMKlgdcXQzXUCdcblc+JAIgnB5eYm1WTgcVqlURI7wkbEAguN6enpKH8bVg+nDncO/4mBhmue9QL7haAIAQ9TETMWtKMQwfG6eq1tw7hzZT3/6U6/X63a7m5qaOLY8Hk9RUdHq6ur29nZPT8/8/LzX621ra5PMCZEN6fV6r9e7u7ubkpLS1NR0cHBQU1NTU1Pz+PFjpVL52WefIeD79a9/nZycnJWVdXBwAA94cHAwNzeXyBEkR6xAoEVoNBqSTDhECgsLaZxLSkq8Xi/sVtLp7Ha7Xq/3+XzUG6VSCakdTLykpGR3d9fhcBQWFi4sLNDpZGRkzM/PIxqh7zg/PyfXgk+aDgXmy+Hh4fHx8fb2dmpqql6vX1pagq+Ul5fncDiKiorW19eVSiUikLKyMoZLGo63b9/W1dUNDQ0lJibm5OQwYsKnhTOJRQURehiZfvPNN7KYM6TVagVbjkQiDofj8vLSarVizkIeAkpQgPTU1FQ4UOfn5xMTE3FxcTdu3BgaGqKIMiWPj49XVVWlpqb29/ezDAavPjo6qqqqItdsenqaxYAgCMvLy9XV1Rgy8FSwWSTPuaysbHNzk9329PQ0RAOqiNlsXl1dLS4udjqd+CayrIIeDBxNF1VQUPDy5cvs7GyXy3Xv3j144ayZ0WCYTCao4cfHx8CPMHEePHhQVlaGStVgMFgslr/6q7/q7e0Fw+H0nJ2dtVqtcrm8p6eHZ5VMIlIXhCtfUsLJ2dnZ+Ph4RkZGbW3t4OBgUVGRIAg6nQ4mdkdHx+vXr6XQsadPn5LlSY4NsxGhdXFxcXfv3r1//35aWtr169fRXwmC8OMf/7inp+fLL7+UuG/r6+unp6d5eXm4OhMhgjaJTiI7O5vTc29vD+QKziHugzhf5+fnX15e1tTUwKs6OTkxm80Gg+HBgwetra3v3r1TqVR/8Ad/8M0331RVVVVVVU1NTcHi+fTTT8lNdDgcoVCIzWhaWho5qW/fvl1aWoLuQOWbmZkpLCyMRqNIFBITE8FgZmdn0fnU1NTgzIcdvMvlSkxM5PY4Ozvz+/3JyclsB2j2Qc8Y+hFOsIiSlOaU0qvVRRbzK5D4NeIV74KriKgEzF79txJGevXfCjENiSxmc6qI2c9KxzpYIod4NOaowA9k9pJdoR0prtjKSy/vW98g/UOuAGcRmjTIFjwsuOLB9g+FQsfHx3V1dQxVMpnM6/WazWZCSHB229zcLC8vt9vtPLz19fUgMUibTCbTyMiI1WqNRqOzs7Ms4yVhIpMA20GHw0F1RF0KQ35/fx8ZDIIQ6cJSmbhuDN9SeRNjq2gJkWaJA3mKjGsAfEEQsIE1Go1HR0eSmwGMJEm8zgoTSJIMTsljD+Uh+tGkpCTmV5aU0VhSivSCJRMGCZvFpYGXKtFxpXYH6bA8Zi8sHxwcTE1NJWNIFMX9/f3q6uqkpCSDwZCQkLC4uAiqk5WVVVlZif6koqKipKQkKysrLy+vqakJXr7ZbO7v7//Hf/zHuLi4/Pz8n//854IgkKHh8/lQLLx+/Xp4eBiBc2FhodFoVKvVJpOJ9MS1tTX0QFhjQMpnxYKlE0OewWAYHR2dn5/Py8s7PT2tqanB+ZrQK3hZFRUV+EglJCRMT0/ztCclJZ2enqakpEAhU6lUWq2WkeXw8NBut4+Njc3MzGC9CPMF5iS6Vy765uYm8R3BWNx5Tk5OWlra/Pz80NAQTavH49FoNDabzWAwwB8pKioidjQcDkMnLi8vt1gsHIVkf16/fp3ktY6OjqWlJQrw/Py8RqMpLi7GKRdAEuTEbDYXFBSAbL9580YQhNXVVWb61dVVi8VisVhyc3OLioo2NjYyMjJ2dnbGx8fhwWZnZ+/v7x8dHWm1WqROb9680Wq1gEKQhAGKgW6sVitBZqurqxg76HQ68JDi4mK0+ampqVAGzs/Pd3d32bERuMgVMJvN+DMUFxdjSahQKCorKzlB5ufnJyYmBEEoKyvTarWBQGBjYyMlJQXKDFbgkUhkfX29oaGhuroa3Ht6evp//I//8eGHH56fn2ONdP/+/RcvXhwcHNy5cychIUEyujw6Onrz5o1KpUK4srS0JJ2YL168EAQhJSWlp6cHzUxHRwf5J4IgwBQ7Ozvr6ekZGRlhYXznzh10MsS2CIJgs9mgGt29e5e/gfkciURmZma++OKL7Oxs/HslhbvVak1LS1tZWQmFQijqotFoenq6Xq/Pzs7GXwL9HMJwHMWguCsUipaWloaGBp5HTJsnJycTExNLSkqeP39utVoNBkNGRgal9Lvf/e74+DiUFrlcjky5oaFhbGwsKyvrvffeKysrs9vtWA2QLF1dXX3z5s26urqCggJaW/raqqqq2tpav9/v9/tRoUBjGR8ft9ls5eXlGOSSLR8Oh7Va7dHREWoB+nJK/tnZGfkBMpmM2Z2RGvBNmiaZSllffavmiVdUmLIrmpP/y9r4J1/ClXFTqo5ijLIk/Xx+L9WRxZgQow4JMZ8gvqRfLbsicfnWC5MKjHBlFJbemjT4cjrDPDo6OoJzh2IbixW8b+g5oH/TwcjlckxG8YQrLi5mOKMpZFJkRs/JyUlPT5+bmwO+wq+qrq4OeiN34NraGl6sCQkJh4eHeJdexpKoWRympqbST6hUKlQiGRkZgN6MkqmpqdIMylFAAQ6FQnyU/DSp+cOcD/8/cJTj4+Pj42Psw0B04YihqoRtzj+RHII4/JG3YijBxwexkfZdjIlhpFoeiUWlSqC6GAt94w6R/tP/vcGKi4u9Xu8333wjiuLz58+Lioq2t7fJ98nNza2pqTGZTOgUBwcH37x5A7otCMLMzAzygIODg5WVFafTWVBQ8IMf/OC9997r7e0tKytbXV31+/3Hx8cYLrC8KSgoqKmpAeYWRZF0QGiuNAV2ux1vWJvNplarg8EgviTYzpWXl1PzysrKRFFExTg1NfX9738/GAz29/crFAqLxWKz2WZmZkpKSrizUfDgRUeYIqsmuVyOaHJhYQGt4XvvvQfKoVQq2SgAOjF/5+fnK5XK+vp6aRanDMtkstra2hs3bnDWLywsZGVlMdu1trYmJCRsb2/7fD6AzYKCArhz5+fny8vLh4eHTU1Ng4ODpKhXVlZSe4A+MOxdWFigwayoqIDk4nK5pqenOVVx+zs4OKiqqkL5g4R8e3tbr9dD9SI9h9Dv4+NjHB7q6upu3rw5Pj5eWVkJozU+Pp5cEfJ9tFotzpnJyckM32dnZ4ODgzzParV6dXXVbrcD16SkpBQXF19eXpaVlbndbrPZXF9fn5SUBDoHNRwS9e7urs1mOz4+LiwshDkMyRtOh8PhYJTH47CqqorGtrW1lXhq7mav1/vkyRMEsrOzs3gkiaL4/vvvp6WlUY1Il8Q2XaFQdHV1LS0tEaVZVlbm9Xrfvn2r1WpFUTw4ONje3kb7gWfC8vIyCeEPHz7Ezxo3spaWloSEBFx8BUGA+3p0dNTQ0CAIQkZGBktTRvbXr183NjbW1NTw8UFHFEWxrq7O6XTCyGDC4zgLhUKpqakej2d1dRVWJDI15hKtVss+hXmUeJmjoyMcksGNpck4Jyfn66+//uEPf2i1Wp8/fw418fXr1y0tLaFQqKury263C4Lw2Wef4eg7Pj6OOpn+CV/Tv/u7v3v79u1PfvKT5eXlhISEkZGRQCCwuLjY399/cnLi9/tZ02Ay7vV62YCAjWs0Gh78paUlifKD8a9EhqSvj8aiDTmbGFmEK3IRqQJxfimuGKlzulHYrpJ6pMHuKgx79UcxiULIlDZk1DDJ1oAqyBAj/UBp0yn9QbjyJV7ZaEZ/O4ZMeoW8a7oN3ilAl8Tn5DupK7xC9g6YXdBtQJsn3FsQhPT09KKiImwoWHtDlYcRgvs0mTzBYPD69evYI8vlcpPJdHh4WFJSAuGOnQhzLQpg4LSzs7OUlBREjUB0SqVSpVKdnp7ysUp4O6pHDgQqtwRNgw9D/c3IyEhOTmatiLcJK9u4uLjMzEz0SBqNhrLHxWH+lkwVmMjFWGYc9RLS1lXTDCork65cLsemUfrsrqKvYixXR4hRuqivYLnCFXRdzvIWu9f3339/dHRUr9efnZ3hTrC7u0voDFKb0tJSzrWpqSmTyRQXF9fU1JSfn4/DhUKhePTo0ebmZl9fX15eXl5e3tOnT3U6XWFhYV5eXn5+PiNjZmYmfkC0P2q1Oi0tbX19HQ8RtBxEUKlUKo/HMzIy4nA45HL5/Px8WloaT53T6fR4PCx7CwsL3W73Rx99xPDHXFhSUkI97urqmp6exqiJjTrJcH6/n+gxSkJSUlJLSwvqN8xjib8mP9br9S4vL8tkMpzz7HY7ka2Xl5fj4+OiKAYCgTdv3uTm5losFo6hUCiE/zsWMFx3oLbS0lIYp/X19enp6a9evers7CwqKlpbW+Omr6urY3O8vLxcUFAAFIbesaGhwWAwXF5eajSarKwss9lM5wWHdm9vb319HdcIQhMLCws9Hg/EJRKsSkpKJicnzWYzJDrmhr29PaC/aDSKPgQTjWAw6HQ6h4aGpqenOzs7oYOtrKwQqVFWVgYulJiYiBMQe8rGxkbW1ci8pqengbtramqQdWZkZFRXV19cXBwcHJDUCM1SEARiRBcXF9Vqtd/vf/LkSXx8PKt75H0nJyfT09PIS4qLi9fX15Hk42vq8/nIQh8cHCwuLv7Hf/xHg8EQHx+v1WpnZmbQ2jc0NDx9+jQUCnV2djqdzhs3bjAe8fQKgrC6upqenq5UKvPy8j744IPCwkKEOqyo6WYGBgbW1tZYlmRkZKysrFDav/Od7wiC0NLSQrjeycnJo0ePampqgsHg6Ojo3Nwct0RhYWFDQwMb5VAo5PP56Oqw6TCZTMnJycDaGCZDvqcGOBwObLW9Xq/VasUVxWw26/X6nJwcURSHhoZsNhtK1pmZmZs3bzocjk8++QRUuaenJxAIZGVl7ezs/PznP8/OzvZ4PKxL/vqv/7q+vv6v/uqvUlNTp6ammpqaMCP1+Xw2my0rK8vv99fX1xcUFDQ2NmIgjLmBz+ezWq1ut5sKqtVqSfCgUdbpdHy49FvS0MbZJJE4OJRBRGUxQSTVTqKbyq7QYoUYNMohKJ19V6Fa4f8HfvutwUK4ggCzcqMqgJYLgsDswi5JkqNwEEdjbFhp60mpu7pelcwchNiqFQImGGxKSgrwbCRmpABGEo1Gt7a2dnZ2WG1CXru4uEC3xoSHGZDb7V5dXcVzihuDpIqsrKzGxka5XO7z+cxmc2Ji4urqKhZRbLsVCoXb7cbrG/Xk+vo67np09iwFqYtQlhQKhaTASU1Nlfw0JGgdM/pQzPWQi8PKk3MAIi63R3JyMirkzc1NIEb6AEAImi2s76AaUSkZW/ncEazLZDKVSoUQTiaTJSUl8f3RaJTjNxALl5XFJLnymEBFaqH4WPmweOWKmK381dtJzo4KwEomk2VkZMzMzPT09GxubqLFKSkpaWlpQQqamZmJqU1zc/PJyUlfX9/+/j5G51BDW1paGKUdDocgCI2NjRMTE3a7PTExEU++o6Oj/v5+DsGJiQl0lvCnsUFQKBS0IXFxcfAtQ6FQTk4OLfb8/Dy+tRkZGSqViiJqMpmGh4dJp7t16xbJyZmZmS6XC7sGjUaTlJQ0OjrKmIhE1263FxYWbmxsML3h2ARzVRAEvFWrqqq0Wq3JZKqoqGC0uri4uBp4mZWV1dPT4/P5xsfH4+LiLBbL8vIyQ4DNZkNRQNfDPnh/f390dHRra8vhcNhsNq5JdXV1fHz81NRUaWnp9PT04uIiOrmioqK6urpXr145nU58dIPB4NbWVlFRkU6no/969+5dSUkJy1pCaKPRKJ5YmZmZSUlJ09PToByZmZnt7e0zMzM1NTVENuLaSjuCVdPBwQFYx8jICJ9+Tk7O0dERdN+pqSnEISaTidoGBl5cXHx6egq3ORqNMm2YTKZoNLq4uIiyMBwOI5NNTU3VaDQ+nw8Y8Nq1a0xOVVVVJSUlQ0NDN2/eLCgoaGpqov/Au9xqtebl5eEthRcXXdrKykpOTk5NTQ26Xryba2pqiouLf/d3f3dxcbGiosLv9w8PD3/11VcHBwd6vX59fZ1DKhQKbW5uIqNUKBTV1dW896mpqeLi4rGxMURTz58/7+vrm56elh4bdjxtbW1FRUV6vR6AVyqolM+UlJS7d++2tLSUl5fz0P7gBz/4vd/7verq6uvXr5N6CEWCwFFwl+zsbK1WizsJvTNshZOTk7OzM1jlBKQTSMduYnV1tbGx8fnz5zCEUY/k5eXNz88jEVlbW0tOTuYtfPHFF4IgPHjwIDk5eWtr63vf+96LFy/GxsbUanVxcfGf//mf84s2Nzf5aPByq6+vT0xMxGQY3RFMY6fTub6+TtPsdDrpg0mhGh0dZYuMrp89GUidXC6HgoE1INg+5yylRWoRhCuuAtIERn29CqV+a9d4tS7KYyljUpXlp/ElDaP/tMqyn8NjnVaAHRjDKL+CrQ0/RxpbpRf2T/FhirFMJuO4h8eXm5tbVlaWm5vLf+J/aR0keieyH7fbDYAfCoWQPDqdzrOzMyT5JCXgdRCJROrq6tRqNfh/c3MzXbjBYMCsdG5uTq/Xs2AiNS8SiSBB5gDn5kS5GxcXd3R0hJEqzE1OSKkbwDaIjxJXVJSRMLyolyA6FGCGpUAgcHx8DOtQwswxSWWwPj4+hp2rUCgA86WGAwia20liAIVjvn3I8WH+S7a3/F6J9iU1W9KtJb/iMCxeWavzn65uu+W7u7sVFRW1tbV4V2K2dHJyYrFYWH2Nj4/DKpaSEPLy8vC01Ov1BoNhdnbW4XAolcqtra2Li4vz8/M7d+5UVFTg2gzv9NGjR2az2eVyNTU16fX6jY2N7Oxs1IGpqakKhYIsLRJ5wGq8Xi8xqgqFAmN3i8VSUFBgMBgAM+VyeW5uLhcI84jJyUlM4FpbW/mBWFTwlJrNZtTlnPLRaJTEuLKyMvQ9KSkpZWVlgiCo1WqoCuvr64eHh7CfmEJQy+l0uuvXr1sslt3d3VAohANOfX398PCwyWQiCEImk+HfXVZWhpUrQit4EG1tbd3d3VlZWXjXwRvy+XyXl5ednZ24sw4MDLCSTEpKysnJIeYGCvjW1lZeXp5Wq0XGcOfOHdjV2dnZaDEfP37Mmrajo4Mt77t37yYnJ6urqx89etTe3o7yt7a29uzsbGtr6+DgwGQyweA9ODjAv3dpaWlqaqqqqkqtVk9PT9Mb4UBLnN7+/j625gcHB0yNra2tarUarSE2hOFwWK/XU6hWV1ehCMKYJ5zVaDTKZDJ00zhwjo+Pb29vz8/PP378uKysDGKO1+v1+XylpaU4fQwMDNy9ezcUClVVVY2PjysUir29vcXFRafTibMlFhnhcNhqtba2tubm5vb29j5+/FgQBIVCcf36dZPJZDQaBUEIBoMrKyuwqwRBwB7BaDR2d3evra3dunWrt7eX6NaxsTFBELCQVCqV5+fner3+5s2bgiA4HI6HDx+mpaWVlJTQdnzxxRf3798nvSQ9Pf3NmzcKhSIvLy8UCqFkR0XHGolTcm9vD/gE4tjR0RF3byQSYam8s7ODKO3k5IR1FH5VXq9XLpe3trZaLJbKykoQqoKCAuAQMtvn5ub+83/+z3V1da9fv/7oo4+w8dva2hJF8fz8/KuvvgoEAg8fPuSkQNBpMpnkcvnKysr4+Hh7eztICcE4eF/gmbCwsNDe3l5YWEimB2RL8AZBEC4vL1lf4WZAoeLQhwUjCU6oZxJOyykmoaPib+dFy2N2PNJJp7jiFyrEdorR347xkl2xNYheEbBLKK7sCv1VgnA5o5lXJIRQEATKvFQ4pWlVKttXf6wE24qxr4uLCyZIgFMIg1LV5+hj9sL3qrS0NCEhAe46xcloNO7u7tJ2JCUlsfqhb9vb20PgZ7PZwOrkcjkG0TqdDglKQUEBLpXr6+tHR0d7e3vp6emoMiTEmHWVTCaD7R8XF4fzjkKh8MdSaE5PTyE5kpxI3ZUAT0g3CDRR5KO5xJOE5OCdnZ2EhARMiPCTwQQmGo3iYABWzJOCo2dqaqosBuyT5yV5E8bHx9NYh0IhfiMJoykpKdJNQoPCHXX1MxViSah8uNLHweD7mxI7OzvLpK9UKlkEzs/Pr6ysJCUlqdVqPLTGx8cxOuc9yGSy27dvgy2sr693dHRkZWWlp6djH9zU1PSzn/0Mturg4OD5+Xl9fT0jbFFR0fDw8MXFBQ58FosFlSHW2HFxcWxuhJh5NNgaemoCTLgbSHghlFgURbfbfXp6urKy0t3dvb6+fuvWrf7+/vLyckQRuCkqFIrd3d2SkpL6+vrV1dVoNHpycoKbPO456enpPBjT09OY9WRmZoLZQqAFaC0uLt7d3cWqCrObjY0NiA8+n49AjJGREa1We35+Di0NxxkyuRAjZmdnz83N4TeWkJCwvr4OXRby0cHBwcLCwrVr13JycuLi4iRoKxQK6fV6i8VCyGg0Gj04OMDGjGwKeMIXFxcWiwWwgjML/LaoqAhVclNT0+7ubmVl5djYGDuz7u5uQRCYcWHiEK/R2tra3NwM/zkvLy8ajVZUVJDmiByWWoipL0aJGxsbRUVF0Wi0uro6Nzd3amoKT3aZTMYdTGIDmsvp6enLy8vBwcH19XWpTU5PTzebzRsbG/n5+Vqt9smTJ+Fw2Ol0zs7O5uTkSHlbfr+fE397e/vmzZuLi4s8UW63e35+fmpqyu/3T0xMgKg7nU6yC6LRKJgq9rORSGRgYECr1X7nO9+x2Ww8M0tLS2/fvq2urhYEgYLNrP/w4cOmpiawI8bK5ORk7LT4zg8++EA6spuamr7//e8TwIlbWG9v7/7+/k9/+lOFQgEVuaSkBPdtn8+nVCq9Xi+yHzoSOm44zPgrAdviyLG/v08sRlJSErIZ5gCs0To7O6enp4FbFhcXh4eH4+Pjq6uru7u7nU7nxx9/DDn86OgIV8sf/ehHBQUF+/v7MpkMcvJXX33l8/lmZ2fxtyorK3O5XFhXjo2NRaPRwcHBV69e0f0gAJidnY1EIna73e12Dw8Pz87OcpE5rzFY3tvb4y+lsZLmVSJcULPFGONfqpeyK7HPVDVKpjQ48hOEK3SeqwCsGLMQ4lfIrmRTf2vZKZVnfiwOYjQukZgi8+ovFa5QfqJXrNsVMcPVSEz3wkuCJM/ZzRp7Y2ODqYC/weSBn4wLGJ06vDB+F/s5hUKBzgcnSARj5CcC55B/IooiFbS7u1utVqOYnJmZGRkZcblcOLKlpaUVFRVx4LB9xFGELSBlTKrojG4M/QDFkmmaXC6nDaLY0/EznuJiwXXAKI39KzFz/HCUqZxXQHRSFgpFjpkKXVk0GoWUxF6JnkMQBLoNGLbRaBRBICxFQH5pFRqKhYIpYl6J0l0BAEbPxB0i1VG5XC5PTU3d3d2dnp6WyWRLS0ss+VAiond2uVwwZZhEnU7n3t4e5wjLFZVKZTAY5ufnCwoK6uvrNzY27t27h8BIYudbrVYm7uTk5Orq6svLy93d3dXVVbVaDe1YrVZ7PB78KoPBoMlkItQ3EAhQw9Rq9dbWFicLaCTmT5ubm2gVWltb3W430dAXFxdguQB9MzMz+L+vr69j2puSklJeXi6KotlsPj8/X1xc7OvrW1tbY6dN2Ofz588PDw8bGhpWV1ezsrIKCgqQE4EV474LTZHahvZAEITS0tJoNMoAOjc3B22VhIHW1lZs4rF0WV1dLSoqqq+vx3H+/Px8bGyMhMvR0VGNRpObm1tYWMjj6vF4UC5WVFTs7OwgM01ISMjIyKCrYDGME6NcLm9oaMCDHpWLy+XS6XQKhWJ+ft7pdDqdztraWnTNw8PDJSUl2dnZ9GuNjY27u7v5+fmRSGRkZIQ1MLw4uVx+cnLicDgARY+Pj4uLiyF2Eg8Jiw+7eTZ2qA+pNCcnJ9nZ2cXFxaDHvLVAIMCil3Z7eHhYEASDwUAnwY1XV1eXl5cHgNzc3Nzb29vU1MQ2mksxNzfHjodUr+7u7mg0evv2bVYpaWlp77//Pj8W7RpuiwqForu7G+4urYMgCBaLJRKJQGTAxtNkMkHe5huuX7+OgpmbkMoqfU1PTz99+lQul798+bKgoOCrr77CumFmZub09LSxsZHHEqcVbhW5XI5titfrJWvF5XIhR5PF1nvkD7NipxkiOs3pdJaUlBgMhps3b3JnpqamYof29OlTHPXsdvvjx4/X1tbm5+fj4+MfPXrEFur09PRP/uRPjo+PHzx4kJaW9vr167t3746OjlZWVl6/fn18fHxmZiYYDO7u7o6OjhoMhrm5OTag1O+7d+9OTU2R/tbf3w8mwU1eWVlZUFAgXrHtxpMEqx2kZdGYYxmFgQUSkmWpCEkVVDrs6MDC4TB8YKluRa98SaVFiKlKpML5rclSIuZc5elQGCQ5HJ4qcrmcv5FOW2k4vorHfqtaS4tPadxkNcATDfQq7XHBmSk/VCBmMlBQkEa02lA3CgsLOcB5eenp6dRIloWYyZ2dnbW1tZFfyzEIMz87O5vEiLW1NR4rYHYEG3K5nMdWHjNo9fv9+OIynwUCAUyhYbpKDvuiKGJITnsKBCWXy5kC6cmOj4+lQgWBlhwe5OkajYYVjEajkclkh4eH2HpwDRl8ExISuJKcKjA3g8EgFBkSI9RqNZRa6iKFH81MJGbHyEfATSh1YxL8gJYGSpG0w6ZdkLNf6erqgiNOfZJkIcfHxxaLBTMkAlRramo2NzeTk5PRVxCSRSQvH5vRaExNTR0aGrp79+78/Pzi4uLx8fHq6io6sM7OTuQTOTk5ZNPv7++73e7S0tKmpqasrCxCU5GZ87TU1NScnJyMjY1huR4KhRgLSOXU6/Vms5khtaio6Ne//jWe3dxqUBzhy8zMzODzGQqFDg8PDw8Pmf1ra2shuYiiqNFoCHplyzgzMwNnOBgMYjmEJGh3d3dhYWFjY2N2dhbuCUGSBwcH5+fncrn83bt3qampOTk5vb29SO+JDp2YmABlxclBEITd3d25ubn29vaamhoUPshJrVarWq1meY5fWktLC+s3GpSdnR2fzwcQCta3s7MDRS0vLw+HIP65XC6vqKhoa2uzWq0crOwP5ubmSOwiGn5hYaGmpqahoUGhUCwtLWEcisZjaWkJnlFcXBwBFxjWxMXFTU5OHh4eVldX05kmJSW5XK6Kiorl5WVGZ7lcbjabmaobGxu5H9bW1tLT0/GApUVISkqqrKy0WCz37t2jiQa6h5ExNDSUl5d3/fp1m82GEfP6+jpSk+Li4pcvX7a3tzPdOp3OhISE//E//kdfX9/k5KRcLjeZTP39/UNDQ8DdBwcHiEaAZzGyYYtJa+LxePDimJqaIkfFZrPl5ubCyOVR7+npefDgAZ8gFB7poKytraVZvHHjhs/n++ijj65du+bz+bCzn5+ff/DgAetkcmPYEpFJQC3nGd7Z2YFy7Pf70d0Cw5JNRm/HKENVe/bsGbaIzK/d3d0ffvihXC7Py8vT6XR3794l7UCj0ZSUlFDt7ty5c3BwUFBQcPfuXa/X29nZSWf893//96wMrl27lpiYqFQqab/Ozs7oXVZWVlDvMSnabDaISJRGt9vN9FNVVbW+vk7pysnJycrKYjPCh4tLC88pGymptkkTp1TnuLZSvRGvUHiuDqPfOvu+9c+FK1CqGFOASDxYCQHmiJAECWgEWbuGr0RhS+vSqytV6QVEYwRaWUziIsZYJ1fBZ8lhmBk0GpPZQOTBgJPjd3Nzc2dnx2w2p6ambm5uHh0dbWxsLC0tpaSkUN2Z8zAmm56eTkpKQonrdrtdLhcZ1KenpxsbGxaLpaysTC6Xg2EQNo5usri4GNIshhJUKRxLMOcjZhWQDxsQ3jU+QdLIzpgIkAtbGC8FOG58s0KhgPHH88h2lu3+xcWFz+ejmQB/ZuRFZCmXy+G1gvOzswCSJRdFJpOB2SBoIVX06pdwRThLJyR1PJRz6WMFW+UNhmOBPPKTkxPSOd6+fQsj//Dw0Gaz2e12k8lUWFi4traWlZXl9XoBxMfHx1taWjwej16v39nZsdvtxPlCFxIE4ac//WlcXFxnZycs9q2trYqKCry/Mbojp43XRJZ1QUEBGzUYm3q9fm5uLjExkaSI7OxsalVKSkp7e7vD4UCLzSprb2+PHzg9Pb26uvrBBx9ghK9UKisqKoipS05Otlqt3d3du7u7giCoVCruxc3NzXA47HA49vf3ccXb3d29fv06kYHcEMSCRqNREgMYWGkR5HJ5Y2MjiuDNzc3U1NSCggKc4TIzM9fX1/v6+vC+2t7eJluRM6i1tdXn89EcER4yPT0dCoWGhoYODw8ZawKBwPT0tM/n297eRifz9u3bpqYmhUKRm5sbFxeHo9Pl5WVbW9vFxUVNTU1OTg7eOhsbGwcHB36/v6qqShTFnJycxcXFw8PDkZGRuLi4Dz74AGV9e3u71+sFQNbr9RQPh8NBEvrp6enFxcX29vbFxUVxcbFcLq+urpbL5YeHh+xfuVOLi4srKyvRquJNWF1dPTs7S9MKyxTdzuLi4ps3b/Dho5Xr7u7GIpVRGxP8k5MTtVqNu69Op8vOzm5vb5fWSyza5XI50zCJgN3d3QcHB2/evIlEIpmZmeFwuLm52ePxGAwGlUr18uVLmgaswmQyGcJKmF+YrTQ1NdXV1WEsxS8tLy8n7Xl6ehpJT2ZmZl9fnyAIbrf7+fPnDH+cnpgTjY6OclDybb/61a9wrM3Nzf3www+1Wm1JSUlPT897772HC8TU1FRWVlZycvLu7i41CS0vKROwEw8PD9fX1/f29iicq6urKysrl5eX+PsfHBykpaXhMIAhA86FfX19Y2NjLJw2Nzdra2vX1ta6urp8Pt+LFy+SkpLu3bv3+7//+5eXlwsLC7Ozs1qtFrde/mwymbKzs+/du/fq1atQKFRYWOhyuV6/fp2dnY2Nxu7urkqlGh8f393dxRPRYDAMDg4yJKnV6v7+/sPDw4WFBb1ez2GEFaWE1sLSlGY1liPib8scFTGjZv6SyipesWuR/XZwJrOdGBPbSVVKwlSFKwxbMcZolX6O9EuFGE2Jn0MRlfZerGNlV9LE+FdXC7lEHpEWsdKsKcaMtekMwuEw0kPkfNJvwYWf4QnrbGbipKSkuLg4mBmRSAQdNuuh09NTeMt2uz0rK4s4gUgkYjAYKioqWKjHxcVhSkow6sbGBgIKssbIIQbzZKiCtskGUWLJQsXiBWArLwgCtA8or7w7aP8ULdjR9D1MihQ8URRRowZjKV2YufKrMc4EPiHSgDUqlUxCbhnfEYNwtnPM0lxipABmEL1ilMjb4aNhZOLTlOZO3BjwJOL3AkTL5XI5AyWfaHV19bNnz1j1Z2VlOZ1OJDUmkykpKWlra4vAPDw28WL2+XwFBQVM7jab7ZtvvqEM/MM//INKpbp3715jY+Pk5CTAOj0FNw1eXO3t7cfHx0NDQy6XC98faJA5OTk8Y8S+mEwm/OQikQi02LS0tMXFRaVS2dnZeXJyQst2cXHBniYlJQUvm7i4uImJCTLtPB5PeXn57OxsWlqaKIpHR0cSgYoxorW1FW4tpqAE1mNIYTKZAoHA27dvOQi8Xq8oinq9HloaYn8WZohqgDu6u7sdDkdVVVVDQ4PVaiVYmG0TuBwmxdgR2Gw2uVweHx/Pebq7u4s3usViAb42m83A+vSMwWAQQ6K9vT2tVosGBncC7A4MBsPOzg6yObx1wH79fr/b7Q6Hwy9evMjIyGDiD4VC+fn5eXl5Ho8HI7ra2lpYYFR3or62trbcbjc8ZEZYwpZVKhUyr3A4zO62oaEB6iZmH0QjnZ2dwRdQKBSnp6cYBFJUkCjIZDICVjUaTWVl5eLiIqvKmzdvKpXK0dFRZE6YOLrd7ra2NjFm/N3R0YEDtVqt3tjYkMvlS0tLX3755Y0bN0pKSp48ecIz2dnZCSRbU1Pz9OnToqIimOWzs7NgrS9fviTAtbS0lLQcQRDS09PxKBAEATr+jRs3qL4ej+fZs2cymaylpeXdu3eCIPT29rpcrk8++eSbb74ZGRn527/927/5m7/5xS9+8fDhw+fPn29vb1dWVppMJqzy8JnDjoDINvAu7iL4vUdHRyTHwWiQyWQrKyvhcNjr9XKcsdzyer2oesrLy3U63dOnT1dWVgAh7Hb7mzdvysrK/uiP/oje6Mc//jE9ze3bt1+8eFFcXJyRkVFRUWGxWBITE0tLSyORyO3bt4+OjsLh8Pvvvy+TydLS0m7evEl6cGlpqZSlU1xcDD+ZYAPSeZl+FArF6uqqwWBANcGAIsY4PtAgr24oqXxXdRpXBzjht7+kciXholLZ499KA6u0ExVimkt5TBwiv2IEwxmK4AfqLOeppKOQXzHzE2PeCEyrUkWUX3HLkzad0uuUOgDp1ykUCkwEuRpCTOWCQSuNnUql4sYAZV1dXSVa9fLykp6e5ONIJAL5PxQK4RiDeRAxGPv7+2q12mAw5Ofnu93usrKy7Oxso9E4NTVVVFSkVCr39/dZlJLGxVqdj0laP4uiyPCHvUAkEqHEso6lykImAqLDS1Zaz9FMIAvhNIDjA4RLpcS/EIUJP0oC7eEZYRNP3lw0GgVKpBAyFELro7LCWuJ2YniFpCbGVt0gmoqYo5MQw2alCV4eixbnRo2Li5P99//+330+n8ViCQaDQHw0PiTc0hAdHBzExcXp9Xp+/enpKelXi4uLmZmZAM37+/t/9md/Rs3Aoozj+9mzZ6Wlpevr66wHjEajz+eDD82vKC0t3djYgBaYnp5eWlp6fn6OBJveShRF/Mpp6p1OJ9ugaDTKVhLP4oKCAnKs1tfXWXkSBcCBMjo6SkAuBD+ZTDY7OxuNRtPS0hikzs7OIP3jzZiQkHBwcIChLkJ4GLDE9BwfH6enp9NY0DptbW3V1taurKyAoLICzM/PJ2Vlf3+/rq7u7du3N27c8Hg86enp5Or5fL7y8vLz83OdTrewsMD0FolE8Gt1u90Wi4Xqjv0sawyCohwOR2Nj49zcXFdX17t379hM6PV6nU4XDodXV1fLysrC4bDL5bpz587g4KDRaDw4OABvB5hdWFhITU1Fb4P8XC6Xw2GDhIK5RHV19f7+vslkQjX14sULs9mcnZ09NjbGGU1LsbGxUVFRQRZmUVERHQCBdjiaso61WCwymQxHXLPZbLfbm5ubExMT5+fn/X4/D3lraytmgQ6Hw2AwcLXVavXDhw/T09Pr6+vBeAsLCzmkYNMUFhYuLS3xmMlksvb29tTU1Ozs7JmZmU8//VQQhJOTE8Bwn89HwNw/NdhDmUMt1Ol0ExMTDQ0NGKmPjIwcHx+TfEIQCv/E7/fze9vb2x8/fhyNRi8vL7Ozs1NSUjCpWFtbYx2+uLgIf2dychLCHalnLpcrEAjgLMEWJy4uLhKJwLHkdhVjDEz25dFo1GAwgPwfHx+3t7fT1PMIAB7U1NTExcW9evXqzp07m5ubp6enrOETEhLW1ta4i6LRaGZm5urqKsfuwMAAWguXy2WxWPR6PazpqakpjUaD8wYVBXVgQUGBXC6H1Tw+Pk5YMVyqQCCwurqanJxst9t5I5QKBmK2qrKYLQ4FQ4zJRcR/QouV6s3V/8vQIMRSvWS/TYu9WqXE2JZRmjWl6fDqSMqfeXhRXkEbFGNmtvLf9vIWryhHvzXRClcsiqJX0qqh0kRjUhkgUCHGU5PJZCkpKfn5+TU1NRAdwDMJe4DgA/gZDAaJn9zd3cUwhFYS0TbeNfv7+5yxOp3O4/E0NjYyZZaXlw8PDxcXFwP1bW9v81IzMzOJTHE4HERsQk8jk4tBEzAZ8A/5EK9fLpcz3TJo0u0plUrSlrieMpmMWYiqzECC6RWujScnJxRRifvJdEEhlIoi2YLsI2kZOVLobunzrq7AozFHJ5aaV+WYMpkMsyFZzIyThysuLk5a1lI+YcMAD8gXFhYwcUDaQW3LzMz0eDw7OztpaWlutxuKx+TkpMTcS09P9/v9nZ2d7Gbwp339+vVf/dVfMQ6vr69DswSkJkkjHA7Pzs4aDAaz2VxWVsaDPT4+zokGp2ZlZYU2hwttsVgyMzNJG49Go2R6JCYmnp2deb3eo6MjvgcsC5laY2OjQqFITk5eXl62WCzUJ1hhjNjsn/V6fVlZGaayMpmMCFN0q3NzcxhnY4NXVlZGCp0oint7ewRmuVyu9fX1wsLCg4MDGG7Z2dmJiYnDw8NEScfHx09MTGBCm5+fD+o7OTmJlkCtVhcUFPT09Njt9uLiYoSbJEXo9frXr1+fnJxwQ0sfalxcnNVqPTk5yc3NxfgwEAiYzebp6WnihEpKSvD529raMhqNFxcXHo+nt7f3/v37x8fHKLrcbvfbt29PTk5evnzp8/mcTid+IjU1NWT7TU9POxwOJnK9Xl9eXs7PPzs7m5iY4EEymUyjo6PNzc1NTU15eXnHx8derxei8sXFBaewTCabm5ubnZ09PT395ptvDAYDt/jh4WFfX9+zZ88EQcjMzISMk5iY2NzcXFFR4XA4KisrV1ZWyKzmzrZYLIeHh3t7e+gF+/r6YAwWFhamp6evrKxgcfDq1Su88vPy8qxW67Nnz9rb241G46effsrOcnV1tb29XRCErKws9CGMhtx+5+fnTqezuLgYRESn0wmC0NDQMDU1NTQ0ND4+fnBwwO8FUZBOcNihzc3NgiBUVlbeu3fv448/7u7uzs7OFgRhYGAA26xozMvX7/cXFRVxu8Lug0WFjQOPJRM5LEHqAWRC+B27u7tYQPMJajQaSh1b57t371ZVVYHEsN/q7++Xy+VdXV37+/vz8/OvX78muWV5ebmqqsrtdsfFxXm93l//+tdYJXi93qampo2NDVy6Xr582dvbm5aWlpWVtba2ptfrh4eHwW82NzdfvHjBkhJvZHYi4LFJSUlut5sEAp4I1lowM4VY0DTdWCSWFy1VnauLKIl3Kk2Zwm9vK6XiJFxRd8ivKFWkfZX0xV8i0pVoq9T1cDiMapZyLslDozE3Gan0XgVgpR8ijcXhmEe88NsrWGnahrGC5pILkpOTI5fLt7e3E2Lh5CiV8frgKdNoNAjWebX5+fk+ny8lJcXj8VxcXEDNE0UxKyvLaDQCeGZkZCDS8Pv9MzMzubm5oijW1tbu7u4aDIaGhgZ8+ARBADIltycUyw/ByY+FIrpVfhrrTwY46U0xOlMjJVief56RkYHjGx8NUnIYDFhmIvLhz7Td+GJyY/DTeCKQDJAbimQT8BlyEI8qyD/WY/jvS5+m9BmBKkdiodPSTQIawb0BxgOFLSUlRa7RaMrLy/EzxDCWfER2ZgRZ2O12jUZzeHiIJxwkTJVK9eLFi6KiIqPRiIV8JBL5V//qX+3s7HB44dx/dHRks9k6Ojq2t7cRHUYiEdQ5GxsbNputrKwsKSnJbDabTCYE8kNDQ5FIJCsrC9vSvb09nGjY9KCthm9ps9mQDKalpWVmZtbV1fl8PkjGExMTFovl5cuX7Fr0ej2bwrS0tPHx8VAoZDAYmMkuLy+BZLOzsysrKwcGBjo7O3U63dTUFG4aa2trKSkpBBPGxcWxPKB12tra4r6PRCITExMYPjx//lyr1XJGgBJkZGSwuyX3dWZmBonLyclJbW3t8+fPWVVi9bKwsFBWVsbkgQIkLi5uamoqJyeHVhFRbEZGBsotkICysrJIJEI3Stz09vZ2a2urzWZTKpW9vb07OzuZmZkajaagoAC1a21tLbeRRqNh0X1+fp6bm4sRMXTwmZkZgBq73d7U1DQzM3NycrKystLZ2Tk6OhoKhXw+H1zf+Pj4paUlr9frdDpFUYR8m5KSYrPZbty4MTAwMDs7a7PZxsfHdTpdb28vBQ89w+Dg4MDAAHCiWq12Op3x8fG3bt0KBAKDg4MPHz6MRqPBYHBxcbGrq6unp4dYhr29vYmJCSgqFRUVt27dYiBITk5mG+12u3FuKigouH//vjLmSSsIgt1uDwQCN27cQMHpdruTk5PhkOfl5UFbf/PmDT5Nd+/ebWxsfO+999rb2/v6+iAT7uzszMzMwDOiHX7x4kV+fr4gCIFAYGJiYnt7GwpSSUkJruWPHz/OyclRq9V7e3s9PT1gqvhrO53OcDgsOWUDykFC4Ulm7AiHw9zhIOEqlQolFcF8hYWFOTk5GOwFg8GRkRGv15uRkeH1evPz88fGxjwez7Vr1+rq6lQqVVFR0Ycffjg1NbW/v2+z2axWq1arVSqVCwsLJpPp66+/Likpefz48czMDH0Y4q6amhp8N0liYOJhCcI5ju/22tqaKIoEGwAGcOjzdkKhkGRsxtkU+SdeoFKVisYiTaQR4eqod1V+J/z2l+wK8UcqqFeRWNmVsGi++GZmDsqPVMykZaQEySqueL5Lv1ERc/sTYvBsNPYlxOJNIjHbPOk/Se+CDoxsifT0dM5rsJbLy8uioiIkZGwTOTG4zpmZmTqdLi8vLzs7G49os9mMjQCCE5gQ+/v7/F6n04mxjCiKl5eX29vbHo+HxxlWF6UxGsstAYwFp5WKDW+WoRksgZGUgzohISElJYW2D+RPHrMRICgQx77d3V3gXB6cxMTEaDQqOS/i7M914DZgqA2FQmCTXNi9vT1eFbWN1SYjKTwmCcbg4otXfIal7YAi5mPAjS2PuT6xSmPO/g1sW1xcPDU1RSdot9t7e3s3NjZWVlZYdu7v709OTpIgk5GRsbm5abfbMUDyeDwtLS3Pnz8fHx+H0XdxcfH69Ws89d++fQtbwWw2l5aWvnr1yu125+TktLS0MIYzoZaWlu7u7gK0Jicn4/UKwUEUxenp6dnZWVEUcfKjfRgeHs7NzU1LSzMajUajcWtry+fzqdVqehxmX94IpNDMzMzDw0OHw7G8vIz00Gq1kr0cDAYTExM7Ozv7+/vRbsvl8p6ennfv3iGuGB8f5ySCSY+SBAsk0D/oxPwcg8Egl8tZdyO0N5vNi4uL+MOlp6cvLS2VlpYGg0Gj0Qjv4/z8fG1trbq6mlWZTqeDhYtv7cXFBcMxmavgZujq6urq1tfXe3p6RFFkAUMfWl9fPzY2trGx8d3vfhcL3J2dHdwkmHv29vZwyq2rq5uamoLYzC7z5OSEFDaWBDA2z8/Py8rKbDYbUBv8LMIXU1NTx8bGWGVtbGyQtlFVVUWrAWU3JycnLy8vISGhrq6uvr7+vffeA0A+Pz+HQHtyctLa2pqRkXFyclJYWNjW1vbkyZOuri6YgSqVKjs7Ozk5mWU2cp3BwcHT09OKioqhoaGurq7y8nK5XH58fDw2Ntbc3Dw5OTk5OXl+fl5SUvL69WuOMB420l14PkVRBAKizuFucefOnYcPH/Jm5+fnYcC/evXKZrNdXFz09/cLgnD37l2NRkOITTAYbGxsRK0L+CwIwqNHj3Z3dyFbbWxsdHZ25ufnNzU1GQyGzz77LBAIHB4eYqR+dnaGTQc9OAtLDHWTk5NxA8Zbh8cVerZkXsq8eHFx0dnZKZfLLy8vl5aWoE+np6f/zu/8Tn19vUaj0ev1//yf/3OOsxs3bnzxxRfn5+fv3r2bmZnZ2NioqqpikIUnzEeDnRbBfAaDobi42OfzAbFA2YtGowA5wHoMmnTbWVlZ0WgUi0Q8vNCZhMNhXLbBkBgOJNmfxPThkGK4ZMKQx8x9hBhxQyqQV2c7aVaQyqRUgPmSIG5pfo3G5JvSGCqLUZPwlpOMMKXfK7uySb1aOOVXpKXSDCrGVrNXX4M0ffLuZDH7PZpj/sDV8/l8Ho8HzTcUKlzJHA7H3t4eZwWmkgqFwuv12u12YsCdTifLI1haExMTSqUyKytLJpNVVlZ2d3ejdQHY0+v1JSUloVAIS07WKKIosrxgyoSFwENELUEFLl0imDisY5gvJUqtKIqsh+HscNBFIhEqGZk/XFss4aAZIrlJTk5OT0+PRCIMuGdnZ4y26EFJ6ISIi9MskG92drbP59vf36ccwreSwHNmAL5Z+oDEmDMtL5Jxlt/LopddoUqlopGST09P0yeOjY1BHDcajVarNTs7GyWJIAi4F3JQAgohNSUvpampidPNZDKtr68/efIEt6D5+fmDg4OhoaGEhASLxQJHFBMKKOnkFmVnZ/f39yO4Pjg42NnZYX5KSEi4ceOGxGKqrKwMBAJ6vb62tnZ9fZ2GKBQK4fUF+wZKWE5OTmtr69zcXFNTk7RhVSgUBQUFlEC0+fh7VVZWOhwOURSxBsQsG4d3QRAuLy+NRqPb7ea+hG/G8cSPTUtLQ80SCARcLtf+/j6MUFEUl5eXz8/PQWuDweDGxkZxcTGZnYhYGhoaMExBk4pLfkZGBoSXxMREqpHX68UmKT4+nuJNb1hWVoa3JHmzQAVzc3O1tbVka7Mq5sgWRbGkpASdK0KC8fFx6gdjDU7Q4N7v3r3DZwtNGPccpvNLS0vV1dW0WUdHR3q9fnJyEis1gl9WVlYAiBwOh06nS0hIKCws7OvrIxPb7XZvbW2trq5ikon+dXNzU61Wd3d3h8PhgYEBURQnJye//PLLvb29i4uLtLQ0/Nk5UldXVysrK9Vq9ddff63Var/55huJ7763t2ez2dLS0urq6k5OTpaWlu7evdvR0UEL/53vfOfLL78kxI1iwEDp9Xr7+vq++eab5eXlFy9e6HQ68qgdDsedO3egelZXVz9//hyTEbvdDtVZq9VaLBav18uuOi4ujtb+3r17JpMJvn5aWlpBQYEQM3kfGxsrKCjwer2RSGR5eRlOtdFolLxUWKoFg0EiUA4PD0VR1Ov1nFaY+spiUfW0Nagw8bc7OTnZ29tLTU1l63H//v3S0lIOX8ycf/7zn7O8PD09ra2ttVqtjx8/rq+vx4QW28I7d+7Mz8/X1dU5HA72Jq9evYpGo7xZjAPT0tJqa2vZMDGy4FfFLpOuF/DJ7XbLY07l0C4YIBBXCLHdkgTABmNh1FKBEa/QeehKr1a+q1OmVHGlEsjf8MOpiNI5CEsW5ifAoyzGpI3G5B8SGIjGRtKoSMUDXqhwhbsbiX2Jv53rKRVXTPigz9Cv0BYA9vBfGbkAXTUaTV1dHaWI0SoQCCQlJWFgCUcP/D87O5vdM5yXuLg43GPS0tKQc7Au2dzctFgsVVVVmFXt7u6+ffuWj4nJD0d44ocJwmQdCPmDk1aqjhKazTnGp0Mrz+cLPsz2EU8VznPs3enOaXr4TxzCXGHudi6RKIrgFnK5HCoJpZdfAfSILgV9i1wul8SaQCBsMaTjQhbjClHFuXOgtfIWJCEQgzLuDbQ18lu3bhUUFPD77t69CzQ3OTkZiUTI9kIYrtfre3t7lUplXV0dusn4+Pjm5uazs7OEhITNzc1AIABl/+7du2dnZz/84Q+NRiPxirwOUkEoIfPz84RX0zgA0qKbzMnJKSoqqq2tlclkEPPC4XB8fDxBzSkpKcnJyaRncJyNjIxwBtlsts7OzmAwyJqNA1ehUBQWFmLxAydofHwcAzmZTAaLxO/3k4CWlZWVmJhIGSApsKmpCTaaz+fLzs7W6/Varba1tRV/DVIDMYKwWq0NDQ0EYjQ0NAwODlqtVlbrypgTP/sqRPSTk5N0FQhatFqtRIDKzc2tra3lhaWmpgLL7O/vwzR+8eIFcDTPj8vlysnJ8Xq9zc3N6+vrjY2NKysruDVNT0/v/b90/VdwY3ea342fgwxmMCARRCAB5hw7Z7WkkSbspB177bVram/s8qVd5Qv7yle+8Z3XteXaWo/XO/t6J2kktTTTUkd2k82cwQSSIAgQAAkSJECCyPhffF6cgjTvnxeqFptkgzjn/J7n+T7fcHTU2Nh4dXWFPcLa2lpra+vNmzeJ2cJGn8MO3wnsYfv6+ioqKnZ3dwuFgsViCQQCXLJwOGyz2VZWVioqKjY2NuRyOXkd165do2b09PRUVFTA7WIpsre3d3h4ePfu3UgkMjMzQywJK3qbzfb111/fvXt3d3fXaDTC0sJhQxAEBGRmszkSiUhbcFiFer0eWyK73d7Q0ICnIyGj9+7doxmvr6/f3NxECrK0tMSJ9t3vfndqagq7AwY7t9stJaW0trY+evQID4G3b98yz5WXl9+6dUsQhO9///tY6udyOcZoFDXACWj/c7kckW2Hh4cWiwWJ6vb29rNnz46OjmC94k2BPvLdu3cej0ej0dBTX1xcYMhZUVFRW1vLXhmRhlwuhxOk0WiSyaRarWadjPk7jT9ZBRCMDQbDxMSE0+lcX1/v6ekJBAKPHj2KxWI//vGP8WI8Pz/f29vD3KCsrMxkMo2OjuZyuc3NzZOTkwcPHuBMZDKZxsfHf/SjH+3u7oINeL3ejo6OjY2N8fFxURRxDWXW3Nraisfj7FkKhcLBwcHe3h75VjAnwPfQjNHUS6NhobjRlJBSaTjjQzrpSv/qTwtnoUQ3KZSsG4WivLJ0BJTWYxjRyYompYqipF0sWgiVjrDS4CsrSZyWsGKxyBiiPAvFSBZFMUdTgmf5sVITwLQN5sdG0+FwQJjY2NhAy3t4eIgiE34iiPHW1tbW1lZ9fT3DBtQe5Exsr2jriQfQ6XThcBjuutFohBk3MDDAbye504VCIaVSibwCsAe8tBTrBiJm0GRATxezKqUuAVcgyiHegWVlZZR2qh0LC6oylYIiJ0HZ0OMlLEFWlNhms1leD28g7CTGd6ZYlJCiKMbjcSolW0nUcdKFEIpbcC4KA48Ee7B5pJZTL/kJMszym5ubjUbj3t5eeXk57lxutxsaIW5kOzs7X331FYlggLexWOzs7MxoNO7u7nZ3dy8tLXV2drINfvjwYS6Xw6i9q6trdXW1rKzs9PR0bW0NJJMHvra2tq+vz+/3U/D9fv/q6ircwkKhsLm5ubGxkUgkRkdHQbHYrsEK2dvbMxgMT58+ffToUTabPT8/7+/vX1xcnJ+fZ+nlcDioMUBtMpns6Oiora2to6MDWMnpdOZyOVRo1B6skBUKBQkhNPs4sEvKjZWVFQJdM5lMS0vL6OjojRs36IZWVlagfvj9fug5PHt0bS0tLaRoqVSqurq6lpYWURTT6TRt/vHxMc1vMpnEnaCqqmp4eHhvb29ra6u8vNzpdOJc2tbWBvf65cuXnKQ8uouLi52dnXK5HCNT8HAsFHw+H9wltIwcrwDCe3t7WD7ywkwmEzxMHLcx4A6Hw5DUadhHRkbUajVbZM4LQhhEUcRPv6GhgVAhbnSDwZBMJru7uyGUOp3OsbGxmzdvHhwcfPzxxxcXF06nk54GFz0ocHq9fnl5ubGxcXR09O3bt3yBx+MpFAqvXr1Cieh2u5GiQgzGrc3n89XW1rpcLpVK5fP5BEHo6+tjpFAoFDyugiB8/vnnzc3NnZ2dBC8zgD558uTDDz8UBOHmzZs4FcBI4q94XDs7O/ktSEXlze/t7d3b2ysUCpjqmc1mUr4HBwfNZvPDhw/n5+ehS5yfn3d0dFxeXg4PD6MpSqfTUC2kLQvDAWQHTnCaRbVaDQSayWSOj4/pPMxm8+XlJe5FHHZ7e3tra2sPHz7E9oH27ne/+91f/MVf0N7duHHj3/ybf4OSIR6PP3nyxGQyHRwc/M3f/E1jY+Pq6urTp0/BIQgGv7i4IAu2trZ2bm7u+PjYaDTi6QjBkpIwNjaGWi4aje7v75P1ls/n0drjugfgya8sVRR5UbkoVR1ZiVBEWgFKJepbmOe3/lcCZqVyK3yTBCThwAwZ8BKYaUrBW1kJ60dWzGKUfqC8KJCXHsD8N20NhCIanCvaMohFBQX/umSCyr/CGQ1seHV1BUWfeZRLjLi8UCh4vV5M0vnnAIr5K3aTLCxkMhmmaXt7e9lsFvATN8TKykqv12uz2d68eVNVVaXT6Xp6ejKZzOnpKStVWKkXFxcNDQ2wonAt5leTJmwGzULRIh9cUJoRafXg3HIg0K2C5zHaMkuUlZWRisOgHI1GeYvkcjkkFcSakuFAPp/n/oxEIiye6+rq+OJEIoExJA5E0oQKSsw1ZYkmPVylVVkC5AslzC++l55Aq9VeXFzIDg4Ozs/P3759azKZ+B6n0wllTiaTmc1mxD0VFRUdHR3hcBgCqslkGhkZwZLGYrFg6+XxeLRa7cuXL/f39//2b/+WrQy2MpBfKisrV1ZW1tfX5XK51Wqtq6srFArwvFHwoBIj2p67iqDNw8NDWvj6+vqmpqZ0Ou10OrnRp6amWEJQawGCvF5vKBQqKytrbW1FGzM0NNTU1ER0AGNBNBplA4exwPb2tlwuv7y87O7utlqt3d3d8E4hSZ+enno8nmw2W1tb29zcPDMzc3p6yv9Go1FSKXCi12g0Pp9vaGhodXXVarXOzs5K/pzIWlZXV9PptMlkItRpenqaEzAWi5E+DTNIq9WyfWxtbW1qanK73cFgUBAEKEI9PT2sNtFT8qNqa2tBv4leWl1dPT09JYDaYrG0t7dfXFysra3BN9ZqtRDTW1tbHQ4H1rIejwfaVCqV6ujowHTi5s2bmE5IuNPW1pZWq93a2goEAqQQezweAkdxdCovLwckAEXUarU+n89gMEQikaOjo/Ly8nfv3rW1tSFIiEQisGoNBsPu7u6tW7fwkeExXl5ehh90eHg4MjISj8eZpPP5vFqtBgkMhUKkmpN2LpPJYrHY3bt3ObzwHIc61NXVJQhCIpGgvC0tLQGVS8MHBFpGRkEQuru7M5mM5A2J84MgCDs7O52dneg7R0dHsSmRiLXhcPj//t//a7ValUrlJ598cnx8PDAw8OrVK1gSh4eHCwsLXq8X0jie7Jx91MV4PC4lOROFAWbLlAlgXlFRYTKZOBPPz8+xmmJn7HK5urq6fv3rXwcCAcZKg8HAeY3b7bNnz1KpFG/R6Ojohx9++O7dO/53Z2enrKzM6XSiwozH4yMjI+vr6/Pz88SYsBDyer3ooLjxkOReXl4S8w5Sd3h4yBjR1NQE4S6fz+NzRuAUt1Mp6V8obiiFknDKXEny87ew2dLqKH1eGv7Eb9rMln69VJ7BgShXkjgv983QMSp66fAqDSiltbm0fOaKFoBiCfNWKsOSn4MkiOTq45PFSsLn85FGjsMJ1iIajSYUCtXV1a2vr6NMI/lAgrVZDbS3t7NawkdCpVKdnJxks1ksMylCUAoqKyt7e3txdR4aGqqtrfX5fHjgwXAUBEHibUgEV0pIobidZVAWSra/mOplMpnKykoUmbKivJJyrlKpqqur4elcXV0hV0skEufn57zVp6enpe8tMhLeQIRPrMbVxcwchOzMnRQCUFkmeJ4gAvVEUcTijYpDm8ISnWkS6Yvk480cwogpUcMUJycnLpcLOUQsFoMQWCgUCJg1mUzAwVA/eAXQAtmAYvjr8XgEQTg5OfkP/+E/4KfldDpfvXrV2NhYUVFBOjwiv+3tbQ56cNejoyObzbaxsWEyma6urg4PD9kgImAALlYqlU1NTbu7uzdu3PD7/fv7+5wsaHjNZrMoitFolJRsfNpqamr0ev34+HhXVxc0XW7WioqK4+NjkMzl5eXm5ub+/v719XW6OcQMIKUGg0Gj0bS0tKyurkpqdODHvb29O3fuEHFOCIBGo4FMRGXq7OyENsy8BYooimIqlaJ1YKLVaDTNzc0mkykWi/X09OTzedxqmHrT6TTZMqhNenp6Dg4OhoeHX758qdVqsc7HI358fBwbwqdPn969e3d5eZluq6+vDzge0JVmxWw2q9Xqo6OjoaGhFy9esIrr7u4+OTkxGo3hcBjDrXw+7/f7R0ZGtra2vF7v7du3E4lES0vL9PS0SqUaHh4mqOHo6GhiYuL27dtut1tTzH93OBzhcDgQCNB5oFlyOBxzc3OdnZ1lZWUrKysWi8VsNkej0bW1NdxxBwYGZDJZS0vLxsZGKpWSmpVoNEqI2OHh4cTExNjY2NXV1d7eHoiiSqXCBkwURUhDNGGEsuF9uLa29uDBA86F/f19m8328uVLcNq+vj68Ke7cuYOw9fz8/PXr13jSnp6erq+vwye/uLi4f/9+bW0tLXZtbS3WAcPDw/i+CkVlSyqVwikb06h/+S//pSAIL1684BypqKhYXFzMZrNQzxBcSrbmlFVMRDOZDOYb4FrQcDC29Pl82FtWVVWdn5+7XC6DwZAvpvs+f/7cZDI1NDRMT0/jW0utLSsra2pqstlsW1tbf//3fz8wMPDFF19kMhmNRoMmFRtLm822vr4+PDxMODawRy6Xw/Sqqanp3bt3XV1dNMTBYJD3ELPAtra2jY0Nh8OxtbWVz+dxyj06OtJqtTRquL2wLRaKfhFSVSsFYKWRLl/0KxBLSEDf+nqxaLsjK/JghW+OofkSJ1gmDOlrampqiKDCXzNdjDKWZl+xJFwsXyJuEUq4RdJnpOKdK4ruhaIRoLzEeE+CBEE4GRvYXgEnwPGhCCWTSUEQEMtC5mTegLPmcrkODg5wJK6pqQHaASTr7e09Pz8nAZDtQDQaHR0dxYuKtS5LR7Tjx8fHLGux8Mzn81JSDaJVeVEgKyt+SP2EtACmS9DpdEg28fqRWLiSi+Tx8TEEJZlMRshPWVkZnWJVVRUAAJUMKxjefKo1NjW5XI7ZlJUwV5ZdQHl5uRQRSsAZdx37bBaiHM6cWlIHwLsh4cBU/ULR8ZEKqtFoZG1tbThHoImkvS0rK8O9bHl5eWtry2azabVaao9KpWptbYUXE4/HCYyE+k9rv7Ozk06n/+mf/onRB1MeMrni8XhnZycx4hgG4TNSKBRQuYDOV1VVhcPhUCjEDkalUhGUurGxQXIkXAz6sqdPnxIOVVFRgRscJ2kulxsaGjo+Pr53714ikdja2gLYNBgMPT09x8fHkGi4Ta1W67Vr10ApwbtY1C0tLRFM1tPT097efnp6SkILeoZQKFRVVVVeXu5yubBA482FygsNyuFwtLW1wf4/PDyMxWKE9Obz+draWtQaIO/kOTc0NIyPjwOn+Hy+gYEBAn4RHRPbgms5+pydnR28AO/evVtdXe3xeHp6enp6esBAaFMMBgNsmnQ63dnZub6+3tDQcHFxge1cfX391NSUwWCAiszjHYlEmLFisdjp6anX66UDHRwc7OzsrKiowNoN0tazZ8/i8Ti2IxBSBEHQarVffPFFJBKJx+OkftbW1s7PzxcKBXKJP/3008nJSZVK1d7eTvoN2ur9/X0IR6Iobm9v37hx4w9/+MPLly9rampYpczOzh4dHS0tLZ2dnVVUVCQSiaamJh4bcjbm5uaAHDs7Ow0Gw4MHDzgfA4EAe9n33nvv6OhoYWHB5/MtLy9zsBKrUl1d7XQ6+QytD5Si999/H3GIIAicPhDTXr58Sdamy+VCDMowqtPpBgcHlUrl5OTk06dP6QlgGmMniQPGZfHj6uoKIIgBXa1Wkz3Om5lMJuvr6+m09vb2EokEOT/sAhjEcf+BcIC+6M6dOy6X6+TkJJfL/ehHP/of/+N/yGSyV69ebW1t3bx5E6sQvV4/ODiIspbl08nJya1bt6ampqDaZzIZp9N57949lCczMzOEBBweHkYiEa4sPABMR1UqldfrLSsro4rQUGazWRwoy8rKoIRQLBXFFMlSFqusxItAqnmlQ6RUMvPf9DQonQXFko/SzzPbcVxwlxK7DWey9IdI5a1QssX8Vl0vHTRl36TRSuVWmsMgDEtfINnw0hygGLFarUDc6XR6Z2cHVwrqDfEGDQ0NBwcHYlHPxkiTzWYxUON3ZIaDtEgHgLUFv+/8/Lzf719eXkYfrFAoYKjhb9Pa2sr8w6UktAR3eHBgqecQS7a5QnFtzPiuUqnIeGc4a2hoYD3Bb93Y2BgOhzGkhFXESYgzrUKhwNeFpSYPBYi05DELUYarFolEqNxqtbq+vh7kPxqN4mpXVlaGKZWqmIQK9MUpB9cJ+gtLHFwawJmJUuHqJIuZVIIgpFIpmdlsvnnzJsyFoaEh3ACWlpYmJyf7+/txvJyZmZmbmzMajaydLi8vGcwproyJer3+gw8++Id/+AdSiv78z/88GAyq1WruA7PZTN7y5OSkXC7f2dmBXEOgDFeuublZQoDb29sfPHgwNDRkMpkqKiqgxrS0tGCT63K5dDrd8vIyHcrBwcHOzg7JHvTpHR0dy8vLa2trzc3NW1tb1DbYXNJ7R6uFayBXHRqRQqHAmJ7pCtwjn89vb283Nzej7KQCmc3mqakpajbeC6h0mpqa6Aymp6fpBnK5HOTMmzdvhkIhFHtut9tqtbpcLqvVSgeQy+UkV/58Po/p7rt370iuoLeoqKhgWM9kMrgcsO3b3t4eGhoyGAxbW1tlZWW3b99mqw+PprGx0eVy3bp1C5e709PTd+/eud3u5uZmJBO0urlcjpW2IAigf1BA4aSJogiK8u7dO0XRikWtVvf09GAURYpIS0sLt77FYsEbMxqNJpNJt9s9MjLy8uXLhoYGNNRqtXpsbOzZs2fpdLqpqSmRSOh0ug8//PDFixcGg6GsrMzhcKTT6UePHsnl8vHxcc5lYt0wZZ2enh4eHn769Clz2MOHD2dmZux2+9HRUS6XYyt5eno6MzPj8XgghJPDUF5eDtW+t7dXCrQCQTGbzR6P5+Tk5O7du69evXr58iXxAy6Xi1OAeAP+wMZXEAS0VXxyamqKMRcI5/Hjx6wD0um02+3OZDIGg0GC4iHKFwqFi4sL7CSxo7u6ulKpVDB9gJUaGxsvLi6qq6tNJhNTGrMCuj3EuMAwSBcQbv3oRz+KRCJffvllLpebm5sj+sZsNiMeHRsbo5tub2/3er1arba7u5uQc9CqkZERv99/enrKDimTyaRSqYmJCQSXV1dXjNQGgwEhL+RY0ozVajVgDEALEMifrhULJYIT6fCVipA02Ug1SSqEEjO2tFyVlrTSsieUeAMxSjJVaDSaUo6JWKS6SC9D9s1ca2molUqyVCNL6yg4LXMMm0LYD9J2kNOZSmYwGNih1NXVWSwWFm+kEEaj0e3tbdAUwMn29nZqTD6fBw/nbSQx1+PxrKyssONgdYV5ELGXuVwO62O8hCBg49sVj8fRfFP5OB4ZE2UyGYeSxDgVimoNqafhaAWczxRTLSUvObRz5IKBOiBkgKZL/YvH4yxKFQoFoGh1dXWm+MFsLRZDLpVKZWVlJeJmmUwmEbNFUWTihMuCewnzLmpGpk+uESoXqJ10b7SJ9HxoXSAZcQVpiDUajSwUCu3t7SEQ/N3vfqfX69fW1nK53MjIiEwmQ1KdSqVu3LjBLgeaycbGhsfjocnd3t5uamp68uQJPl75fD4ej09OTi4sLOj1+o2NDYya7Hb7xcUF3gKRSMRsNu/v729vb/v9fofDAWyFww696tLSEjA3pNnr16+73W6C7GOxmEajqa+vZ8HT3t6OHNDlcnm9XoPBkM1moaEuLi5SDqVRGGla6bvT2dl5dna2vb29vr6OZ6Yoijs7O06nk6iBN2/ewBfY3t7GvgCubzgcRnyJiaDNZnM4HD6fb3Z2lpaHbBD4uoiuZmdnlUolacPNzc0El2azWbfbDbWsoaGBpFlACXIPmGwoDIyDe3t7oijG43GoWy0tLT09Pa9evVpdXbVYLM+fP3/37p3f76+rq1teXmb+29jY2NjYwBHQbrdbrVaZTAZziqOB6JiWlpbW1lbM/Gprazc3N5uamtbX1zOZzPT0NAyFQqEQiUSampq4cdHesZC/e/fuxMREVVWVXq9n4uGyot4DGa6vr2dqHxwcJJDIarW63e5kMslAKZPJmLSam5unp6ePjo5isdiHH34IndjtdrNIJsIF1tXW1lYmk8Fb5/z8vKqqCibL3/zN3ywuLo6MjJAdLQjC8PAwsiWiynDz+PLLL9n6EAd2dnYGM/bu3bv37t1jyUf3wA8JhULknOzv73PIPnjwAJnT27dv8/n8xsYGpvAGgwGueF1dHeHkGo0mGAxCFUbHRVHU6/U82AhJpcOdNHKqVE1NDeKB6upq/L1SqVQ0Gs3n83C5Ge7JUW9tbTUajX6/n3730aNHyWSSyW9mZmZsbIxb/ezsrKGhoaWlhY7B7/cfHR0dHx8z97MPC4fD9+7da2pqyufzoVCIjT6BEuFwGAAZA0vQi1Qq5fV6iWk7ODhAdcd5p1ar+UOhUICvwYeiGL4oVR2hxCig8E1ybGk5lMZQLk2+xL7uT6FaqVKCvxUKBaVSCdGdE1ledF2X6rRYssgs/Yek+bLwTctcvlj6HWUyGZT1yspKnU4n8TP5RojKzc3N3L24DePzXFFREYvFyJnATSKRSAQCAQyAFArF7u5ua2vrwcEBq2hEwwqFoq2tzefzWSyWhoYG0iMkzDmTyUAoIV0Ev2Kr1Xp1dSUZBdjt9mw2i+pJJpOxuhKK7vnyYmCL9P7nigYU0na2UCjAX0OVQDOHzhgaDt41hA+Koog23Ww2SzC1RqPBBksCRSXPWy4QV4rJIZlM6nS62tpahiiEpIVijrROp+O65PN5KHWCIADtwqdNpVJURAZN7snS/8qLHwygMplM1tDQ4PF4lErljRs3hoeHIeJrNBrMxAcGBmpqaq5fvw5ZeW5urry8fHV1lYUiY29TU5PH4/nggw9+8YtfEBwRDAZFUfz+979PSYAi7PF4GhoaWltboT5ubm7SaEv2N4QjcvlXV1crKyshl2o0murq6rdv37pcroqKir6+vqamJr/ff3FxgVtCY2OjTCZzu90zMzOdnZ18EmSpr6+PtJ3FxUWFQlFbW7u8vMx6EiNyboiFhYV8Pl9VVVVTUxMIBEhZsdvtb9++VSqVjY2NW1tbCoWivb0d3QWGT/l8HlcdhJJbW1upVEqv1zc1NTkcDuxe2c9vbGxgctve3k4U1O3bt9HqJRIJHJH++Mc/gk4bDAYkN3gIkHieyWSGhoZ2d3f39/dhCgCAc9dCVtLr9Uz/169fJzgF/KCsrKytrc1oNB4dHXk8HrwC9vb2mpubpZge+mIchaBlHR8fk7FaVVU1NjYGMSoSiUAtSSaTDQ0NeAxBvAJCSaVSIyMj2WwWOwhSQS4vL/P5PNKRiYmJ1dVV2qO5ublUKtXT00PP1NTUND8/Pz4+/v7776+uroKmkqv6/e9/f2Vl5fj4GIUuVnkYL9DHILDxeDzXrl3z+/1ut1upVHZ2dt6/f1+v1wuC8OzZMw4FKh/yanKs6urqFAqF0+lcXFzka/Btxx+KDppSyt/CjQLL4q8knOr58+eRSKSjo2N9fX1gYGB6enpyctLhcCAX29/fPzs78/v9kCAEQUDviEaN2HOo/+fn55FIBH4N4H84HGawSyQSHCgcuzQNdOhWqxUNDGX797//PaJqHlJMRVpaWoxG49nZWWVlJVyS3d3dq6srv99fW1vLXW2xWIiPhdC3vLzc3t7+6aefoutlrwG3VnINPTk54STi3YbQxHtLf1koOtXRrUPD4TMs/OAocjwVSj7y+Xy+qJL8VuHkr741BZZWR6Fk3Vgo8nQYI6DDcHNyFEqmChLZUiyxYueVy4qZnbISj9lCSU6ZBOfmi5o/uVx+fn4OYAAvWnptEmCICyvjVzKZJGMYARIlihgDOq26ujpkcpWVlaFQiHeMhdr5+bndbtfpdIVCYW5ujvGxo6NDEITNzU3IBzzRRqNRr9d7PJ5kMrmyssKmM51Ow2yQy+WoHgpF2WKhaKWUKZpVCUXYmcUB9Bl6qdra2lgsxgWC1MI0xftfX19PYg8NweXlJcMlMzHfCGWEnVdDQwPdIYM7QYH4vHN/Qmyk9MqL/hLZYqoXJvKUdhJ/wczEohJULpfzTDFSY/JHzQIY53sRZ15eXiaTSfEXv/iFz+ejIVWpVHT9GE8EAgGn07m9vd3T01NfX//ixQskARTFbDaLqw4RHPX19V1dXSaTCVfxs7OzTCbzySef4NeAmzAPEg/h2tpabW0tZhaCILS1tanVavY0l5eXEPc1Gg3SFJlMxrprbW0N1FSpVK6urvJ2UwbAys1m897eHoMsL/X09BQHIrwFgsEgRzZ2xnt7exixBgIBiaeAn63D4cAelohgg8Hw9u1brFxZlcnlcrJctra2wuEwvF+XywU9DAAQ86CRkZHZ2dmrqyuHw0EmOzRr0lSOj4/n5uZwLcDjF9JdKpUixlKr1bKB4NEdHBzEMby6urq/v59pb2ZmRq1WkwmlVqt1Ol0wGASaDgQCyBCvX7++trZ2cXHhcrmwXcWsi4GeR4VB3OFwMBpilJUthgDwZZwyHo+H25QhCTgXCdDZ2ZlWq93e3ibsc3Nzk76VtOSBgQEeGI/Hw+Pa0tLi9XqpW9///vcxa8XOghXs+vr6o0ePFhYW8OUH7H39+jX24tDW5MVYY/YF5J8oFIqf//znCoXCYDBASkLBYrfbETIFg8F79+4xbRD5i587AhjQVz6ePXtmMpk6Oztp4La2tm7durW0tFRRUXFycjI6OkqoiF6vX19fp6gvLi7u7+8TefiP//iPmAbTvGM9enh4CPYFtMVjDEuW6s7PYWWws7PDaEh5CwaDTEjYVhQKhbKyMjz6Hz9+vLW1xQb6+Ph4eHj48PDw7Ozs6uqqoaFhdHT0s88+s9lsHo/npz/9aTAY3N/f93q9wL+JRMJqtS4vL3d1dR0fH2O3CczldruxoqXqsFMgfpKV0traGuhIPp8/Pj6+uLgQS0ikJycn+WK2sEwmAwETis4AQjFxQpodxRISrMS7KRR9+ApFm1lp4hT+ZO8oFm2hxBK6EHAc5YrzFCiSc5a7XSLuCkUHInlJ5CdjcbbojQfGKJfLWchRgCVIk69k25cv2g6jHcSSpbu7m+eFzlWv12u1WuBK8izlcjm5F+CZuP+zxWS7yeoRQruk96fFqaysxKYHkDMej9vt9p2dndHRUa/X29TUFA6HoQsYjcbp6WmbzUYqAyFF9IWEP0sTm9Sp0GFIbzh1nYUaT6Ioig0NDTh+8CKRskB9x1EBCQOMFiBQ2iZsn5VKJZ03Do6UUkEQMG5k+kQliBQKhwT03MjniArgZWPkwkHNReencYRKWzBoQdBu6RKYdyEf5PN5GcJKQRC6u7vxx7Hb7X6/v76+/tatW4iU19bWxsfHtVpta2srVoe9vb3Xrl1jacG7Q5gU26xXr17xvpNEA1zp8XiQvQOWgoLW1dV1d3eXlZWFQqGZmZlCoYCJeSaT6e/vb2lpYXL1er2NjY0TExPDw8N+v5/Ip/7+/s7OTrD41dXVjo6O3d1dpjSeis3NTTDevb090gcbGxt7enri8fjBwQEyDPoDYGcERgaDQa/X19TUPH/+nIcBcc67d+8A8erq6txu9/z8vM/nw6peo9HcuHHjxo0bAwMDGxsby8vLxInIZLL+/n69Xv/y5cuurq7KysrW1taVlRWHw7G7u8uT/OrVq7m5OWTvLS0t+JalUqnp6em1tTWudzKZHBwcpLEyGo1YvHJEvnr1KpfLra+v9/f3C4Lw9u3b09NTn8+3u7sLTJfL5Vg8YyNit9urqqoqKiowPHI6nVB8SWTz+XwjIyPt7e0Gg2FqagpvelBTdKWIfzjCenp67t69Swqpz+dTqVT8Fc+/RqPp6enh3ORwZ5QHn6HvyeVyt27dikajmDpRPmdnZ/f29hobG7/44ovDw8NoNIqNKs34+vq62+2uqakRBGFkZESpVLL1EQQhk8mwJGZkv3379vb2Nrt5LO4GBwd5wgFz9vf3YfQJggAeAMFbEISvv/56eXm5vr5+YWEBEpkgCA8fPrTZbL/73e/kcvny8jJbzL6+PnSTLP6TySS0Z/6hSCTCRvCv//qvLRZLLpejs4aZDLiEu6y8GMHBUZtMJmHDe71eXtX5+Tnybd5MaePCnikUCsXjcXpWp9NJGjlE1vPzcyaS0dFRrEgmJibq6+sBTkOhEDktNpuNvNXy8vKmpiZUyOxcRVGEmkcnUV1dXVtbK4qiXq/H/QOzN1pAvNzA1tjD8d+rqyuWbdXV1RqNhgmJ5jtX9B+g8Qclk5W4/Eij5LcGu3yJokP4ppm7VPDkJU510sAqCAJPLnU6lUohrpfmXWZB6bUJgsCRQqmQJo/q6mqM1FmOyosutVLZzhddEbLZLMwXoSi3F0XRbDb39PScnZ1xUlssFoZ1mUym1+tZfmP9oVQq/X5/MpmEMUe6xv7+PlMH5mJWq3V1dbVQKJycnEBAPTg4WFlZkQD/s7OzxsbG8vJybBQ7Ojq2trZQKzGxsMzC8B0mDmIHCbLOFa0G+GULJZ6IsqJrK3UrX8weB0+urKw8Pz/H7wzhhkSIzefzxGdGo1GNRlNWVhaLxSC+MnHi8MC1AESlA4jFYvQ6WPwQ8IACMFuMKUVlDhKrUCigWWGQq1Kp8OSD95ssxqrQfCsUChAd3Bug5lKJs9msLJ1O37p1S6/Xr6yslJWVzc7OHh4eYmrz9u3bWCxmtVoHBgZgu2xubrIIXF9fPzk5WVpaQvWJ25Pb7f7Od77T1tbmcrlwNllZWcF+ZXx8vLe3F0zy9evXROxSbxYWFlwuFwRaKLU0F+vr6xwxZWVlg4ODoVCI6HmLxcKw29jYyB0Gu2xpaQn6DIpJuVyu0+nUanUikQCj4Pc/OztzOp3Xr1+HFby9vd3a2trQ0CAIQk1Nzd7eXj6fp9fu7+/HOBB/wcbGRkyVFApFR0eHBDKcn5+zbGfRaLPZXC4X0y1PWiKR6O/vl6QU7O37+vpCoZDb7a6trR0eHkaMEQqFKisrQSQwmYtGo4ODg/A4jEYjVeHu3bs6nS4ejy8sLJCuxxGJmQBBJaIoVlRUbG1tRaPRcDiMX6tCoUB/kkgk9Hq9XC73+/1nZ2ehUKi7u5vNmdvtPjw85PUwvhO1dnh4KIqiwWBg2wp1k9vDbrfL5fLe3l6M3EBCoNtUVVVxnppMJqPReHh4ODAwsLi4mEgknj9/Lori1tbWgwcPgCKCwSBGTkajkeKBc83Q0FBnZyd+uffu3evv70+n02/evNHr9TjfOhwOEisvLi7Q52xvb798+RLjsePj497eXnLHkI7wtBNUAJeS3Gz0l4IgPHr0KJ/PT0xMYHSOi28kEvF6vR988EEul3v06NEPfvCDs7Ozr776ivnS5/NxdUZHRwuFwhdffPHZZ58lEgmXy7WxsfHxxx+rVCpMc/Duv7y8xFLn8PAQUI6VDxCQTqfDsQzSKbhuNBqloB4eHjLQ8JBjHsTdVV9f73a7t7e3gaG8Xu/g4CD7Tq/X+93vfhefwvLy8vfee6+6ujoSibCYX1tbe/v2LbbsT548mZubm5ycpA1SKBQ2m43onlAoxGlydnbGaioYDAYCgXA4vLu7ix6XZUQqlaJRY0qTy+XQsCld0D2kkiaNpPkSsSMVqHS4kWQP34JqvzWYFr5J/8kWnflkRZPuQqEgOUtQQXkzkfpJlVWabjlV+XqpNJaVlXHPcM5QBqT1oVi0aMAYiP6bZSedJSogiDCUrlQq1dXVha3pwcEB6VKhUGh7exsqGeth2nGHw0E27fn5+draWllZWTgc5h5gb7K0tKRQKHp7ezlzLi8voRFVV1ejCIJGkMlk2tvbq6urT05O6urqAoEAUVdqtZruVoI6S98QfjV+Hd4TfilWDPl8HpGVKIoAeFw4+Ia4tvn9/kKh4Pf7pdQsmLcgZBgkUaKUxdCFaDQKGIBeEyYtWZuCIOAoxGYUw1hKvvSLYMKF0IveAmoLG1yoUkzzbBOSxYQTyRObG0mpVMqqq6u/+OKLoaGh9vZ2h8MBrmiz2ciacbvdqVRqZWXF5XLRHxGNabfbjUbj9evXJd92vV6PWmtqaqqzs9Ptdp+fn4Me4FpJwjtaDkb7wcHBTCYDBOd0OguFAn5gXV1dPp/PbDafnp7mcrnq6mr2T4uLixAr2LisrKzMz88TC9XZ2YmChTy57e1tdTGXDv3JzMwMgUr19fVgqi0tLZubm2zaUJ5RrSU169TUFA4Pfr+/pqZmZ2dHo9FgZLO9vY25NpzslpaW+fn5WCzmdrsBhcgz0el0XPVgMEjg2unpaVNTUywWI6zxo48+AlsmhRvcgJeRSCSWlpY0Gg3ug5WVlYFA4Pz8nMkpkUj09PSMjY0BUep0Or1e39nZubm5ub6+7vV6YWd0dXWxY7i4uEBfRHQa4gHuQmSjoVCot7d3eHiYlgrbmoODg1gsptfrT09Pr66uqqqqqqur9/f3WVfo9fqlpSWO+7t379bX1w8NDel0utnZWQzfwTQuLi5gPm9tbb333nuBQKBQKMAga2trGxkZwQfj448/7urqevny5fr6Opswq9VaX18P/LKwsHByctLR0YFNIE/7zMzM5uZmeXl5LpdbXl4+Pj5Op9OIRAcHB99///2mpiayVthS2O12oZiELCHqd+/ePTo6WlxcnJ2dhc6zvr4uCMK9e/dotoBJ2ScdHBzkcjmwU6VSCTf4xYsXoigypEL+evfu3U9/+tOTk5O+vj6KCogC22iHw1FRUYGpFi4Q+LNT53K5HI0t1r44fEoC1pOTE/b09NqCIHCy4JDJe6XT6dg4chYwfWLLxT7i6OhodXX1n/7pnzo6OlZXVwkP4GcCz4CbsWvkcaClJvWIAxcXi7q6OvhKQN/o8EgHI7xCLHI9gApYNLC+AcMUS9R+FDz44fk/8T3Pl9joSFvP0hpZKFFDFkocBkqXo/JivkqhUEBswLGTzWbZNMuLUdWlY6402hYKBaoFBQAYkwYIIySZTEb3Q08giiJ8b3kxZwNQEciHmQwEniNRqp16vd7pdJaVlcEkEgTBYDBcXV11d3fTM+3u7tL10rmenZ3F4/FsNsvqxGw2M//5/X60zpRnrkU2myV6HTYfr+Hy8lKn0xkMBqTn3AAgvZWVlSCT/Pr5okNhrsQOghFQo9HodDpMrWGHgWzBVmXFw8lMEcJxhQkqm80C9cMa4d6DIksehuQcBMYpCIJOp6upqQGRpvsBZ8IyHQCADAxkJBqNJpVKMQ2DEMAWZpZVKBRISIFtEaVQO3mXmIIEQZAha1teXp6dnR0fH29ubnY4HAzp5eXlVquV6e3FixcXFxeDg4PY/jLrMJKqVKq2trZgMGiz2aBIYNWmVCoRayeTybOzs9XVVciuDofD7XZjTQ7efXBwkEgk2traQqGQyWSan58PBoPEZvl8vr29vYuLi6Ghoe7ubr1ez6KR82J0dDSRSExNTSUSCZwHgPKAsHBmqqiowLoFuzUCjTEDury85G1iM8yG5s2bNxUVFXfu3LHb7RjxIHjANW11dZVHAiah2+3e3d2FqoMUD6UpD1IgEOBBIoNTr9fTPGKyen5+/vTpU6BCTGKBXHhter0eNT3vLXQb1oG5XO7k5ISbCaEIzR3knTt37uBeVigUfD6fRqMxm80kgW9tbaHWf/36NXpNXEMxBIjH48vLyzU1NUqlcnd3l2POYDBwqDHpHh4e8sbiOyoIQltb2+rqKicLOB51/fLykkyGRCIxMTEhiqLVagXIpTwoFIqZmZlXr15hK/jll1/icscv2N7eDviJeT1JqMvLyyxiSTGTyWTgxjy0e3t7CwsLpKch05bJZJj7YG4nCAIuDSAH9EZ+v39mZub27du9vb2CICwvL0vFkuBuQRA+++yzt2/f/vrXv7516xZksfn5eU7Yx48fsyB59OhRKBSanZ3V6XTXr18XBOFnP/sZTJy+vr6+vr5wOKxQKF6/fr20tHRyckLgOUMMcQogKxwQjJvsuQFIotEoO2amtGwxlYlpJp/Ph8PhTCYTDAYvLi7ozBobG/kJZ2dnfX19U1NTR0dHDQ0NhULhhz/8YXl5+eeff37//v1379719fVB+quuroa64nA4gIVZZyD/JdyN9afkw4z9EKsEmJAs7xUKhcT7l/iHbKEokLAZOejRYPBloHDSQMknpWJWKIkNEf/E5eBb/ysBtlINZg/Hz0FyI4oiHByh6EMkK9oDSTRaWdECnrLBvi2ZTIbDYUiFwWCQbTSnuTQls/rlF8wXPYYqKyuxhD0/Pw+Hw9BPZDIZuDcMoHg8vrq6ipfL5eVlMBiEmcGRwj+hVqurq6tp6aB/NzY2RiIRlUpFmg1660AgwEi6tbVlMBioZLgrq9VqOmOovH6///z8nNQ8kFJ2wAqFgnUppwp9g3SB+DPXl4MXFSwDA12mTqeTMF6YBzQZrGwRXtO1QB6myuLOlsvl4sUPHuqamhoe+aurKxzZMHaAyopk6+LiguZepVLF43Ep4IwxmhMMmgiPlVKpTBSz08EdpWIpKwYMwANPp9Piv//3/76yshIFWCKRQHna0NCA5ACyHNajn3/+uV6vh7LIMRQIBFpaWmQyGSjfzZs3C4XCwMDA/Py8KIrLy8ssUVwuVygUamxspEByv9KNBoPB4eFhxP61tbVsbiCsplKpa9euzc7OjoyMzM/P89u2tbWFw2G/39/f3x8MBvFWbWpqwhKIGZy3TKVSBYNBu92eSCRwxWTTeXR0REMEoGq32ysrKxcWFjKZTGtrK43V27dv9Xq9y+Wam5u7du1aMplEdJ/JZEhTwsOCdlWlUvGPAnxxowAaY+ePPSykUxi/i4uLxJVgRdTV1bWxsXFxcUFyRaFQcDqdL168aGpqOj09pdigz0E9CbGCHo0KhKGMzWbL5XLEH5pMJmKApqamzGYz/komk2lxcfHw8JDln9/vx5eAq0MjAgUMR/7u7m6Px2MymS4uLjBYr6urYxfi8XhgvUNBWl1d1ev1sHnhg+BcQ5AeEBNyBYh5wN2ghUqlsru7u6mp6Q9/+MN3vvOdtbW1QCBASA75xicnJyMjI+x35+fnE4mEw+FYXl6+du3a5uZmKBRCI8uUvLS0ZLVayRnt7e0FnXY4HE1NTRzWyWTy66+/xlHP7XbjK4vxzdnZGRtTFgqLi4u47Tudzt/97nfE0WxvbwuCgF3t1tYWsJ7JZPr9739vMpk2Nzffe++9L7744ic/+cnKysoXX3zx3nvvbW1tnZ+fY+BC+izeEYgyIfIAWmLihe4eCTYDFg2oTqfDVB1YBR03iibgr8rKSmbB2traQqFAf830hr9gOBzGn+Srr76Sy+UfffTR4uJiT09PJBJZWlrq6uqamJjQarWdnZ27u7tVVVXEgysUir6+vuPjY7fbjQMzAieuHdaPYtFaBVEHxyvTJHo7ho/j42MWigzKlITSqZERmWdNGjTFIpeVY1csofbkS4wOxG9KUEq/nWIGQsBWFUCVQ1ByoKUjEUURfE8qnPzT/JWsROLJRg2loFBC3KWboaJAb4Rwx2dqamosFsvV1RV2g7wDwHtYs7LgSCQSXV1dWKbs7u4ywEC4VSgUwB7t7e2sTqSdNw8XuW9cEfY+UPbY5RuNRnRigiCAw4uiGA6HTSbT/v4+m/hoNAo0WijyUSlgyEyltkBiA4miyJ3MfMaJREerUCiqqqook0wvXEQ6RTBnSSmLlQHYCQApFx0uC1cNvFRC8jFMAA1G10RDzKoSrlMsFqurq4OgAMeKcCEG0Gw2y/yKQpTbUvJz0Gg08KHoTuLxuMxiseAEgX9uc3MzT6/FYrFYLHq9Xq1WLy8vT09Pj42NBYNB+P12u93n83V2di4uLmLc9ejRo87Ozp/97GcGgwGH6IcPH+7t7Q0MDOzt7YEhAPFhwQpp6urqamFhYXd3t729HUMHFJYY2p2dneEhNzQ0hGG0x+OZn5/PZDIej0ehULS2tmIKPz4+TktSV1fHk8ytD+9ZEIRoNLq4uHh8fIwhLX4Q5+fnWMOIRRkZXu1DQ0O5XO7w8JBRDJ4nhj57e3ucF4IgDA8PY/gAy5c3enNzU/IJIp3g6uqK0i6TyXgfMKBpbGycmprK5/MvXrwAYR8bG2PPj2+nUqlsbm7GKcbhcBweHk5OTkLO9nq9DQ0NtCNKpdJut4uiiImPzWbb2dnZ3d11uVyQOS8vL7l9U6nU8PAw738sFjOZTKIoXl1dNTc3b29vI/Kx2Wx7e3uI8E5OTnp7e7e2ttDwMVxGo9FIJDI4OCiTycgpo3fBsC0ej+PerlKpQqEQj8HIyEhjYyOIAnbwzNytra0jIyP19fXT09NnZ2ctLS1Pnz41mUx2u91kMuFj0tTU1NjY+ObNm6WlpXQ63dHRce3aNSAECKIPHz40mUyrq6vHx8d8fVVVFeD/3Nyc2WyOxWJzc3OkY3K0UTJDoRAl0+v1stFkEXB4eEiqrVar/fjjjymT4DMXFxcwVzc2Nr788kuLxeJ2u6uqqn7zm99ks1lEIM+ePfvpT38KFS6dTr969QrS4NHRUTAYZBynGS0UCtQSBh0gTQBS1pkQL3ns6+vrj46OOLCoAeh8CkU9WXV1NYw2jjlIuQ0NDQ0NDVDWefH5fB6h871797idSIZRq9VYCTIH5/N5uO46nY5urFAokEV6cHCAZp+z9fz8HEIZHSHbRza1dMaQHihIzM0sYqUzi50iVRDyAXhDoeRDUgQKJUjst0pm6fRZKJGgcLKXfkuhhCoJn1Mqotli9rU0pDJqQBSinJ+fnwOq19TUkFnED5GgXbHoX8PzxUFfWVlpsVhu3rwpRRSUl5czwrJnyefz4CjQVaDBa7Xazc1NPCh4ygAe6K3hfmPafH5+LpfLIZ21tLQ0NjaCh7EERfuRSCRMJlMoFJqfnydyOJ/P37x5kzuNFSCLFbFoXMB2MJ/PY9zKl8mLxrDckBRs5kjuZNbzhUIBGQxGB5DCaOngRtCvsAWXMHDoYPQ6hUKBrqKUb6VQKADzuJoMl3B0GSuBRuh7IC7U1tYCC1OAMXfkJzNTsvRhsQXAq1ar+TnssEkLp/CL/+k//aeOjo6ZmRkaCsTyV1dXWq3WZDKByRABTaHe39/HEt3j8fh8vlu3bpEN2dnZabVaGxoaPvvsM8xQLi4unj596vF42JNdXV1xFdkG+3y+np6ejY0NnU6HEU9DQwMe34lEAg85bM3r6urC4fCjR48mJydJHwXc6OzsVKlUc3NzHR0dHo8HiWR3d7fP52OGYKnOOjMQCMBq4chgu0A2NRH2Pp8PC0SZTEZ8Csg4Zmbz8/NEjgDCcKjV19cjUU8mk9zBBwcHXV1d1H4seLhXysvLW1tb8bAdGRnB1SiRSDx48EAulwO8WCyWxcXF0dFRWkKoX7RI7JghZK2urtJ+4lWGM5HD4VhdXW1ra6PV2NzcdDqd2WwW+wir1bq3t1dfX4/lJqQn1E7Q5DBGl8vls7OzZrMZ2I08NZfL1dLSkk6n19fXU6lUX19fLpeTgkXpCjkp9vf3+/v7NzY2YrEYSpJkMskyht8lm836/X62NQR6Y8qo1+upIk6nc3l5Wa/XV1dX+3y+nZ2daDTa39/f1NSEuxi4aDqd7uvre/fu3c2bN9++fVtWVmY2mxn6yVRiVNXr9fl8fnJy8sGDBz/+8Y9lMtmbN2/6+/tRj33xxRc0/vfv3+f1435cXl5eUVExMTHx4MGDFy9e3L9/XxCE3/72tzdv3vzd736HH/LFxcXjx4+HhobW1tZIh/3pT3/693//9wShd3d3f/bZZ2q1GoYR5C/Er0joOH/ZXmN+ls/nodRxHNCJV1ZWcqtzYPFsQ5FnkYOCBTxTFMWGhgaNRsPf5otpi2jnaVKNRiOD5traWmdnZyKRODw8bGtry+fz0Wj05cuXH3zwAT0cwmK1Wv3u3TvOL6Tr7E1TqRQ3gNFoDIVCsN6wX2FSJzwZNFilUp2dncETJpKCO79QpJXmimK4fFH+L3FrpdJVKPE9oBoJ32TM8ofSVahYoumU8GFaH9YZkuyEuiWp7+lmJPEJNRtepbzEVxboWCyRpojFfGmouVLiVaFQICaTMDimSYVC0djYKIoiHCs8QHiaEP6Do25ubtbV1VFiGeOoJcjECW9gIc2EB5GQbatcLrfZbLBVGadcLpdWq11ZWSHEkGZlbGzM4/HI5fJ3794hSItEIvTNvG8AyLxp8LpRdEjYQK6YRUpNglnC1cQ9AI6nxJli/Ykhg0wmYwzNFhM3mUNAs/nVGPWQmXJ0c/mgrdCSci9VVVVBdLq4uIDhxUAP50CCZBH0S1ABYzG3cXkxFhvgl1sCHRHXGsdWmUwmm5qaqqqqam5uLhQKOzs7JpPp5s2b5eXlSFbJqCLCDekheV5Op3NgYAA31EAgMDMz8/TpU1EUv/vd787OztbW1i4uLrIRzGazExMTmUympaUFmRcTksfjAcH3er1yuZz0j3Q6jcFpNBq12WyDg4M0sNls9uHDh0ajcWhoKBwOE3WpUChGR0ePjo7UajVAIsbW+Jk1NDTcvn27pqYGAxen08k+bGdnhwgRCD5QIUwmk8vlcrlcnKE4pSkUCp/Pd3R01NHREY1GnU4nVQR7MHTBCoXi2rVr2KcNDAywh+vq6opGo8inMHhbWFioqal58ODB6empQqFoaWmpqKgIBAIvX77kTU6lUmjj3rx5w7TKLpMHKRaLkVt5cXFhs9lwyNva2mIBw3G2vb1N/rbJZMLjZmVlpbW1lSeE1QveNHa7HeI0N5DBYJiZmdnb2yPrLZvNrqysiKLY09NTWVk5PT1NHLzT6UwkEjs7OwaDwe/3p9NpNsfLy8v7+/sc5Tabrb+/H7YUlkBGo5GD8uTkpKmpCXD47du3crnc7XavrKxMTk4mk8mTk5Mvv/xSr9fbbLbV1dV3794NDAxAh3716tXy8vL8/DwW9lLjOTk5SToHG/5gMDg0NMQviC3Gmzdvksmkz+ej4bt161ZFRcXa2pogCPfv329qarp169Znn30mCMLS0lJDQ4PNZhsfH9doNA8ePMjlcvfv36e2xeNxgjC3t7dXV1eNRuPOzg5TF3a4brdboVBYLBZSfQhIGhoaUiqVoVDo5cuX7OnFotwNzApvM95GGnPqIvAgow9HNnkX8CNYMiHjkxAk7DrB1uBNwLAg1qZQKBDPVygU5ufnI5HIs2fPCoXCwcEBKqbp6el79+7BMmtsbLx7965SqZydnYUtQi1kWuLfksvldPS1tbUwNmtra41GI+YMNTU1IGZ0VLKiNPPy8pKWX6PRiN/MZhL+v2zzZCW+AYVvijKlL5NmO7HEY12qnYUSopBUPrPZLG4DrJCl2sCYkk6nmeCl10AthIRVSk6hgeOdKR2/1Go18Vs1NTU8p1artba2Fn8csUQks7+/39jYyB0bi8XQ9pBmD+0DmzCFQmG329vb27mCeCDIZDKz2Wyz2eBJQCVdW1uTyWTHx8fQZZnv8QBHmnl0dNTT07O5uYkbkV6vj8fjMPVkMtnOzg7jHe0X2z4oNvyOLIAlLQogB/tO6Z1nTi0UWVQymYy9KfCD5CzGu0RZSqVSkn6dPl4mk/Fv5XI5dhCMHyjZwNUUCgW2Jyg+aYOohWq1mscEtIMmDHiD+sdnCsUQTXYi3NVcWeximCTR0WFeKN11su7ubuApREKZTObo6AgEtaamZm1tzev1plKp+fn5ubk5iJdHR0focIeHh51OJ1Zn169ff/LkCUwB4k9nZ2dhKBFYncvlLBYLARGsiKuqqlpaWkj5YPj1+XwdHR2VlZXDw8PwP2tqalQqFTEaBoNhdna2qakJn6DZ2VnWzlqtlrW8hFbTCR4cHGCxkU6nZ2Zm2tvbJyYm7HY7IatOpxPjx83NzWg0yuxITEQqlVpfX8/n8/i27O3t2Ww29MKHh4c0m/v7+06ns6amZmpqCps9NI6Hh4dsFzY2NqxWKwdZeXk5RYJiDJtxf3+fTWo8HoepSOwinRRbWOhCKpXK6XS+fft2bGzMZrNB97h9+3ZXV1dXV1dFRcXt27dv3LiBo7dSqSRwpqmpCaP51tbW+/fvQy+CFbayskIHh5hEStWAAofqg5O3p6cHSTWWYPF4/Pj4WKvV8v6wfbm8vGxpaUGzT9kQRZHByOv10klgfx+NRjOZzI0bN8LhMGxqm822uLj4/vvvj42NTU1NpVKp09NTdGzcXT09PX19fYODg7ird3R0TE1NDQ4OYq3ABpTspM3NTXjX6IZJfGxoaNjf36fOCYKg0+kEQYCWolarR0dHEQJNTU09efLkz/7szwRBQJ8DsDM3NyeKYmtrKwcNASNlZWV8TXNzM67C/+yf/TO+sbm5mbA2mUyGEqatrY07CrpHrphWSM04OzsrFImj0NZgenPbo3bQ6XQ4JNPTwJsACuOtph7X1dWBjvJDysrKkEhCDDk7O/N6vTs7O9XV1Tqd7uuvv87n8zU1NV6v99q1a69fv97c3GTIePfuHeNga2ury+XC5WNzc3N1dRWRidPpxCWVsCOlUrm5uSkrxisSfCYtSjgK6+rqyGtDJCcW3ebEYjRY6ciY+2ZYmFRWhW8aAIklZnuyb6o2CyXiExhGHAtIMxltKQBCMSwTcnWuGIdXKLJ2adnpVNh0IIhCIACUxfqNf5FdplqtZvqna6mvr4fCDWyAZKKuri6dTkciERpolUpVW1tbWVlJbBTvksPhADOQy+X4IXA+AEuS1kAMAL/m9va2xWIhv5o9F0M26yqz2RwKhTo6OsrKysADOMltNlt9fT00i2AwCJolLyZWFooqIN4HVTHni50CtsNsi9EaZYoZL8ygmE5Lu23pzadtwnBUEgIplUrgbtA1CnM2m4V6JpPJYNuq1WrizxALQfwRBAGVCF0ycC7oJm87MCHTKp0TDZO8GEmtUqkkvyocPwCHwIe4xKlUSma1Ws1mc01NDUuy5eVlhBBGo7Gqqurg4KCjoyObzcKUsdvtXq93bGzs7t27l5eXCBjwC75x48bs7OzPfvazr7/+GpCqt7fX4XCcnJxQA169epXNZldXV8vLy2FjAxuura3Ba2BULxQKfr8/EolMTk7Oz8/zGAO44+xA7uNXX3319u1bwnJxS6msrLx582YkEkH0wsAEEkia2M2bN7VabVdX19TUFJ6xW1tbjNvgG+vr6xTdra2tlZWVa9euGY3Gzs7O1tZW4AXSBF0uV39/v8FgwIzQ7/cPDw9j4IBykaa1ubn5+vXrcG6tVitOdS6XCytaHFjS6fTY2NjS0pJKpTo/P7fZbOhWJckzLESr1bqzs5NKpYaGhgRBYFyAyEdLi8QWakNTUxNPKUYHDNNVVVUzMzMymYz8PAhNVVVVsMxPT08R5oOQsLORyWRbW1vBYBBak8vlymazwWAQQlZ9fT2OUZeXlysrK+l0mkxTyCAVFRV6vd5oNEr5iyheuPPgEsdisXfv3pFujWdhQ0PDd7/73XA4TOTn9vZ2KpXCCtVqtWYymYGBgRs3buDBe3BwYDabaZ7Ozs4eP34Mdba3t3dsbIwB/c2bN52dnQg/cMwQBAF3AkZPLgrWvmNjY/39/V999ZXEr/nkk0+YSPL5/Lt371ZXV7PZ7Pvvv3/nzh1ACAbZn/zkJ/fu3fvyyy8FQfjRj350cXHx5s0bu90O/IAJItR2v99PLiDH/WUxnheRAK0kbPtCoUBjyxDDbp4JWyyyFjkXeHlcuJOTk8bGRrBQEAhYY4uLi5ubm5jegaJvbW2NjY319fVZrdaOjg5mVnpqjmb0DMFgUKFQAJwAtwL8wD/HiksulycSCa1WC/wgimJ1dXVNTQ31CSQDmRNvJt025yONvLSPlIbFb60whZLIEUqOVBol8Faiv4olzKBCSSiHND5yXmNxR+OSSCSgqFBZSwtztsTPHTZseXl5TU0N5gZdXV2MQdBkAGZFUaRlgZwCNEq/qNVqiaCpqKhgJqmrq2M1QDcGTsDSymQyQZ5HFOd2u4+PjzlegCiZrkg9UqlUfr8f6y4SrSsqKnZ3d1k6UC9BSilpgUAgFotVV1cTeoEPLWxEfjjFUizSl9CNsAZGFsFgJ4oiLnRoIvkkOwW+ntk3Ho+r1WqYE/jsSLWNHbBKpaLhYJ6Gpw0dl+GPPkaa9bnzaWhKSVgY+cpkMkZDqb/ESoJ/JRaLccPA4qQ3gljEucdEywnJ7MuNnS5misnW19cZH8/Pz9HbYbkLC9Hr9eZyOVyRTk5OiMdbW1ubnJxENrSxsQFDiaUXJBSLxfLnf/7naADa29slX+ylpSWZTNbS0gK8yXnHAgC7VEbPlpYWAnXlcjmcUozNUBxubGyA4FssFjayjx8/hrvM4H9+fo5Ha2dn5+zs7MnJCU3E/Pw8QDGJKM+fPyehBl6ZxWKhH+cx6+vrGx8fv7i4ODk5gTEbCASWlpaUSuXx8TFrZ5lMNjAwUFVVBb3ebDaTDzMyMoL9+sLCAtZ9l5eX165dGxoaWl5eJpPL4XBMT0/DirTZbDKZ7OjoSKVSLSwszM3NwSHiJlOr1aurq83NzczBJycnPT09eJ3Pzs6ykGhqarLb7e/evUMuYrfb8/k8MyJn4szMzLVr15Bm5nI5RmfuHoxJAXvBBrq6ujB0RtuK0/rr16+VSiUmhUA3qVRqb28P8bVCocDVVqVSNTQ0BIPBTCaDCpYbbm1tTa/X9/T0zM7Oshgzm81DQ0P47Q0PD7e0tExOTr569YoZC7OC8fHxqqqqs7MziIIg+Y2NjUajkQmb845zuVAoVFdXgwTI5fKpqakbN25cXV3t7OxAXuXx++53vysIAsIP/Pm46ODMFCS1Wv373//+Bz/4wdbWVmNjY2trK3wcIIQvv/xyaGiIFOgHDx5wwsKqxQClrq4uGAyOj48fHBzYbDbW4TTLoVCIGHPOPvBJyh6NMOAYAxx8n5OTE1aVaBzhxyPlxoUAS32lUlldXa3Valnout3ug4MDPllfX6/RaLq6ug4ODqDUMx8HAgHOtS+++KKpqen27dsbGxvT09Mul4vfAvoGAcjMtQyL6XQaZRQrt2yJOwxhF4Ig0Kqyc8K1USh6y/GIiaKYSCSkyVIiBJWOnmLxQypjQokgpBSPLf0aqdBSF3NFRxuKJf+L7oUCCfqSLwnLLP3J9BOc7MwieBNmMhlMl1Azg5/TW0MeoYpkMhnuW5PJxB6X7SOn6/b2NnLMTCaDxp+eG8kjw7HVamVeZIkQjUZJsIAcG4vFNjY28NBJpVJYHsrlco1GA2NZqVQeHh7u7u5yQbm44FWwHNra2oB8Dg8PT05OTCZTJBLR6XTwdUm7lPoSep1siZsVlxVRHG8s11GSVAGHcJ/D4mHdiHOZ5EJAxa2pqbm6umIpwJ3GMlha2POWcillxbQTCUjgtJEQY9i2ErwMG5GHju/CR4lGmcYIJyMOAUYIoAhum/+39/r9739/dXWl0+k2NzcvLy8ZsRng2BKnUikCPQqFQiwWI9UI0rDE4zg/P+/o6Lh9+7bJZHr16pVCocDA/n/+z/+Zz+djsdjAwACAw+zsLPSH09PTvr4+jUYTiUQikQjyjPn5eSZ6k8mk0+m8Xu/R0RFWxV6vV6lUXr9+fXJy8v79+xMTEw6Hg2UPb0EqlXK5XMjaWBVgQwxrf39/v6+vD8vQQCBQV1dXVVWFDyG+51qtFhdy5qTXr1+LolhVVdXU1IRd+9HRUXt7+9TUVDabbWxsBG1DGjwxMYF7eCqV4m7D1batrW1xcbGzszOVSrW1taE0mJqaamtrS6VSdruddI6pqanGxsZkMgk3FYNZyAJv3rxJpVKjo6O7u7s6nQ7Hu8nJyd7eXp/Pd/369fPzc/bn9GhbW1t3797d2tpqa2tDDgQYQnJTKBS6devW7u4u4WI2m83r9V5dXXV1dcFr5fAlZIf9E6QtdC8YsJlMpunp6c7OzqWlJQQ8hIZ6vV673U5WEXsUjAg4zhwOR3t7+8zMTC6Xs9vtmJhwhDkcjkAg8NFHHz158iSRSNy7d8/tdjPB+P3+Bw8eEMOZSCRoRzQaDdIFv98PUZB0btja0vDBHoGV3vHx8QcffPDhhx/GYrGJiYne3l6z2fzHP/7x/fffh/KztbWF1FgQhE8//fR73/ve4eHhmzdvWltb9Xo968BXr1791V/9FbOdKIqEhT179oyQO7o6wPxkMvnpp58ajcaXL182NjbmcjkGQRp/cGwJ9eJk57njlTPfAJ8yLUmmptD5uNxQBERRZIwjGUoKTmlqaoLQKAiCy+UiDYoW0OVyLS4uQqVeW1uDi+73+5ubm+nAsG5eX18PBoPXr1+fm5trb293u93RaNRkMqEBJQcGe1vcPDKZDFRJtiqJRAKwC40gKniWuMBxuaL7bmnlk0DRfDH/WaqRpV8jFPFbWdHlTiwxN8gXXd+Eouu6WCRkciCIRZED2y9peOVFSt/LD8yVuONKsy+2DICiSAMZOpnFIcfiwmMymQKBAP7AXDvaJpPJBCMmV0xfcTgcjPtbW1uFQqGtrc3j8dTU1AD/As7li7kisNxtNhuPfzabVRXNC7kDoWKIokjwVEVFRWdnJ/FHCK/hV799+1ar1aJg2d3dlQwUZcVkUHo4hB9SCaEKMFByEaurq+GQUmJZdsLHQX7GzczSQUJBaRwZnFg95HK52tpaPs9PY/KrqKhIJpOXxTxzPvh6FKWFQoEbnv+l6YSHCKKDT5zkMg2vW1LZ8qtB/6SC0ttBOOCGhLqhVqtln3/+uUql+vrrr+vq6ihgKpXqzZs3e3t75+fn9KrJZBKWyvT0NG6ivNzLy8uDgwMkOGhj3W73ycnJRx99RAcHbR12q9vtnp2dlclk9DjZbBa5N7w+KFsGg6GrqyuVSq2urhLhmypm2N6/f7+lpSWRSGAiKpPJ2tvboZNZrVar1drU1HR4eAiKfX5+PjExgf8vmX9jY2NerxdtSVtb287Ozs7Ozt7eHrL3bDbLXsHpdCqVyng83tzcPDQ0ZLFY/H4//mTt7e2RSGRsbCybzdpsNmo/Ua4oKbPZ7ODgIC02GGMul2ttbWXBMD09rSw6OOP5jgnO3Nwc8mS1Wj02NqbRaMj3SSaT4+Pjd+7c0el0wA6VlZW3bt2anZ29e/cuaA/6QtAbuVyOzyRZaTs7O/l8vrW1lY4en52xsbGrq6vt7e179+4JgrC8vEwF4iwGs0JGgkYIlwOscSsrK1dXVxsbG8fHx4FrCMVtb2/v6OgAhKBIQ0tBVNPU1ATfL5FILC4u2mw2SJskM3NHHh0d2e32V69e9ff3IxeRmMl37txJp9PXr1+Xy+UoEc/OzsrLy7e2ttLp9AcffGA0Gh0OB9Kazc3Njo4Op9Mpl8uj0ahOp6uurr5+/brf7x8YGLh58yYqEQyAwFoFQbh//34sFmttbUUnk0wmv/e97x0fH6+vr/MYBwKBv/u7v7Pb7d/97ncbGhoMBkMqlcIha2tr6+HDh83NzV6vVxAEbE0EQVhcXERvbrVaY7EYFa6yspLbj2kSm34cAJjP0GBwWNMdw6C5vLxEHIxbECo00Hg2x7gToyBi5xSJRHAiRdsHIC+KIq5JsOJZfV27do1sVNb/PT09uVyOBf/5+bnL5XK73TzgjY2NwD9QmZxOJxOYTCZDUQMHClJ0OBzmBFepVFCIaQopnAgYOG1LC5K0pJSGPOGbH4USr5/S+bIUU5VwNqG41JTKJ1/PyM5QkisJzhSKRA+peJeWbe55wEBKJjsz1AvAmPxe1F3cdnDrbGpqSiaT0Ka4pq2trXK5nOZSr9ez/oTxl8vlzGYzq5Py8vJ4PE4AOAAVijW5XN7V1WU0GikVyWTy/Pz89PR0dXUVuLW9vR39nmSnjl7O5/OJxcRDouXgVELfUygUCLqgO1E4ZTIZXAF+OxoLunCgWkEQeJ0MZ8zcDG0cC9R1DKFo7rnK/BPsIyAcYUIO7op3gVwuRzrCrV5eXi4rWl6IoghgK0GsEhhAk800nEwmeXxACKBHoSWlBQGZ5w5JJpOo5rjPZTIZRGh+Mtv6XC4nU6vVJDOzcSXRDYedW7du4bLI3DA6Onr//v3FxcWDgwNgyfX19YaGBogenZ2dJMP9/Oc/FwSBo7anpwecfXd3t6mpCewCcy9RFHt7e1FZaDQah8OxublpNBoZ6hsaGk5PT+Vy+cjIiMPhoD9lUKirq8MganV1FcYBhKA3b940NDSwOsJBprW11ePxgFCtrKzkcrnnz59zjTs6OvBMGB4eJrLu8vJSFEUw2M3NTVEUs9ns9vY2wgZuMvKlFQrF2dlZMBhMJBIzMzPw31g0RqNRQjCUSmU4HM7n842NjX6/f3V1VS6Xz83NZYvpBxqNxul0fv7552NjY/SqRqPx+fPnb968QSSQTCZdLtfLly9pGq5du8YCX6vVzszMKJVKjJj/+Mc/NjY2Dg8Ps55MJBJwgxnCJiYmVCqVyWRyu91+v39zc3NmZqa6unp8fBzjaeyCz87OwuFwZWUlqxHcf7RaLdrE1tZWJlcYVYIgAJsDCuHnzpBhtVpBYisrK9vb2wmZuby8HB0dDQaDPT09eMhZLJaysrLm5ma73f7xxx9/8MEHZ2dnp6enr1+/HhwcrKurczgcCGNQ4FRWVo6Ojp6enjIncXwMDAzI5fJAINDa2gpHsaqq6o9//CNminV1dYuLi93d3UqlsqamhrsCAVJbW1skEnny5Il0FlO0jEbjixcvNBrNkydPmFPh4iIs+eqrr+x2O6BTZ2dnb2/v8vJyXV3d2tqax+PBhC+bzdbX17e0tPzH//gfsT6H8j00NNTc3Iz1KKgU2xoedSg8ALDZYio9sBVmm1gH8D6wNaQSgLXS2tJUcV5DjsOcEgF4eXn53bt34TX4fD5BEMgopis1m8337t1LJBJk4hJWTCPo8XhyuVxjY6NGo/H7/X6/n3aek5d+FH0R8CCyDSnqhDaf3xTKPidatmgBSGX6lmKkUNRWlhbU0sIpfBNBlaqp9HP4s1Q4VUXzGsgsqeIHNbu0spYOl6U8I3bP9JdSgeeScb1gvNtstpqamtbWVuiQaIdIreA9YVfV2dlJQirG+pwJpCIajcZAILCzs4NBNLUBizi1Wk2+AoXq8vIyFAplMhkikBsbG/Gu297e1ul0dJbslTgnkQ90dXXV1dX19fXhWkdSWHd3N3eCyWTK5XLoQAqFAmaNkiveZTGHnH0q6Dp8HImzwwEFNEKhLRTJtGz0qYiwpfhFKEjY2qAF4i5KFZ2KGXbBLOldsGimm6T7YW2BDwODI2gwjS/LVBpTfizkKZ4IemVAiEKhEI1GmTsxBqL6oqWhS8jlcuJ/+2//DbiMCwMV/vDwsK+v782bNw8ePCBPvKGhYWlpiQrc0tKCZwrNo8/n6+3tra+vPz4+/nf/7t8JgrC6utrd3f2LX/zC7XaTvdzf37+2toZu1+FwwPrZ39/nvqSGeTweHv7u7m6v18st3t/fL4oiBlHz8/PhcPjatWt7e3uQVxcWFm7evIn90Orq6vXr18fHx9PpNIeaRqNxuVybm5s6nY6QptraWvBbOFT48dM6yWQyGCgdHR21tbXEQgmCEAwGu7q6Njc3Gxoa9vb24HMbjUZA152dnZOTE6fTScsfCAQoeKip2traeMJxZ66qqsJuxuVyhcPhzs5O1AhbW1tDQ0Pr6+tOpxNOXSqVqq6u9nq9/f39R0dH4XAYhEStVtPB7Ozs9PX1QWefmZkZGBioq6ubmJhA89Ta2jo7O4vwQ6VSjY6O8r1IPoaHhzc2NuCz+f3+fD6PKKWlpQX3V7yIEUHS6t66devk5IS1WSQS8fv9l5eXw8PDHo+ns7NzZmamrKysu7v76OiIJY1Wq5XL5aurq52dnQsLC6iYkslkT0/P06dP8T3p7++XyWR7e3symQzBrlarJWZuYmIikUj09fU1NzePj49XVlbSA/l8PoY5Kb4U7j5m0EqlcnR0dGFhIRaLOZ3Oqakpk8kEB6Gzs9NkMpnNZq1WOzAw4Pf7GxoaDg8PvV7vo0ePgGQBfCAlHhwcQOtVqVT/8A//AK/daDRGo9Hm5ub6+nrItGtra11dXdjQ379/n/9dWVlBP45dUX19/cTERDQaHRkZ+frrrxUKBWtC+DI8n+zI5XL5+fm5rKj54xmmHwdrogWBo59Op+l0a2trIROWl5fjfgLaL4oiPlbV1dVra2uNjY3RaPTOnTvJZHJraysSiXR1dXV2dk5MTHB82Gw2t9v98OFDj8eD8uHy8hLbCsADHhzWMZybVEGqMuubxsZGhmkmAK1Wu7+/z+Xz+Xz4TdKzn5ycpIt+s2KJUEEs8mAlhLZ06MwXzWhyJY530uwiK4kPk0aQUqQ3X1RVFkrYRrISuUsp2CsWDYk4u4Wi357wzR0q14gMdpxlmpubV1dXcdA8OjrCRiaZTLLXRCC+v79vtVrZhrA4ZDFPR0VIkd/vx+wadIFHG7oipB6r1UoKEE5bNECwcznSES8QNo4IkgJPMBR9zMLCAn3z/v5+TU1NbW3t1tYWFlTIroBAs9msZHrHro27FO91RkPeH74G7aMkoMrn89wkMBxzuRw+M1RiRnPuf1EUWeJy10GnkrhvTIq8G+l0mjON7lNTNGxCW0Kp4hoxRuPewE2bKvri5oqJNAyR/FeC69mkUmil21IBAcHn8yHGePbsmcFgKC8vj0QiHo8HHUg4HO7u7sZ5JJfLvXz58uTkBATG4/F0dHTEYrGFhYW+vr7Ozs7t7W2Xy9Xd3f3kyZN79+4lk0mMFlmbHxwcUKLgzSqVSvIgI5FIbW0tQj3JY12pVC4tLUUikbq6upaWljdv3phMpvr6ekxSwJG6urpwxEgkEteuXcOHFo/Bq6urtra23d1dvFfwpDAaje/evQN1VCgUDocjnU739PT4fL6DgwMIhJlM5u3bt9xV3IUqlYpVOfZAdrvd7Xafnp5yhbg5EAZEIhH6aPLL0Nio1WrIupCQbTYbUUoTExPo4WpraycnJ7FdJYZpcXERXeb4+DgiBHYMMJ7AMWpra8/Pz+fn59mkAhTn83n823p7e4PB4NjY2Pr6+vT09ODgIMtdaRGCzpfHA/yQvcvp6enx8XFfXx+jv1wuHxoaWlhYMJlMnCCbm5s3btygsup0uvX1dW5f9OwsiTUaDQaKgJOAB4VCYXx8PJvN9vf3l5WV4cqGwlKn0z1//pwMet78lpaW58+fr6+vDw8PAwDw9iKV2dnZOT097e/vByaRyWQ0KG/evLFYLPjqsXSJx+PwvXt7e7E1lsvlNptNEATkExcXF5TMcDg8MTHx/e9/XxAEVHS/+tWvHjx4sL+///HHH8vlcr/f/9Of/rQUMOzq6komk3q9vqqq6pe//CWbyE8//XR4ePjnP//59vb2V1999fDhQzwRV1ZWPvzww0gkwnHMQoFVuljUzmO0xr5cpVJdFsMiGD3h2kAOhHOOyB2QQyaTxWIxGPmJRAJVD5vp2tpadpYbGxtGo5GEn42NjUwm09/fv7y8DBr24MEDGC7cP6FQiHFBcoqJRCLMJYA97FloidCPUjvpAzj7YMsjdU+n0+B18mLudOmIKZUo5sg/nS//dNwshXNlRUt3CcKVaLfSP8FhWlospeWoNKfyc8QSEYtYYuBX+trYfjEkMdDAwwwEAshYYce43e6uri7Wz+l02mQy7ezsgD1IyxSVSmU2m/HZh3gBT4Ko2pqamnQ67fF48AVDTZTJZA4ODqCqsaREEMlekDmBSAnWASsrK6wDent7QTV4zRLaLIri6ekpaz8UlsBOCoWCP9DJSVxodvP0ZxqNBkINPR/TIf9L2WMBD5dHEARaASoZP4HDR8JLcTagqgGMc8+zuWAURppBc6kquugVCgX0MPiMck05Hrkc4DHUXV4kLyBT4uDINeUWYqcA5MMCJZvNij//+c+h+09NTd28eXNrawtWS2tra1lZmcfjQfTDvvfZs2d3795dXFysqalB3ENh6Orq8nq9JpPpxo0bWFr8i3/xL375y1+SvzE2NrawsFBbW2uxWHw+n8ViAVjXaDQ4C6+traVSqWvXrm1vb1dUVMDtvri4IFmQbGGezFwu5/P5MIUyGo3YqIbDYaPRuL+/73K5qFWxWIzP8BbAu2FxjYbE5/OR07KyslJXV0eQ5OHhIdUX6iwjtc/nAwTgRCOFAycjdktkhVO6QB6Ojo6o3Hh44gbOzvjy8pLxkUeLaKdIJGKxWKqrq+n7BEHAwoam3uv1HhwcwLvBSp5FFHzd999//+nTp/fv39/b28PqYWtri9Cfg4MDvV5fW1u7ubmJIKSpqcnn8w0PD8fjcRDv3d3d1tZWNAmiKPr9fqAYBJorKysNDQ1yuRybC5ro69evLy4uEu5WW1u7u7uLwSYEAXrMUCh0+/ZtgjDhK7H7xMWJkaimpqa9vT0ej6+srNTU1GAb9u7dO6613W4/ODhwOBxXV1dYsuGs29PTc3p6urW1xaPb0dGxs7MD37iurg4nVZqA4+Njk8kE9JROp//tv/23PT09n3zyyQ9+8AO4heXl5bOzs9xO169ff/nyJfPowsIChmRPnz7d39/Ho5HXDADws5/97NNPP9VqtTKZ7OHDh2/evInH4x9++OFvf/vbtrY2NKMPHz78f/6f/4cE9Z2dHa1We+PGjYmJidbW1i+++IIO6fPPP8e2EKoefTeSRxoR2mQOAshZKpVKutNg5LHI5LBGreTxeGw229XV1cnJCd0SEwN28BqNxmAwaLVat9vN/GGxWGpqaoLB4I0bN4jZkclk9K+wypubm6enp1tbW1nwY/+2sbHR2NhI1EYikYCxwsWqqamB21lRURGPx/FbYUsnZbxIG8HSUU/q6P+0RElVVpoUpbFPqnyl+8jSUlco5p+IRSYnB7oE5JYuOCW0ViyKYfiZgOdiMWhMWTTMAxKTGmKCJNlZcuF2dnZkMpnT6fR6vQTOo+tg+tze3iZvGVoiqrza2tpgMNjU1MS+XJK9UgmI/uDQ57rDxmCPjlqamZLBVJI/ejyegYEBPG3wv5WM0mKxGHcpbrHoFKqqqnhvYdMw5Wez2VwuxzMFiR16LUi4Wq3mDQcmpVzJSjyWmfN493iCmCDzRcNkmEGcJ2groedI1geg4slkEiY53yWpU6R7QEIjuMRIPJkmhaLbbaGYcM7XQ+jla0qBCpqhb4AQt2/fnp+fv7i4uHfvHnssbLhxbuvp6eGeuLq6Wl9f7+3tffPmDRjm1NSUwWAYGBi4fv06wMKjR4/cbndHR0d5efnMzExnZ+eNGzfu3bu3sbGRzWYhTOPPxKry4uJCcjG+du1aKpUaGBgIBAKoxPb29hoaGjhNCAPB8z6fz4O8sRCNRCItLS3QE9Rq9eLi4u7ubiqVevfuXXt7u9FolMlkbrcbFgw5w2/evIGQwr2l1Wo56VwuFyAkEPm7d+8KhcLQ0BBsGq4xJqLg44ywZrO5tbU1m80eHR1NTU0tLy9vbGygDcd6cGVlZXV1FY2jKIpoe27evNnb22u1WnkGrq6uMMRvaGjAk2FycnJ/f9/v92s0mmvXrlVUVLD6JsKlra0NnShJ3V999RWCpPX1daZwguvI9xYEwWw2E4uNtQIhdjB1k8kkizSOS1AgdiGDg4NMtAAjwGu8UR6P5+joCLIYG4uenh6LxUKcfX19/cuXL2OxmCiKoVDI5XIR4wwFF1odfS6bY8pYKBSyWq0ymayjoyMcDttsNvadLpcLzLyxsXFubi4QCLCEbm5uvri42N3dBUjp7OzE4sThcJCuXFNT09PTA+Psb//2b3nwVlZWamtrFxYWBEEYHh62WCx0qVj6rayskA23sLDw+PFj7oTa2lq8/WKx2MjIyK9//evvfe97BoPh+vXrbrd7ZGTk5OTkv//3/y6Xy//X//pfLperp6fn2bNnw8PD+/v7arW6vb29paVld3d3dnb26urqo48+UqlUk5OTqJmNRqPkw5JMJll90YzDSiDKG8wD5A25PbBYoVBA22A2m4nfwVEM1fXq6ur6+jpID6Z9GM+urKzk83k4dGdnZ8vLy6enp4FAwG63M14IguD1ekVR1Ov1UH8l+QH4akNDw+7uLpaetHqwY4CvBUGA347sobKyElo+mCQsSu66XPEj/02hpFQpSz/5raFTKpDS38pKIjalYil9o1QmC3+yHJWKpVRlxWL4iViyapW+VyrYkiyhpqaGrIiqqioMKRE52Gw2u92OlBY6Wzqdrq2trampgbPG+gbaaktLC1SPVCoFh4UpB/mcQqFAFri7u1tdXR0Oh2Gk8wLq6upwQm5tbcU2EkOrsrKy/f19Hkx0Yp2dnR6PZ29vb2NjY319/erqanNzs6Ki4vT0lIFBLEbNcHcxZaIdl/TcsMxyRQ93SmmmaNIbi8WQDORyOazPmd6IK2CjiSRUEATCNmiGJCsfQRDA8Bkuq6ursVYAiUFdliz6FadSKamtocTyZ14b61KQZLqcfNFmgVcuFA33JTQexJuNJtwoRl44wDKtVkvezcbGBnHh0WiUJHfWtmhs8/n84eGhx+Opra3FHByrrcnJSY6w/v7+6enp73//+5BLR0ZGnj59+uLFC6/XWygUBgcHWZwQVYoLmlqt5pQfGhqampqKx+NTU1PV1dV43DidTiQTVqu1ra1NXgyXoNC2t7ePjY29ePGCbOdoNLqxsfH27VvQ1K6urra2NowtSAbnLH779m1nZ+etW7eQja+srHR1dVkslmg0ypohmUw+f/5ccg9gA9rZ2Xl1dQUzBWCEfUMoFAKXeP78uUwmi0Qivb29cD5fv36NjVE2m21qakKPD22Kl7S2tkbGCw4jTU1Ng4ODu7u7XKTXr1+bTCbaKL1eDyDGALGwsDA1NbW5uYmzriiK7HFPT0/hvJjN5lQqVVlZCbcTtQmjBhQSiGFTU1OZTIbdGNeXjHGkdchej4+Pgf6mp6eh7HZ0dJBXQ48WDAbNZvPS0lI+n4f743Q6aXUFQbh58+be3l5LS0soFKJvdTgcGxsb0Nx536CrtLS0WK3WoaGhYDA4MjLCHHl4eAhWnMvlzs7OTCYTBrbn5+dYTRFNCu/pwYMHXIXLy8utrS2z2YzgZG5uDr44B9nY2FhdXd3MzExNTc3u7u5nn32Gd8TOzs7du3czmYzD4SDedWBggB3q+++/f/PmzY8++igajT5+/LilpeXHP/6xIAgNDQ1ff/31ysrKkydPDAaDy+Wampr64Q9/+Omnn87Ozu7t7bGWRiFDNosoip988sk//uM/xuPxYDDI8IFBGvUDsATRAkoSxNCCIDAWQHGHlI8PPt0bMDUIAXAurIrz83OLxUJu2srKCs2rXq9HJ72/v8/7A/MIsQ13uCiKIyMjjKSFonqHGI3d3d10Os25ySsJhUKcKWCJnJ7Q0+jWwW/5A408RySVWEJHxW9+lA6dEtYqlcM/RWtLC6FYdHL51h+k0bZ0rv0WPMvXcBxLYLJUSICvaGLEYpqKKIowJBwOB2LchoaGsrKyvb29k5MTvFACgcDa2prkdMh1j0Qia2trVKbq6uqVlRW2Odh6AGPCH0SMB5OlUCisrq6idwdrBdZi5IUZOzMzYzabKysr0ZMkEgkIDSQ3ZDKZoaEhURRtNtvx8bHD4WBbhOITdjdfxr0kCIJOp+OX5ZPArbxjEhsIgjTTiEwmA3SVSGHcBplMBn47vxpmC9im42zAqEo95jjKF8PRmONVRV9cXgwvj4mQq8kiljOKayeZTki3DbeKtNHk87mi0wVDMOCZ9JUsUwuFgszv93d3d9tsttHR0evXrx8dHZ2cnExOTmq12rW1NX4KNwHrQzoRzJ1fvHiB7xpxFvX19RsbG0+fPj09Pd3d3b19+/bQ0NDe3l51dfX6+npLS8vdu3fJb+MC07EyFYEaMV6wlII6yLtTWVm5sbGBgvvo6Ghubs7r9Xq93vr6+r6+PofDARELXYFer0fisrKyAr4P1QrbYjhRnHpM7ltbWzqdbmVlxefzZbPZmzdvEmV3cXFxcXEBI0atVpvNZvj9CNLPz88rKythnXR3d7O5gabh9/tv374NbhwIBBi1vV4vip35+Xnakc8///z09PT8/PzOnTsGg4GlRSQSAc8BA3c4HLgY6vV6j8eTz+evX7/+6NEji8Vy+/ZtDohAIBAIBPr6+kRRLC8vX19f9/v94XB4bW0tm822tLQAwEajUTQz3JpDQ0OFQoGzG66QKIpYL+JHCuQOp4DVFCdCPp+HgMC7l8lkhoeHYe1ubm7SSwqCcPv27Vwup9frAeFFUWxsbOSG/v3vf28wGGCOMLjj8PDs2TNE8T6fb39/n4AwThk8ft++fcsPV6vVwWDw7du3SNN0Oh1tO7gWtYGjRKfTWSwWfimCTerq6q5du9bd3c2Ae/v27e3t7ZaWlrKyso2NDai2jx8/Xl1dBQv91a9+9fbt24WFBZlMRuqLIAinp6fj4+OdnZ337t3DEJHtEfyysrKye/fusezBkmlnZ+fNmzeEwdlstsnJSYPBgOUsmQFYZEAOpMPI5XJQJIAZUDoyq7FZjEajdXV1NOyMobR9RJcDhMhkMo/Hg7EUJm24wORyuaOjI3yIVlZWTk9P8YghW7eystJms0FEUKvVeP7B4bLZbA0NDdFoFKYJc0NtbS2FEDYfXDkOGq5LPp+HTwSYD9Rc+Cblp7TmSWNf6XxZ+ofSgU8qiuI3t6HS8PqtKishtIUSChKnpHR0Si+stKDSGUjoH78jgKFMJiNz/uDgIJ/P19XVwc+w2+0Ed1utVgh3qIBQbSFVAEtgYCLmAVAdb3DsgXju4O1XVlZS2ORyOScMMrDDw0NYQtwqDodjb2+PBlqn06XT6YmJibKyMrquzs7O9fV17BSYa1lwsggrNQ7kPmT2YBrjcAZaAKfhdpVKUSqVYiOGR4GsqBXR6XSSVkTKvINkxLsNPhyPx7mpEHGqVCrEmuw1qamwyqH8SP0QhZyLIivKjfizpMpNp9O8eF62WLQvEIvLXWkk4Ot5P+kGpP5M5na7dTqdx+OZnp6+vLx0Op2dnZ3oSQRBeP36NdSJt2/f9vf337t3b2BgQBRFHuzu7m5eLlZwuG6WlZX95Cc/gcS8sLBA56tUKjEWHxwcZGDFw71QKHR3d29ubiJlOzw8hERwdnZWV1cXCoUQZiwvL5tMpo2NjdXV1ZGRkcePHycSCSwtqCWUN5fLdXBwkM1me3t7AamnpqZOTk6wKa+rqwPoePr0aUNDA/nD2JR3dnZyyWtqatxu9+3bt9va2rCJZ5hTq9V+v79QKOABRIwa0VQqlWptbS0cDqNMSCaTbONGR0fxe7t79y4h6dFo9OzsTK/Xo+tgBD84OFheXv7qq6/C4TAySkEQTCYTCoHx8XHMt5D3VVZWRiKR4+Njupl3794hZmptbUWcgx0o/LSuri5selZWVhKJxN7eHlaNhIKdnp7y2ICob2xs2Gw2DM/IlkKu1N/fj1d+bW0tpki0EZS3UCh0eHgYi8Xq6+u9Xm9PT8/l5aVarb66ulpaWuKAGBkZIb8zk8nMzMxwjnAEd3d3x+NxbPex0cHIQ1IrFwoFKeiGASgcDnd1dWm1WsJcb968yW4b5jBsBU6T4+Nj+uWBgYG7d+/W1NR89tlnlHxBEF68eBGPxx8+fCgIAoHVgiD09/eXl5c7HI43b95YrdaJiYnu7u7BwcGbN292dXXBbRYEIRgMIqdjmPvDH/6wsLCAwx+rUIVC8cknnySTyZWVFY4JfD/6+vqqqqp2dnYODg4EQRgaGpJkfDDsEPBQXC8vL0kIoZXBWpaTmgOLzTc2aZWVldvb27j3nZ+fM3mcn5/D7eTIOzk5AfhBLY71PJr3QqHAnvv8/Pz169fxePz8/Pzo6EgURYvFQrAJwcjn5+fRaNRisTA2nZycsH9ieEXFj2qoUCigEqbA4IKGgYbsm9xXCVgrnQjFEkXKtypfaeH8U0RXLDFJkP4slEyl0nmaK7Ev4IvlxQTs0ipeKCHoSmMKWnup7tIuGwwGnU7X3Nwcj8fBbyoqKmiXOXm5hwVBOD8/Pzk5wV4U4ZZCocADnNSKra2tQCCAdgCyD1gF9u6MWbgB2O32aDS6t7cH5Ivutr29nSjy/f39w8NDFk+jo6PJZDIYDMK1RFCAlS6yIlYD+AMApFPbFAoFuwC+nhIuiiKaIm5IahirTZ5itBxYBTFTMjWyp5SQWI4yrrgkEWGJmy2m711cXNBfMqrCuMwXxVryoqtUoZjMyh/Qd0ljazqd5ru4BJLoU7oNAOQLRfsR6ZPSD2eElclksr6+vsXFxd7eXjjEEEZ8Ph+RJlqttq6ujpCN/f39g4OD4+Nju91O6CCTXCQS8Xq9h4eHzCJkzrndbhxznE7n5eVlc3Mzvn3Y0haKuVdg+lI68cXFBWDm1dUVHm+pVApGO8C00Wj0er0ymcxgMMD9oymuqakhkWNsbAxmqclkIvqOCmEwGPC+WVlZYTmH+TueCag5C4VCNptFboyJuSiKeL/t7OwolUr0agjm5ufnYR5WVFRUVVXhdMUSbmZmJp1Or62tvXnzpry8fHp6Op1ONzU1lZeX9/b2VldXDw8PFwqF9957D+uDbDY7MjLS3t5O5gCHFAN0c3NzLBaTrPg4DYPBILs9lUqF+pDEj9HRUWT1fD6Xy6GEgTug0WhYsqpUqp6eHrRDTKjMZNRLVlBIWj0ej9frdTgc9I/gij6fT6fTLS8vX11doX4JBAKELELs5vo2Njbu7u6azWZ8SQRB0Gq1g4ODuJbA8yoUCna7HQyZtUomkyGm6u7duxT4jo4OgGuKisfjCQaDcrn8888/pyGbm5szGo1ff/31zMyMWq3u6+sjbgV3YqoREWM3btwwmUz9/f1er/f+/fuDg4Pj4+OSq7sgCIuLi4IgPH/+/P3335+dnbVareAzX331lSAI8IR/+ctfLi8vv3jxwufzzc/Pf/nllzKZrKur6/j4eGdnh5pEhgncjUAgAHmSAkNmy6NHj7q6uubn5zkyQqEQM3omk0kkEmdnZ5WVleXl5Wq1GqcqDA1wOIOaUV5ejlAYhg5bAwSmQlE5iiA9FovRPKVSKa4R/yhk/Xg8vrS0RP/OxhSXwWQyabFYWlpafD6fXq+Xy+WAbLiRIJzlLi0rK4vH4+zssdzTarVMrvziNMeszHH+BIUuFJ16pBlOmgV5GGUlNNfSYbEExP0G0/VbI2np/5YWYAnClU58Xoz0IRTXnLkSdaZY1NEyjAqCAEDNKMP2OhwO05fv7+/LZLLd3V3KISsPbC60Wi06egDPVDFX0mazJRIJEg6Oj48NBoPNZtPpdLixp1Kp2trajo4Ol8ulUCigWfAk8mySXtLY2AjxJxgMXlxc4MiTTCbPzs5gU/PiT05OsB+ij4HuhxqyUCgcHh7Ki3HLYBioG6mL1DZKkXSZUKdAjMgVDQvzRcelfD7PzcMMzUnCwS6KItsu2LMwwwtFTqx0fZGqS/8W3aQEnvNKuBDUb2AwyZ2Ky814Ch4rCUkLRXGXdAtls1murFgk1sqKZnvSjlPmdrshB0Ilf/369bVr1x4+fJhKpRYXF1Op1N7e3osXL9Ck19fXBwIBt9sNkQceP6aydXV1n332mdFoXFhYYN1FcrUgCCzAE4kEgpbe3t5wOPz69Wsknmhj9Xq91WptbGzEFsdqtWJ9AAP25OTEZrNBu9rb21taWrq6uvrOd74TDAb1en0oFNre3p6enq6rq1tfXweFgB7Z0NBQX18PZgsgIJfL0+n06empTCZTKpVKpZJET8ldgQsWCAROT0+vX7+uUqnm5+dHRkaOjo4IeNve3ua3AG9pbGy8vLx0u91bW1tGo1GtVttstqqqqoaGBoz9rFZreXk5m3l2fkdHR8xqAwMDBoOB9SE+CX19fa2trWRbspU0Go3pdLqzs5PwGtQ7cInPz8+fPXvGoG8wGKCPZrPZjo4OTsaamprp6WkShej6keGT48GlEQQBQnwqldrf319dXaUR8/l8nNS4DDY1NbGigNre1dXV1NQ0PT0NLRNZN6lDu7u7Z2dnKDvr6+tra2vpNgKBAByijY2N5ubm3/72t2VlZWq1+s6dOzs7O9euXbt58+bg4GA4HGa1VllZyTCHUCeXy/X09FRUVDgcDs7rwcFBuVz+8OHDeDw+PDzMYbS4uJhOp1+/fv3BBx+cn5/39PRMT08bjcbKysq//uu/np2dFQTBbrd/8cUXtbW1t2/fBrYVBOGTTz7hdm1ublYoFKOjozzwOp3uvffe+/LLL+vq6nA2wAXp0aNHxFn39PRQuQm36e/vT6VSkmM1IkvoDzKZrL6+XqVSoQJigmeRo9fr9Xq9y+USRbGhoYH95eXlJYpeDkeZTJZKpdiJnJ2d4XWi0+lIh2agxLinpqYmHA7LZDI24swllZWVsIH44WDygGZkXEDrj0ajHNnYLkIj4EBMJpPpdJr0Eq/XazQaDw8PUZKEw2EO3Pr6eghroLKFQoEUYg53qjW/iFiygCzdn5VOokKJpET6K7FkQylNk6XVtFBiepAv+tyWVlAqZWmxFIvxKULRETdX1O1RXUjAQFXJWc/MxO6NxC5AVzxJDg4OcKC02+3kPpaVldntdny+tEWPfn67pqamfD4P3Op0OmmdobaWl5dj00aKMsRUaF8VFRWQHwVBIA6P3Ny9vT3ez2AwyBsCuQzknIeupqYGmxfezLKyMgaMcDiMfTxGAQivGQ8YMQH5+VsoOZmSABnmOZBbiN/0W6IoQvnhtM8XLfc4WyAKYd5LDYOAhl8HdFkMbcBdpKtMCQQkQDND9S0UXfvFEh9ECiFfTxXEjQHsV1Y0QuIPrE5lRXcLNtk0BLlcTkHhpesMBoPf+973vvjiC6VSSbphOp1m5xSNRnEPR9+dzWaXl5dhVxuNxuXl5du3bx8eHm5ubnZ3d5tMpsnJyaamJqx8sJKBuMWl5VxAoIkjRiqV2t3dhUnEDtJkMmm12p2dHRgfMzMzcrl8cnLSYrFcu3ZNEISdnR3chaqrq1ENP3v27PHjxxBEfT4f4BgaJrvdDjfh1q1baBUsFgtWL9vb2xqNxmQyQU6rra1lbyw5H96+fXtubg4AhP2uVqvl6MdPwOl0RqNRoJKNjQ1isICXGTi2trZisVhbW1sikQCOhsHIJhyXdjYil5eXExMTuVwOon9rayvMdaaNgYGBTCazsbExMjLy7t070jrxI11YWLDZbFNTU6OjoxsbG06nMxAItLS0lJeXW63WqakpFCOAHlDVaZzZ3m9tbcnlcvL8ampqMKbY2NigoiuKQbh1dXWYji4sLMBf39/fHxgYuLy8fP36dWNjY39///HxMdlGHR0dDOjEl8KJ4J8+Ojr6zne+o1arNzc3kTd8/fXXQNwtLS3UFWKNNzc3Hz165Pf7SYgkjuPw8PDOnTtAiERDQ1GWyWQ+n+/evXs8n6lUamNjAxINhzvWypBZ5ufnj46OPvjgg52dnZaWlh/84AeCIPj9fhKd3G53X19fZWXly5cvZTIZJGdA4CdPnoRCoc7OzoODA0i/VIjr168HAgGOgMePH8/MzFDLQT5YKIJqxmIx8ilx0GVbnys6cNLLX1xc0NjybHO40GKjV4NwEQwGIY7hMHV0dCQIQnV1NfwgmUwWj8fR+QCTIo04PT1VqVTEIVBIotEo4lq73f7y5UuOTgqtyWRCWYgrns/nq6urq6+vv7i4QM3CbARrl1mWPT1YvUqlSiaTyC3o6jJFq3fONUk5J/zJzrJ0B/mtcbO0EIolVFhptpC+UlYUsUg/MJ/PZ0tSr0tnVqFoXSv9EIpoJBLJFV0OIDTli4bmYDM0ppFI5PDwEHlYMplEf0kjUihi42wrIQmSMwHGzlClVqvR3dIhAZnEYjFIAKzcwE7xbAKZ41GCt4EPBsr1dDoNaqVQKAg8Pj4+9vv9169fv7q6wsHGarViFQnsR8oKv51kuKEsWt2CpvK/vDMArZL7BIsVql06nYaGw5KOcY1nU6JqAzbw1NBts/amTGJiJY37EtIrcX+k0iixeCSQQMIqWMeWgrGiKFIIpTtEgvSpyvx2pV0dtwRHh/hf/st/gUtCXzM9Pf3xxx8/f/58cHBwa2srHo/fvn17YmIilUr19/cLgqBSqTit+H5QHR7sf/7P/3kkErl3757dbv/Vr37F0hgTg1QqFQqFrl27lslkMOCGOoF9ZUtLy+npKV6FPT09jPBcAM5BljcXFxfvvfceu0a8hCoqKoaGhg4ODt6+fXvr1i1Q+Lm5ucHBQQRh0WgUhwSVSjU4OMgrNxqNgiDgj3N1dbWzs3Pjxg2fz9fW1ra9vR2JRMxmM/wxs9kMqJLL5eDTklnR29tLOLMgCIgcKisriUNi0wCJP5PJYEyDloMnEEONQqHQ1dU1OTlpMpkODg7wIQLXAuuIxWI2m21mZgalYzwep7+rqakZHh5eXl4eHR1FycB4RCunVCpnZmZUKlV3d7dWq8X/s7u7m9slFArhNrewsOD3+2022/b29sjICHxxXNOy2azFYkEoxkyA/xbSTLPZTNXM5XLMvmq1emVlRaPRkLKp1WpxYWW3QYwDYOzIyMjp6anT6USxUFdXV1ZWZjQae3p6njx5QhBpIBAg3eX4+BjXeE5nyGIqlWp5eVkul+OHkMlk2tvbZ2dnaXp0Ot38/Dzb69HRUeo9iVfV1dXT09PXrl37y7/8y729PYfD8Zvf/OZHP/oRT8L09DSTmVwuR3DMZi4Wi83MzNAhVVdX2+32X/7ylz/5yU/+9//+37lczuFwALeQJQL/sLW19eXLl4IgtLW1pdPp1dXVq6sr7Omp1rW1tZeXlxAsyRFDWmo0GlnecJkoqJD4oXIw3ABKC4KAirRQKED5QXLOSU1ARDqdhsXDjFhXV0dBRUMiydVpfOmmzWYziGJlZSW88VAo1NraCop7dXXV2NiIL0xtbS1IbCgUkuTXvBi6Xskgl70U9Z47CmsYqLa5YoxlvigI4ZcSSox4Sitl6SlZ+KawpHQbymkoK1KKqDRCUb0noYtccbEYBEbFlf9J9ArfK1FRSgs2nwRvSKfTRqMRYlooFIIbT/khvr66unp7extnNOKHq6urib65vLx0OBw7OzsIzwBRkdVROw0Gw9HREXwxaGsw/8HV0M6ZTCaTyYTDIlnW4FiEKxArC9nw8vKyu7sbXy2IbFdXVyyYGChxjS8UCufn5yx3GCthLUhCW94iJjBmCYoZJxjbOmmOp3BSgRD48l2MgPl8nr5B6qVSqRTLMmUxG5WlOPQ3rjXVmj6S5owfKOlJuJ3yRfGlrMjxYTyl+6R8fgtgYGUrTdL8QdqDyoBP6+rqzGZzOp1+/PhxPp+vra2dmJjo6emxWq2vXr1yuVxDQ0PwR3Z3d+mG4ENXVFQ0NjbW1dW1tbXNzc3J5XKz2fyLX/yiqanpwYMHiUSCUPJQKETAQiAQAMWenJwENcIgOxQK4QGEj+ve3h60oL29vaqqKuZdvKlSqdTy8rLVar24uNDr9b/5zW+Oj48HBwfj8fjy8nIqlbJYLEgn19bWwOJtNpvRaCSV12QyLSwsEBnm9XrZ0GAFRyvU3t7e39+v0+lu3bp1eHi4t7cnZSyni47Pr169QmJRVVWFHp9IlvLycpfLJQhCIpFgq6FWq0EFe3t7b9y4QVSn0WhkauSsv3XrFp5HHIsnJyfAbuxrGRmdTufjx4/BJAHuv/76a4vF0t3dDe1NFMVEIhEIBAqFgs1m29nZmZycvLq6stlsr169Gh8fV6lU7NWYG5qbmxsbG9npnp6ewukQBKG7u5sbGip8S0vLwcEB0kw88zDWj0QiS0tLiURiaWnpxo0bYtEHy+fzabVaq9XKYHp0dNTY2KjT6cbGxsiYLC8v1+l09+/fh4FlsVhQdp6dneGujunBd7/73UQicXx8fHBwICXEzc/P9/b24mBJq4dhWzKZpNksFAo4ZsD3Ozk5uXXrlk6nOzg40Gq1L168WF1dpW380Y9+JPWPo6Ojjx8/LhQKAwMDrF5evnzJ+eL3+6enp8/OzgKBwNu3bwcHB+GcE5+5sLCQy+Wws9/a2tJqtc+fP49EIk1NTSsrK+vr60ajkZ0Czjigc/F4HBgDwh0LDlg8eJ1wFlxcXJSVlWE2i9cBxwcnPjJ5TnlYEpzsEFYZPbVarVarPT8/RxCs1+s5WYDI4EpI0jeVSnVwcIAi0GazZbNZRIGXl5cejwfCuVKpBL/BciEWi5H8QysAFEzRYkjlzKLDFkURX1YGNaGYBZ0vutxJFU46OvPfVHCW/kFCaIUSzo5UL4VvfvDmSFAt315KiM2ViDKlU14sYWYWiitY9tz5oqpPEARMp6PRaHd3N3zXy8vLlpYWvt1gMKAjgoxaUVFxcXEB1YAcJ51OR1wXqW0Gg4G1MbA2rgj19fXZbBZzLpVKtb6+DryEfj0ej9N1Ub1IxHO5XLSnLperrKyMaFsIusfHx4BSer0ex01EvdFolKQwYgwQpEk8IHiObA1YW7IyzBSj7rgnqZeFohs7BYw7H+wH2Ix3idLI+w/TWBKTMC+xl6Eb40LzY/FSYPSkGQUHpu9hjuTiSj0TjT5/pSwa05fyb3kZUCApuqWyKFbXymLIncxsNsOzxwzz3bt38/Pz+GF6vV6Ijj6f7927dxaLZXh4mK0PmBjiaL/fn8vlKM6opx0OR2Nj469//evbt2+j4u/s7Ozq6srlcvB6FAqF0Wjc3t4uFArDw8MAv4IgRKPRtra2Fy9e3L59W6fTwVuprKzs6enB2SAUCu3u7n700UdTU1MPHz5Uq9U/+MEPZDJZU1NTfX09S+zm5mak+o2NjWazeW5ujs4uGAxSD3K53I0bNyDCmM1mTlgI3MQ1BAKBo6OjnZ0ddgzLy8uxWGx+fh6WtsPhIIUnGAwuLy9vb2/TQGGiuLOzww2hUCgcDkcoFBoaGqK/m5qaQlDBbbqyssLC//nz50yZVqv17Ozszp07a2trSqUSPf7g4CDrvampqZWVFdhAzc3NCBtqampOT08JcorFYna7fWxsLB6PW63WO3fu6PX6xcVFqvv29rbBYLh7925FRYXb7dZqtTMzM06n0263B4NBpgSycwEDCoUCtnnYXR4fH+/u7qpUqpaWlvb2dr1e397eDryzs7ND/xiJRPR6PZFbhULB6/UCBOHDyfPw1VdfNTY2Tk5OBgIBmLpShcDfnzHuyy+/DIfDd+7cubq6IhCN8NeXL18CQvT29mKeyV9BIe7v78eCA9MljUYzPj4eDAa3trYwyG1qamptbeVm++STT37zm9+sra0JRaYPQZjEimm12mAw+MMf/jCdTlN1Ojo6jo+PGd8FQejr60OOFo1GX716FY1GaVNgmVZUVFitVkgD9fX1UPlZ8HCxQqEQRzADJRamEukGGZVarWYABVzlMeYcRx6AUygPMycatyhoP65DZWVlVVVVyGNkRSsWKJ0ou3K5HIcvEyrqMo42Vv4QGrmm0CClCyoIwsXFxfn5eSKRACKWuKlQsThz2SvTFgglXnQoBySaiVDiw06nL/7/4ftIBVX8pq+eVEelPxRKqLZ8C+ejBLGifJdKr1giXykUvWN4z9nLMp1I/wSS6/b2dlL8RFG0WCzoaLETicfjfBmG7AjMpCYjk8mwWY/H411dXUD3RPAiLnK5XEAvgUBgd3d3Z2fHZDIZjcbd3V3Yaog0uHxLS0vYgzNuOp1OfL8RXwmCsLCwUFNTE4/Hb926dXl56ff719fXq6qqWEZwbiMdzmQytbW1bLtReiD6KhQKoMdSCSkUVa1UtVQxn471NtCIovgB0pbP5/EVEopU+Wg0ym3Jv8KDIDHXGHP5JM9RKdtZuoWkipgrei+AJ/N6qJTcwAzEvHKJHCRRgvkCCUDma9iM/r9A7l/+5V8+fvyYbcr+/j5z+t27dxEatrW17e/vj4yMxGIxaV/Y1dWFETkoVk9PDxANZjRNTU39/f1ut7u/v39qauro6Ajbi7Ozs42NjcvLS4PBgGZ/f3/f6XQKgoBHosViqaqqOjk5wTkTeDOVSjU3NyOIxKnuxo0bxBaqVCpO/5s3b/L0QvNBIIhhGLjZ9evXsfLK5/MIWjjaNBoNAR0Wi2VxcdHpdBKw1dDQ0NbWdnl5yU4R0izWNmzRQa5ApeRy+dzcXHV1NcxSsjMbGxtBpzOZzHvvvZdMJgnIzGazDQ0NKysrJycn3/nOd16+fImkldfGrTk7O3vr1i2WmmSYtLS0vH79+sGDB3Nzc/39/dvb206nk8ghbLdaW1vx10XbSl/89u1b2oK2tra3b99KnS9cLcgCuVwOsWAmk9ne3k6n0+Xl5YgNjEaj2+2mL+bmRgQmga4cgmxnlcV4tZOTk0gk4nQ6cZy/f/8+N+vp6en+/j7EH51OhyUmS9mBgYH5+fmtra2Ojg66PN69SCRydHTU2tqK50NfX9/h4SF9w8DAADaqt2/fhnqDrTmTOrc4Fku09lBMW1tbXS4X27UHDx4QjFN62nLSwWk6Ozvr7u7W6XT/8A//wNuFrjccDmMFDK/B4/GEw+HR0VG2epyqq6urqNQBexF1yOVyzNCHh4c1Gs2bN28QVkLtwV29trYW6RSuQJgUcrZKGObl5SUTQC6XY3nJ+AgXgxMHXqtcLmcoBILDgU/CmrAjLhStRCE3oA9hLc3PAcanDQV/A7VDL8GxKIoibE8cJyicGo2mvLycS4x6D74GVYRgDb6SMyv/Tc2fVPPEEmWItIWVFSlCpV8jDQ1CUYonK2ESlRZR6eslcJgORvI15UNWlPAXSlI2xaJpMP/b399vsVgGBgYikQgcyWAwuLu7yx63uroaezKESQDXe3t71Gmj0Xh+fm6324k4tNvtS0tLHR0dvF380/hUeDweo9GoUCjI+sCTvVAokCpIkausrCTVOJPJ7O3tGQyGfD5P0qfP58PeRBTF3t5eGp1MJpNKpTDhSqfT8J/hnKfTaaj4eN3kcjkAHooidxoXTiqKfI0gCGAYhaIegXJOkjHwPsPi1dWVsphmSrsGxguQKd0zABWYYwDJwoWkpOWLhoj5IkdaqpesITgKskX/d6AOrp2012TPKpSA+dL9BqtAqrvSD1f09fUhJ+AV9/T0YPdD+7+ysiKXy/1+P16Xoig6HA5cCDAlODg4IFfL4/GMjo46HI7+/n6NRrO8vLy4uFhVVYU+hP6Ui7q6ujo0NIShDMNNXV2dQqEoLy9fWVlhL3h8fAznqLOzc39/H6PR+vr6ysrKN2/edHZ2tra2/upXv0KWND8/Tw3APgZrDBIqLBaLWq0m/m1/f99kMpE5AImc8ka2FOgZ1qYbGxsHBwdra2sPHz4Mh8OLi4uiKJKwg4HD9evXsfAoLy+XvOuWl5fx38EigD9ns1mCQrlaSqXyzZs3bW1txEqjH8AuPxAIwALFZaa3t/fg4IA4FLz/BUFobGwMh8PY5bDEghu8trZG5CzLEunxQJGJlNjhcLjd7hs3blxcXOzs7JSVlbW0tPDmI5lQKpUmkymdTtMtRSIRsqLINhFFEZxgb2/ParVGo1HAQw5onU7ncDjIg+PyAftHo1EAJaVSid+e2WzmMLVarS6Xa35+/uDgoK+vDyp8LpdDwnHv3r2DgwN8yWFux+NxGGqkyPX39yPc5m+VSuX6+np7e/vq6qrNZsNJoKysDL0vDgxLS0uBQKCrq4sYEGRw5O18/fXXjx49ku7M5ubm5ubmjY2NP/zhDwMDAycnJysrK8gZo9Eo4Mf4+DheCj09PWq1urq6moYPMRWqNb/fz1FeW1tbXl6OpRGO83K53GAwcOQVCgVioYLBoFTIC4UCfkYQOGFPACAz91D/aNilZlwo5lqnUqmKigqmSaA/MGf2/QqFoqKiglUTxm8cLkjgEQOgycaUmJOLH8vQsL+/D94I7xGQ/OrqCj2fdO5IxI2amhoYABJAyssG5BCK0C7H2bdQVllJSknpNCCWaEikGbSU2SFts0pLJh/5ohke4BurIgmdk36aNKeCnNNeME6xlVcqlVwmForIx+HSi6IIPwP9TyaTwYIDgTKGOA0NDeFwmDLDujGXy9XX119eXp6fn5tMJoVCgfE1oEUgEMDjlyobDof5dQwGg1Kp5JEBqLdYLBKogBALhEYmk21vbyP/xW0NEL6np2d/fx/mBPoZ1pn0W3C5OTPpoSm6zHy8mbRZ3B74oshkMloltj98OxOUZBiUz+fPzs4AS7BEkKZ/OLQQKgF16RRZvkrjYL5IiqZn5bpLN5hU1HkSuRu5mnyGtk8qlhyefJIaKbHDpJFatr6+HggEeE7C4TBvrkwmM5vNBoPh448/pubhp1VfX69QKLq7uyElLi8vs8yjqf/qq68WFxdXV1dDodBf/dVfffTRRzU1NXq93ufzXVxc4MofCoX0ev3y8rLRaGxtbYUAybsJ9B+Pxzc3NzmUM5nMmzdvZDLZ8+fP8aJbWlrCvBt36dPT01gshvb/ww8/HBoaOjw8ZHTe3d1taWlhrw53F9ksClmPx2O1Wk0mE+cUMj6z2QxSR4p6b2/v7u7u/Pw8C3/kkg6Ho7e3FwAEaTAjTiwWQyO/trZmMBja2tpY1L///vtkUDc3NyuVSqvVOjY2tr+/PzMzAxEGbl5fX193d3d/fz/715qaGogDMHFSqVRTU1MkEtne3q6pqQGFgE1648aN5ubmo6MjFO4wgWGC5PN5FCk7OzuJRGJ+fr6np2dhYYE5rLy8nCdzdnbWbrfj2rq0tARssLGxQc5fdXX11tYWSnmv1ysRSZLJpN1uhx0N3BSLxfr6+iKRyPT0NNg7/SmSoUwmwwJmZWUF9/mtrS3gCuzmeeUY5jHfcLsrlcrW1tY7d+6wVjcYDKenpxaLJZPJwESXy+VVVVUDAwM2my0QCKAQmJ2ddblcyWSSPc2rV6/A3uvq6tBQtrS0SGRpuqVf/vKXPT09UGfT6fTf/d3fLSws6PV6NDOEAGcymYcPH6pUKtbthULh1q1bgDQnJyfSsg2hUSqVikQi8Xgc3pMoioSYKhQKSK3YZgmCgIMoIJVGozk7Ozs+PgZ9JbcykUhgU1coFMrLy4Wio41YZLIg5GXzlM1msUcHMuVnBoNBGnyJzYg2gJNIOobgg2AjFYlEcAD2+Xw8ZfiCKRQK7HMxKoLoeHV1VVNTQ+VGQU/p4naFI6NWq5ke2I2JReaOtI8UiwtOeYnPgFTAxKJtkPS3wjeXnVI5LMVjpfJZeiZK384ETFfH4gqGiFRuC0WGCM1HpujfRtODXg6L/76+vr6+PqfTCfcYz8hMJuP3+4m4yGaz0hsLmba+vh6eF/ZyWq3W4/EcHBzQG6lUKuqlqhg/mUql7HY7F7S+vh6ipYTkV1VVIToicJApkKwSXMzMZnMgEABPYphjwjs7O6uqqlpaWkIkQ1tTWVmZSqWk2wNNgVSB8iWp4FwRCn8mk1Gr1WAbuPAAnJZiIXRsKE/ASyWhp0wm4xt581miA/JzS+fzefAATTEXLFdUK/FvQfeVOh5allxRbSKtz6UXli86I3LFuQFYysiKmX2FomUghV8URfG//tf/CkkVOSOgH/41uVzOYrHMzMwwmzPukPC+tbX1/vvvHxwcHB4eguLi8hyLxXp7e//1v/7Xf/zjHz0ez49//OO1tbXFxUUYqjS21BV+87KyslevXpFFvLa2ZrPZmOTGx8evX78eCoWwOS0UCu3t7SaT6Ysvvujo6MDQ4N27d3i3kp9lNptnZ2cNBoPdbt/Y2Dg8PKypqaGt29nZefjwYTab5WW8fPlyZGRkYmICxB/sl4uNhVhFRQU1EhdWNl75fP7atWtSAgkebNALh4eHEf0ATpKuR5cAkmaxWN68eTM8PDwzM9Pf37++vl5XV4eCk67CYDB4vd7m5maVSlVfX19dXf306VOtVnvt2jWZTLa/v48imCTbwcHBZ8+e6XS67u5uhCLEkWK3gV8u7HZMw/FPICfLbrdDXLq8vPT5fLREJLR0dHTgDwJGPT09PTo6urm5SXdMWhlrM56Bw8PDsrIy5KpVVVXo99VqtcPhmJyclBZ1iNhOT0/tdrvRaPR4PFBq+/r63G53MBjEKoETeXp6+vj4+MMPP/zyyy/7+/tZNPIAQPLq7OzUarWzs7OZTMbpdFLS+BVGRkbS6TSnFZYrU1NTLGJReSOL+vjjjyORyIMHDy4vL9+9e8ckjaXLb3/72x/+8IcejwdI1uv1Tk9Pd3Z2/tM//ZPT6URQy6LI7/cjJcKKCFBOWtdhFaJQKHDPl/gdLS0tKysrTU1NWDYi+DMYDCQLgZWRqsjBDeODYhwKhQDc6ME5PjjaOBQkoiPz3OnpqSSJQ5CN1gWFONUaQzUGTU5tfgLiXavVylqou7s7m83G4/FQKASSAde6qqqKQoLcU6PRBAKBhoYGxiOpzYfdrVarI5EICHCy+CEIAh40YnGLmS2ajgolCG3p4CgvCvKEEh6QtICUBlOhRHYpfnPNyc+E98EXwLqqrKwMhUJ4/ev1eg5Ngg6llyQIAhXLarVCkpcGjEKhwKrFYrHMzc1xy+n1+oODA4PBUFNTc3BwcHZ2BuMaJiCcT7TjMF9A74gfUCgUEHGxKWAAKo1wUCgUZCyyLCT2h7MarTaKMohCNpttfX0d/y+TyRSNRldXV9va2nguCLAymUzLy8vE1LAdU6lUrE5lRftMZP1ikcjDPUZR12q1JAfk8/nq6mrKGzhfeXk5jB42KbylrAmglNLzcQNUVFSwvIQdCY8B3aRU0rjcVH0aGglNLZTkuEmdpViStCrdNtKNxx3FflQoEqrFogpFut9AQZRKpcLpdNbX129ubrJ2IgUsGAxaLJbV1dXV1dU7d+6Mj4/fvn17dnaWSnt8fPzo0SMOOJpWliKhUGh4eHhwcHBtbc3n8z18+BAwgf4FFBEfTjK5GP6I8To4ODAajfF4vLOz8/Xr1y6X6927d++9957f7zeZTHRP+Kn6fD7MzB4/fsz5EggERkZGZDLZ48ePMYLJZrNYKBwdHV2/fr2srIzoZtr89vZ2qcXY3d3FpO3q6qqtrQ0FwsnJCaRWnU63t7dXKBR6e3vz+fzk5KRcLh8ZGdnc3Jybm3v06NHc3BxpjjyKjC/19fW7u7u0LVtbW7dv33769CkYxcOHD6empqhAVquVe/369evhcPjhw4cIN5eWljo7O2UyGR06mRtsF/b29tgI0rVxxJyfn1ut1sXFRcKEq6qq2tvbj46OaLorKio2NzftdvvKysqNGzcIigFYk8lkZGhLN5nZbIacgpr28vIS93xot1iNkHX89u1b/GmVSmVVVZXb7ca/VBTFnZ0dq9VaKBRisVhHR8fe3h4hoMvLy/whFoshC7bb7Xfv3o1EIuFw+MWLF21tbS6XCwXL3bt35+fnm5qaINyzdCHhxOv1VlVVIbXe29sjJhrCLaBifX09mmDacK/XC8WakVcURTRU5eXlOOoRLXd0dPTDH/6QZOl8Pv/kyROLxULrA+TOKj0Wi01MTAA57u7uYrtDCWFuSCQSaL1lMhnTmCAI1dXVoiiur69TQVGjEoHJCoqvIXSIYeXq6orjlUsvnU2yIoUV6jyYgTRbiEVOIEAi3wiKA5AFBMLPkRW5hVJvTo8YDodx72MNvLq6iiEiaFuhUABglBQOrKxYGAM7MQEkk0kqa01NTaIYsZnNZhEelJeX05Uya0rbzdJxMF/MrC7dRwolQpTCN7PApEVmKU4rHaOl3yWheYVi+hWkCmRmuVyuurqaGBOsDZPJJA0B4CccurKysrm5ue7ubpqAjo4OKNx2uz2Xy0mbnUQiEQqFnE6n5MlOMF8ul2PiBJ/EH4pifH5+3tTUFAgEGDpramp8Pl9VVRU7v6qqKuyj6ZwkMyn26PQogUAADdLR0VFLSwsWZjC8AoHA4eGh2Wze3t7GyAU4kEwO+t1MJgMWqtFopHUmlZs7kJLJ9aJ2UsNwiWIlTx9fKBR4A3nnmUeBr5EUcmcCZpSXlwMIV1RUsImnEuNPxPMrYaqcsdIoKdGz89/U4+ZK5JuyEk2RUGLiLytyiAAehCKVVxRF3g2qJjewbG5uDgbEgwcPUqkUymWz2fzHP/6xo6MDQ1Sj0bi6uqpSqaqrqy0WS2trK6svMFs6ndraWjTOLKt/+tOftrS0TE1N8QT29/dDSkylUvxAlGcQI4HvgTUAIbVaLUzu5uZmepBCobC6uqrRaJqamoDXtFrt4eGhzWaDNra+vo41fEdHB6mt165dGxgYWF1dhZ8JyZ6tst/vR2zT2Nh4584dnNsODg46OzvJVmSpPj09zZDBa1OpVGazWRRFstE5NJubm7u6uhi/XC4Xph4sCVj44S3A3SmTyWw229HREbI5mUzW09NzdHS0vr6O3r+2tlaSTEjEWr/fPzAw0NTUxK73008/pZHkxgIhvLy8REXD6E/iTz6fh6u5urpKeBn2TEBA0LhgbOp0OnaKx8fHjY2NhUKBd4BpgEnXaDSGQqF3797xC7a1tR0eHgaDwe3tbcKlZTJZIBBAssLMNzMz4/f7m5ubsegbHh7mF/zd734nl8sRMlZXV29ubrLbI85lcnJycXEREAkgGosJUP3r16/fvXuXKU0ulxP+zGBNz1dbWzs6Orq8vKxQKPr7+7mR5HL5w4cPmbfYeTx9+vTzzz+fmZm5uLi4f/9+Pp9//vx5LBb7P//n/8hksp/85CcvXryYm5tbXV2trKx0uVzBYBBMwmQy1dbW0nSjVQ2Hw0Ru1dTU8Ciih0FjCvFvc3OTMX1zcxPPoLKyMqRBsVgM4TJO9MwQXDgarFzRYBpvHTpx6RBhtib6jXOKbpIDN1f0wVEXA4/ApTOZDLZEpYTSVCoFf55OHxIAEm08rWKx2PHxMfQxKE4sC9ARstmSFf3Q6fYwYUCNzTHEoocKLbH/JeSTU1iq/f+f6KuE1koHXylkLSsaJpTSiwrfpNpyaQD0sCoEb+jr60OuzbrK6XQ6HI729vb//J//8/e+970/+7M/Gx0dpT/m58Bcwyj79evXdXV1e3t7iIltNltFRcXh4SGROFgK+P3+xsZG1oQ4+LOcJs8gHA5jLYlLANMPWXJwNXid29vbOp0OfgbX+uDgALgrkUjQL7pcLrvdnk6nIQnKZDK9Xk+hbWxs7Ovru7i46Ovro/oiTLfb7U6nk/oNHCUFgkr+joUij5qZTFEUO0JxgB1GW0B+HCYzlElapXw+D24MlELlA8WUy+V4RzOVUobpEdnCCiV03FzxQ5ovAWNlxQ9FMY5GImNLt5N0i4olceildFnpa6Rhml9BLper1WrF8PDw1dUVDY7X683n869evbLb7eT0YuZbVVXFienz+dRqNWJKuVwOIJlMJuPxuGRl8H//7/99/Pjx6Ojob3/7W+y1ADqAdoF6wDCvXbuWz+f5Xw5lm83GiYAXD51Ie3u7IAh003a7fWtra3BwsLe3d3p6uqenBzWky+WKRCKZTIZcLb/fX1tbK8WQbW9v2+32iYmJGzduzM3NwfC8ffv227dv4Wi0t7c/efLEZDLh4cdWtaGhgWNIq9XiWkDDhesQS7V0Ou1yuVZWVmD0rK2tYY7FIiqZTNIQKJXKk5MTiRWcy+V2d3f7+vog2RINncvlTCbTycnJ8PCw3+9HDVJZWen1ejUazbt375BC9/f3z87Oovw5Pz93u93d3d2iKHZ0dFCVFxcXQWCy2ez8/Dy+vru7u9PT02VlZTinNzc3sxThtigrK/N6vdQzfGrS6bRerycuO5/P9/f3w9+DZO/xeLCuJVTLarXm8/mqqiqFQnF6esrOwGg0AmuzGyDBGIyXqGS1Wr2xscEq4vT0FEGhIAi47WCDsLGx8fDhQ4/HwyoIc39c3zB2GBgYAF/N5XJYKORyuZWVFTB8mOsIs3AxNBqN4+Pjw8PDT58+ffz4MU/+yMiIIAg3btwQBAGN7/j4eDwev3v37m9+8xsCzIFYabGPj48JTXO5XMStV1RUrKysNDc3E3JOUjfwOBTKUCgEfuV2u2npcJ1lZwGhcXd3VxTF8/NzlqAAYlKflyoGU7CPgYhAD05iFDxb6hNcJOAsUFzecEjv/DRRFGHxSDMcSyC5XM4ujTNxe3u7ubmZ3p9hEZSCVahE0IXAcnFxAVCGshNEkekqVxSnCUUCKoOmrCTsVxouxaLzWSmvR1pMcnCXTqIUMFmJgvNbs2kpcss/BBgAYBOPx41GI1lMQF9QxyGjPn782OPxVFdX+/1+hULR2NhoNBrfvn2L1VcwGDw+Pr5z5w7GIGysqfqsjdmJsICnk8DcTqFQLC0tgWSWlZXhTqpWq5eXl5ubm8FOSEmiKDqdTo/HAx3GbDaj5yYMHPdKi8USiUSwbMXlFZlyfX29z+dTKpV+v58qazAY3G53Pp+nRDFDX1xcRCIR1GXg/PBFJEdZCdBmcZgrOr7SdsOaZgNKu8acCp2VEZkfVToy8m/hbcTGHVY5cyqohtQaCoLAzUwTAKgrLVb5dmbBQgkTW9JllrZfvHjpx3JnsmeVbmCp3OaKESi8A6lUSvy7v/u758+fW61WYhwKhQLcQiJ+QFBNJhMxCJubmzdv3kSAMTc3JxS1MjCJYFW4XK579+7Nzc01NTW1tbX9wz/8g0ql2tnZqays7Ojo0Gg0MzMz0D3S6TSJ1jQOgAxutzuXyw0PD19cXExMTNjt9sHBQYZU7kifz2exWPb39+/du/f06dNHjx5Fo9EXL1709/cfHBx0d3ejskC+BjgMLRb4Ed398fExmemRSIRJbn9/H3u87u7uaDQKJkx2GFI/tgtAaslk0uFwYARqsVgAaUdGRg4ODlwuF1qrrq6uYDA4MDCws7NTX1+fK7pKarVaILjT09P5+XkYkrCKjo6ORkdHKyoqpqamMAJl8RAIBHp7e8/PzyH319XVbW5uMilipr++vk5fxv2H8lqhUOALEQwG6WQTiYTRaJyYmGhtbT07OyPvhUPc4XCQTmo0GsvKyg4ODkZGRqampqB6uVwuk8k0NzcXj8e7u7svLy8FQdjf3wcBFkWxvb2drA+AylAo1NbWxqZHMqodGxujQK6vr7tcrs7OTu6BpqamN2/eJBKJe/fukavV0dGBXUNZWRm83EKhgIc4vera2trY2BhCRjaLaPmdTufW1hZbUq1Wu729fXV1devWrePjY+aetbU1jUbjcDhMJhPz2YMHD9AJYM9Ea8WjNT8/n0wmf/Ob3/T29mKPDE+BjoT0kmw2K2WTkeQF2wLUSxAEdmbgUY2NjZgPHB0dsY5CugcbDuoW23EW2JBUYdxISx16dk5hqgLfni/S6FkgYeMpCAKOGTKZDFg7nU7DV0eUKenHhRKTAWZcvV4viuKNGzdkMhkrcPhcGL4Eg0EqKE890xveWFVVVeDSuBpR1JPJJEtZUDjSoMRiQlaqaGIuDY6lfJPSXVQpyCYUl5f5om2C8E1+UL6EdiuUcHHFohqB0qhQKOrq6vr7+8lPVhYNq8kn0Gg077333snJCfiNy+ViLYJHj06nUyqVbDRmZ2dJjAgEAuFwmNx7GkrcYplrDw4O6uvracHlcrndbvf7/fgeYDtQVVVFDO36+jpDSywWw58PJppara6vrydBxW63Hx0doSMSRbG7u5tiyRurVquZiHj8JYMejqNAIPDxxx+/evWKa4fHiERBwqC4vLwcuhlvF+nWoKyUPeaKfD4Pykh/yUKE3x0vQFbavMPYitEB4HIsL/r7sLCn7YC8CYDB1JTP55mDAU4pHGKREwfqLs2L0l3EJ6UVpoQ3iEXJCjWYtV2haCeSz+ep3xISQ03N5/Oy6upqxLnosjs6OsbGxgYGBm7cuEGmTFVV1ZMnT169eoXOb3Z2NhaL7e/vOxwOooiIDcHeyWq1trS0wJlWqVSfffaZXq9Hn5dKpWDn19XVFQqF27dvDw8Pz83Nud3u7e1thJJcPKfTCZfv8ePHw8PD6XQ6HA63tbV1d3cvLi6Ojo4Gg8F/9a/+1fPnz7u7u1++fKlWq6Hj5vP5jY2N3t5ep9N5fHzc2tqKHxvauOXlZb1eD7CsVCpJ4Y7FYjdv3tzc3NRoNKSsZLPZlpaWtbW1169fl5WVSf7UTDkejwe31WAw2NnZWV5ejojQarXOzMyUlZX5/X7I+oeHhxaL5Y9//CP4OFMFZ8309PTh4eHS0pLFYqHK1tTUWK1Wp9O5t7eXz+cRDqrVami9jBT4gNfX1+fzeZvN9sUXX1RUVAwODp6dnY2NjXV0dODw0NvbS9abQqFYW1sDyYQbDBgCO4axwGg0NjU1OZ3O8/Pzjo4OLpZMJmtubqa/ttlsYBTYzOJGi2sMCsjW1lbEKs3NzbjEpVIpo9FIwCdqM8JYEIeRP8PrZ6KdnZ3t6OhAxkrSDgcfj/Hdu3e9Xq/ZbF5bW4vH40yB165d29nZASFk/Xx4eJjJZAiomZ6ejkQi+Xz+7t27DodjYmICTpZMJnv06NGtW7dqamr+4i/+gt0+KwmST/b39ymZ0Ovn5uaeP3+ez+cjkQjyUNgiHo8He1WdTid5+1E5EFckk0l8doDRaMYzmUw0GkVOarFY8DwSBIEeC0YrEBM64Hw+L7kEMNiVl5eTaA9XVqPRwO6hFnJwoP1gIUQPDruV1p4WWyLlSieOWEJPBf5iHMRpyOPx1NXVBQKB/x9b/xXcaHqm98Pvi8wMEgBBAiDBAIABzLG7yW52mu7JmpE0WmuTy6t1lb0Hq7JrfeSq9ZGPfOCy98B2yeu/rV3JCqMwSdPTiZ2Ycw4gARAACTCABBNIIn4HP+MtSPv1gaqn1U2CwPM+931f9xX0en1VVZVED+Gv0e+fn59TDgsLC0GJ4cMnEolwOAw0R+vJK8/Pz+eLS6NnOsu7QCp+0pQjywQ2ZQ8N0viYfQNKJVNa8WaXUukXBYyHWiaToZRgc3x6eorhMBm3sVgMKW0ikfjoo494MHNyciKRCJb99P2jo6MGg6GiooKRi/zR7e1tmUyGVhvRlLSAjMfjGo0GJTfZnJSH4+NjftLDw0Or1Ur1SqfTrD+Xl5dramqMRuPV1ZXVaq2urvZ6vRaLhZlEFMW9vT0As5KSEr1eDwaGgiuRSIATLC0tzc3NXV5e9vT0uFwufGgLCwthy2Oiy2ZdLpejPgDETiQSZrOZ1p8PEZE910J+fn5+fr7BYIhGo7wk5J4oyIuLi1lM8Bf4Q/4c9JX+A0sW+mxakHgmBJshFayYkglWLJPJOP90ThS5dEYvRMmkg6RpSGV5/SszkTuUTIwsODlsamHtJDO2Qf9va761tRUIBDo7O8Ef8Bo+OjqanZ199913sQIQBOH+/fvMagywdXV1q6ur6XS6sLAQWKCnp8dgMHi9Xq4nbsn29nZIjD09PWazeXp6mlyRs7MzKlZ/fz/OW8lkUq/Xj46O2u12jUazvLwMPTIcDm9tbYmiCLe+vLx8aGjIaDR++umnH374IUGsT58+LSsrw2aaqY7hHcS4traWw+p0OhFUnZ+fWywW3q90Oj09PZ1KpSwWC/c+HevZ2dnbb79N/sbKysrQ0NDo6CifCmstFvhKpRLRek1NDXRccgYYZebm5nD/YXlmtVo1Gg26lHg8jn5xbGyMWEpWGg6Hg3PW1NRksVjGx8fxi2DjePv27dPT0/X1dZSXrKBUKtX4+LjX65X853Z2duAOELMA8xOBKc5HxEdzZayvr4+Pj19eXhIRGgwGj4+PKd6pVApAf2ZmxmazXVxc1NfX5+TktLa2jo+PNzU1KZVKaPeRSIS9rLSrX19fb2pq4s2n36L8WCwWsrpu3LjBooJ9OZKyjY2N7e1tbF1B5kOhECkiNTU1JSUlLS0t6SxHj5ycnIuLC1JLd3Z2/H4/wyIbo5GREXpBbkY+7lAo1N3dvbS09ODBAyIXYPkKguByuX75y1/+7ne/Y1QyGo1OpxMfKJlMtre3V1pairm8RqPZ3NxESYXhFEI6lp1KpRKXf6auRCLBh1tSUmIymYLBICQv+n29Xg+aytObn59PRgqePlAxaZXwByBKlpEXCJdBjXdDJpPBSKJO897S8sN/BjMHLYffId0FyYzlGLcM5iTRaNRsNgsZSajP59vc3GQdBRMSbUkqlQK/BT1OpVKlpaXsdySmIsgh+1SaSCGjD5EIQVJdFLN+ZSOEUqWU6msqS1WZynKgFX5fGiHPhEOJGfu9i0yI4+Xl5d7eHhJzr9fLRlOtVuMjeOfOnUAgEI1Gb9y4AUmCA5BKpebn50tKSubn59PpNIKlxcXFjY0NUISVlRWAJZYOBoOB1hwYnCgkoGDEJ2Im1ubk5KS8vJzGFD5tSUlJUVERfHgWT7CxdnZ2KisrfT4f2QCtra06nS4YDALtHh4eFhcX+3y+yclJMgOQHSOV5k7m70cz2easn3NyclBSqVQqo9FYUFBgNBplMhn7HcjwTU1NYIcAIVVVVQaDAeAK0nVZWRkhg6C4FDamVQ4YDQRnmP0uzDu6K8J5qNwc5lQmdQTHK6omy/h0lg1FOqPjFDPx1NkUMwgBHCrWomIWSxZaK+Mm/4ryx9IEQm86nRb/6q/+KpFIdHV1HR4e0gWIooh7ztnZWXV1NRZ38Xi8ra3tzZs3d+/e5dBjXoNb/+zsLMb8fNjvvvvu+fk5sNuHH374+vXrmZmZsrIy7hcm1MXFxZqamqKiouXl5ZaWFjaR1dXVMzMzqADHx8e7u7vn5+fv3LlDiCCpcn6///r165FIZHJyklAts9m8sLAQDAYhbS4tLXV2dkajUeiac3Nz9+/fD4VCp6enfr//zp07o6OjzHPXrl1DL4w3h1qtLi0txaiF92F9fb2trQ0DVe4yLB/T6TRVB1leR0eHx+PBu/z4+PjOnTvMlCcnJ42NjXjnWq3WpaUlyuHo6KjD4cAiq6enh5wBeDTXrl1bX1/HHLinpweaYl5e3vb2dl1dHW696XQ6HA6Dsq6srDQ0NBBVfXZ2hvf90tISydihUMhutwNBB4NBPFQZqWn6IGqy9OUB3tvbo6vF+H52dpbnub29nd0h7wYiZaYcVBP0TEiqDw4OsPYgWAa7Z6vVSthyXV0d8tPV1VXi7CkqJycnjMU6nW5sbAwnwkAgUFlZub6+zquanZ2tqKjAt1NyJlNmfh0cHNTW1lZXV09OTtLDJhIJg8GwtLSUSCSgAefm5l67dk2v19+8eRMnuUAg0NfXNzo6WOhdXAABAABJREFU2tbW9uTJk/fee29wcPDevXv/7b/9N24TXLm3t7cXFhYsFovH48Ht8/LyEhkZNDHkAdggkBMAdQhyIEmHJC8iHmVWA1qHzQ82iByIKw/ZBr0pJYSpKJFIcHT58VmJ0UEzCDI1MoByj4AvYUVEqRCyIh1SGaG6mIlc1mq1gN4AFaw2WV3H43FJv88aCfxNurzS6TS+MNR7hGGpVIoLHS6MKIpnZ2cgdYlMUImEpmYDreks3mw27CbLosVKf0Gam1MZmYrw+0tNvqCYSS+RqMiXl5ew5ECbc3NzGxoaiouLOzo6kslkbW0t7leMjzk5OY8ePYJGvry8XFFREQqFWlpaaFyAndBK8ZVx2Uyn07x1drudcwLnhQ+amlpXV8eHy46JtTE1vrS0FAaAKIp1dXWCIKysrOj1+vLy8p2dHbPZTP0rLi42GAwej6eqqmptba20tBSv7JKSEofDIZfLFxcXecBv3Lixs7NTVlY2OzvLvIEhLRJPQRAuLi4QHeCLmUwma2pq8Pqoqqo6PT0tKCjIzc0NhUK0ApwQ1PmiKEI8LCoqgrx9cHAAy5phDPdsaRBUZnJUYA+l02n4ukCy2dxdPtxkxuVOgl7FjC+BZJKVzvol+UeKmR15MiOnpM2iKNKO8+wwmwqCQC9Iv55KpWSdnZ3sOQ4ODtbX100mE11wTU3NvXv30un0ysoKfQFEiY2Njfn5eVoGNk/j4+MWi2V7e1ulUq2srJSXlz958oQPqbe3d3Z2lo+nurra5XKBWTMXcom0trYODQ3J5fJAIPCb3/wGTtfz58/B6w0Gw/z8PNzCV69eTU5O7uzs8L7YbLa1tTXW+Hg5iqJ4dXVFikgymRwaGoJAMT4+ThMNnQ8MCujs9PSU++vhw4dwSQoLC9kLBoNBp9M5NzcHKghlgJDF1dVVJPO3b9+mEwfJsVqtJpPJ7XYz09y4cWN2dhbZ+NHRUU9Pj8fj4S06PDzc29traGigs1tfXzebzeR+GI3G2trae/fupVKp0dFRMplhEiGuyM/Pb2hoePToER3669ev0+l0XV0dWe0LCwv19fXotG7fvn15eWm32+FbtbW1yWQyEGyEaFNTUzqdbnZ21mAwxGKx/f394uJi4oRwNqivr6+srCTQirxSEp5TqZTX602n01tbW7OzsxDNicaF72C1WrlKSktLm5qa5HI5MSYWi2Vzc/Pw8NDv96MAQYpwenpKsIPL5Xr58mVnZ+fu7u75+fn29rbX6728vIQHS+0BFMVKApULsnoAc2qAUqksLy93u93wZslLun79+tHR0dzcXEFBAalwVqu1r68PbUA6E791cnLy+eeff/jhhx999FFtbW1BQcE333xzenrKVjIQCOBRwAhLpQ+FQrm5uZJtWEFBAbsrigc7JM42OjyCpSBDoXVjW8NxgsQB3ApHl1sDSiGjEhwHnnBQXOof2BdKO0XG6ppiAAJMyyhkeKfcL8qM0zrIKjd1UVER95HX62V65k3gPmK6BbnKy8tDRMgtU1xczM/OVSVmVBYwVtibUpul6iVtLimi0mUnTY38+OksSyCprMozvgfS5Ap2xzzNiMO348fnB+e+ljR/giDgNiCKIoPa0NDQmzdvXr58SSQIiiyFQuHxeCKRSFFREbYV/f39LERYNIIwITK5uLhYXl7mwPOB8pJ2dnYYtT0eD/gEFEK5XH52dnZ0dITmhOABlUqFz3YwGLTZbLW1tYWFhYRo6nS68vLyra2tkpISpVJZVFREm+j1eq1W69HRUWlpqUajobeuqakBjKHaQSlqb2/HjYRY3IKCAraD8IxsNltHR4fP5+Ni1Ov1Ozs7NpsNQacgCAaDwWAwEHzb3NwMjGEymWCMV1ZWOhwOTMTYMkhsW1Bx4Ae84aRxE24R5ZDtGM0rz7UqEw2LwZZ0KlhMipncTXlGLgwZUxKNSD0ZL4Cekg+F7wLJnDUq6+F4RgadytggiH/9139NZsWzZ8/YPWAcA9rQ09OTTqeXl5f5vGnPsQWZm5ujlX716lVbW9vs7GxdXR2CNh6hP/mTP/niiy8Q3BwfH+PQX1VVRbrQ4uLi1dUVFHaz2QzjNBQKcX3X19cXFhZubGzU1NQUFxc/evSIlHOHw5GTk/Ps2bN0Ol1RUYF0AeKiTqcjZHFzczMWi6EqmZ2dNZlMLFNh/NvtdrBlrI0ZEZxO55s3bywWC8pulUq1urq6t7d39+7d0dFRFAKtra3Pnz+Hb0nfsbS0BIoCqnxycrK2tnbr1q2VlRUc6XAPgcqEmZ/RaIS4a7PZ0uk0zkTcm6urq7du3VpeXj4/P7fb7ZjYHR0dvffee2tra9A1IUzyXplMJr1ev7y83NjYGAqF9Hr9wsKCw+GAcwF1izqhVqs3NzexUBgbG0NVSTNRW1vr8XjIuAAMAZbBZ4u9GiM19gKEWLHhB5nX6XSYhmNNMjU1VVdXt7Ky0tvbi3h0a2srHo9jfU5vCKJYU1NjMpmYjOPxeG9v79zcHKQVFA7YrLOERmXEtpuYiEgkQnND3z0yMsLXFEURV2FM/EkTLCsrW19fx0IoGAx2dnYmEgmHw6FSqfCaFwSBIqrVap88efLWW2/t7+8PDQ1dXl7evXv3iy++2N3dbWho+PWvf93e3g7wy6CpVCrxagee3djYqK2t5cUjcmW04srA3Pj169dwjKFE0kdS8pH9AclADEGsAhsTaaaYodfyYLN1hkPBYwtihkUtMhugEf4acz8XQSLjWyZRCim3oFhIWWCS4zmMlpGWn7Uor4RBFqFbOp2+urpikazRaNALhUIhhUKBdwRlgJn48vLy8PBQwmDTWURNaSAQf59Jmy22y15hZkO4QsYwj56M0879KAG2EhwtdRWMNYDYsox6TxTFqqoqnU7HHNnY2Ai3YG5uzul0Dg8Pw3/u6Oigm9TpdAaDweVySXm0xH3Q50kCKihsrM1SqVRFRcXZ2Vl5efnm5ibSKQbfy8tLKL4mk4lHQC6XM6HCddfpdKIonp6eptNpi8UCOZ+9ZigUEkURwJ9kN/6t0WhkyMnPz0fGjRG3IAhzc3NLS0uQy4xGoyiKuH6STA4GiX8ImhbJ1p/NPTwgzMxZK7BBB4vyer0geUxlqVSKxTZlUhCESCTC4ZSoQMqMJzDMKVAWxAsgIqIoUuM5P7RKMHqklovDmc4QgqTxlOeCsTW7gYOXGo1GkasqMpa2aK/Z1Mr6+vpcLtfCwkJzczPBRkjEeGZwYqPHb29vX1lZwWNsf38/JyfHYrEMDg7euXMH1QcZgWdnZ319fe+//z4qhe9///sgPIIglJaWosUsKiqqr6+32Ww1NTW7u7v0MjKZ7N69e5eXl21tbVNTUx6PZ29vLxAIfPrppxaLZWVlBVXi559/fvv2ba45eP+3bt1CMpWTk8O+jfys7e3txsZGdMc+n6+zs1Oj0eh0up6eHovFUlZW1tDQIAhCQ0NDLBZra2szGo2vXr26urpaXl5GzHR4eBiLxSKRSGdn58LCAs6uExMT0AKhXVy/fh3t18rKCjAOMS+xWGxra+vZs2dEcY2PjycSicnJSc40HT3tLQcadXBTU1Nvb29ubi4RMcRlEKHQ2trKFc9gHYvFiMEbGxsLBoPDw8NsVeHd5eXl4fd0fn5OQ7O0tHRwcIDLj5BlWoZ9PGuzZDJJJuXu7i4bXJVKdXZ2Rp4oDy28VlYp2B8eHBzodLpAIIAj8fb2Nuq0oqIiYF6z2czIm5eXV11dff/+/crKSq1WOzExcXV1lZeX19jYyLVltVpxPGbFrlAocCHe29uDaKPRaKhGWE2hooFoRsMkl8tRBezv7w8ODgLXk0f47rvvrq6uXrt2rbi4+NatW6lUCirTmzdvuO/W1tYEQXjrrbcEQXjx4sVHH32EReeHH36Yk5Pz4sULHrbe3t6dnR1GWKwlmU4UCoXT6Tw+Pr59+/bW1tZ3v/tdUirz8/MfPnzY1NRUUVFRUFDw7rvvlpeXc+XBfeAmAlZCZgd4wAYdLR1rJ4ghEh0f8iH3L8WSrSQgCowBiqIiE34ky5L/81SyvEHNiemdUqmErYP+Cr2Ew+Gg6PJ34BnRnlNQqeIssRgNgeCUSiX1Ejyc4yfLsv2U9lUcyOwtlISmSkOkPJMVnI3cpjLywXRGfipkPECkizKVRcqVyifjOO9hduUG8eYvb21tLSwszMzMFBQUJBIJv9/v8/muXbs2PT0tk8lwUsO5qb293eFwFBQUaDQa7DYJRMKTy26389rS6TSVjP7YbrfTJ9Fbn5+f43K6u7uLOUBTUxOuCIConDSv18uyBjAZjQMGI3TwdrtdLpcfHBzo9XpM1qA3y2SyYDCo0WhUKtXh4WFzc3NnZ+f29jY5BDAQIc2mUimbzWY0Gt1uN20WrQOIy+HhYSqVMpvNNpuNBSfeC7W1tTk5OV1dXeXl5ScnJzQiFxcXbW1t0WgU0yXgluPj4/39/UQigbQBcIICAVQrOS9SQSmc0CYo7VwU1GwOnrRu4JcsY57HeUhkEtHBXdIZ/QzrdglBkdJ7eN6p4rCUmSsUOEy63e7y8nK6CaBXgrpycnJqamp2dnb6+vrevHljtVr39/ddLldHR8fh4eHx8bHNZvP5fOQqT05OFhYW9vT08Eh7PB4h47FZU1Pj8/n29vaItRoZGenr64Nmcv/+/efPn2Ofxj7V6/XiiL22tmYymdgjiqLY2Ng4Njb2wQcfJBIJu93e3Ny8trYWj8enpqa6u7sDgcDZ2VltbS2OaPQjQ0NDt2/fHh0dLS8vn5iYaG5uXl9f547DwQCFKG7mGHNAaiDTDoiyuLgYOgCvIRwOj42N9fb2hkKhmpoaxKDT09NosMASIVgtLi7abDaHw7GwsFBVVZVIJOAE7e/vw1Dd3d11u91NTU1qtdpisYyOjl67dg2/e95/+ozr16+nUqlQKITBNMvFxsZGURRfv34NHjA7Oyu125CqlEol3jostOF37O7u0hXGYjGz2RyLxXj3mFndbndhYWEoFCLJVqfTnZ6eokjLycnx+Xxms5kkW8TdXNbsF8vKyra2tvBUAnaORCK4iGFvxAibSqVY9hgMhsbGxrm5OZAG0Htso5mrEF2Q0yKTybD+X19fr66urqioCAQC9fX1o6Oj7HqTyWRFRYXT6aS5Acanp4lEIo2NjfQxra2tX331VUtLy9jYGKnUw8PDRqMRz7n8/Hy3241vO3SVu3fv/vKXvwQMhzR7cnKCVw5X9ubmZl1dXVlZGahUb2/v2NjY9vb2vXv35ufnu7q6ZDJZcXHx3t7e3/zN3ywuLmKkp9PpnE5nXl7e48ePW1tb9Xp9OBz2er09PT3Ly8tQqA4ODoiBk1Y+zA1URwTT8C2BH1GA0Cfxs0tMxePjY24iKgdvBVcACCrfAiknIkvODIZw3E3sWaPR6O7uLvhwbm4uvptqtRrlD7cPGiHqq5CRbJlMJqZqLiz2uBJkKu0mpZ1lNgArIbQSaUgqpdm1VswyjxUyrFpJRJ8N7dKj8y5JSgaprMozahZ5RtsD8Abp7+HDhyMjI3q9vqysbHJyMp1O+3y+GzduBAIBuVwej8cXFxcxzWY6AT/zeDz19fW4u5yfnzudztPTU4YBtVpdVlZWXl6+srJiMBhowhhd6B5cLhf7tsbGRsB8eLNAQeSCJZPJcDiMSCGdTlMd4TBjyED3gNxOLpdvbm5ub2/fvn07FAoNDw/39vaiQcDTv76+PhQKlZeXU1rUanVHR8fy8rLFYqmtrZWU0EajEaahwWDgxQwMDMzPzzc2NqrVatgbXq8XeR7yTfh3NGpg9VCrAGPxj8zNZJFyUYuiWFxcjE4Jmlsq41KbzuzRGSilplACEjgJsUxeWCqV4sBL4ylVFgiXBpc+nh+QZ01SHkOOy83NlcEgxVs8Ly/PbrfX1tbCKu7o6JiYmLDb7f39/ThMrq6uMryjPAGh3djYYL2k0WhMJhO1OhAI7Ozs3Lp169GjR4ifjo+PE4mEVOoYFgEi+vr6lpeXI5EI6CKKw1evXkGAnpycJJpqenq6tbU1FAoxTExNTSHGuLq6mpyc5Bkwm81gsNxEmFmYTCafzwfeLQgCpCFmtfX1dTj6eMtB4Nze3l5fX2eljyognU5brVaWFlxAmA5in+H3+wkOKykpcblc8XjcZDLhWYUjDz8UDnkQRDGCEUWxo6NjZmbG7/fD3KG3wBXh+PjY7XZ//fXX6XTa5XKtra1xniDH5+bmosOBNMsBws6ptrYWKUs4HG5vb7fb7egrwCpxxauoqDg5OWFKm56ehgoIWkKACSebGDLikDo7O6HA0HT7fL5YLAY1lxUdyPzh4aFOpyMd0GQyORwOjUZD2DV3RFFRkclkGh4enpmZuXfvHnmf1DyJrIhLPsxDHni1Ws165ujoSBAEl8tVWFh47949cuIQhD19+hTogvQb/trFxYVOpwMRNRgMXV1d6XRap9MtLCw8f/789u3bDQ0NiI9ramq0Wi1b8Pr6ehgW3/nOd77zne+Ul5c3Nzf39/ebTKY7d+5Q2AAkYEuRtMOt9L3vfY8n0OPxfOtb3+rs7PxX/+pfnZ+fkwRweXn5V3/1V8hLvvOd73R0dMBUvH37tsPh+Pjjj7GkUavV9fX1uL0gITg5ObFYLFqttri4mKucGZHLSKfTsUfEof7q6kpKNaHBz14BIj/nn+fm5iIrZKLlMmLvJQiCzWYrKSmxWCwQEfCRwW+PKB6FQkHJZLVBr5lKpc7OztibnJycYHWCqtXv90t+oRKhX/h91k/2WJktHWEKlAqqVAWlAVGWiZtWZLyHqD1Mk9JfRilI50GjIC2JpZKcyASF8p/YUNBHFhYW8uN0dXVRgOnUJXIcdXp/f39lZYV0EZlM5vF4YJyWlZXt7+9DpYZ6ig2F0+kk6wlEh+dIo9FUVlZaLBasPLjB2e4jnTw8PCwpKcGry2QyITjZ3t7G1UTIeHvJ5XK+ws7ODilyRAGio+PCLy8vhyvLOoOG4PT0tKenB9J7LBZD08U9c3BwUFVVBVHuk08+QRtaXl7e0tKiUqlou2OxWHV1dSwWC4fDmB/RnVxdXbERA7ED+UB/wkcPoMIL4/+Vpkw+X2kYYLkuWRlIK38JaZBOvtR4cX6YPkFcKM9sNNjcQ9xlfSYhFv9vr/Hv//2/Jw+hq6vL5XIR+Qa+p1Kp1tfXGeAODg7AUdva2qanp9nSKZVKtPb19fWTk5PkbvJe/83f/I1er4dGm0gkhoaGmpqaXr16hbpfqVR2dnam0+nd3V3eR3yqnj592tfXd3V15fV6z8/PdTrdwMDA06dPEUsFAoEPP/xwcHAQ1zGz2Yxrj9vtRpJfWVnJDywt5LBhPD4+ZjN0cnKCKsbn89XW1rIMwBaHAgxtOJFILC0tAURYrVb6RGag09NT/MfBWyjkgLp1dXUMZIlEAofu3t7e4eFhWcYQBPqyRqPBJ6GsrMxoNAIpw2wsLy/HE66goAALgvfff397e5sdAwHgUHVw2AErJkLSYrEsLS2x8EilUoFAQKPRXL9+nR3kysoKfShZPEg1jo6OWltbYRgxrbKf5sEGm+LEkwSp1Wpjsdjp6WlVVdXBwUFlZSUEPLfbjYqG4MmCggJS27a2tjo7OycmJm7evKlUKt1uN8cduwAMAs/OzsbGxrq7u0dHRzUaDRXIarVSdY6Pj5PJJN/L4/HQVjc0NNB6Ly0tkU0NnQEpPaiy1+u9desWzFuIzaSa19bWxuPxcDgsl8ubm5tramo+++yza9euFRUVff755/n5+e++++729jZcjMvLy5WVFYfDQXLZj370o7y8PKvVOjQ0BLuYya+pqclut3MVNjY2/upXv3rnnXf8fv/du3cfPXp08+ZNxKy//vWv//iP/3hmZgajtb29vdPT03A4PDg4iKTh9u3bEEMGBwfpA3DVh6NB+gTqQCAHpkb8xiKRCJ6RXApozPkR2AKcnp7m5+dzrXMLoIqhGDOOnJ6eKhQKiAVGo1Gn09FwSF/z9PSU1pYENNAXURSBZ1GaplIpqjujLf71V1dXrKySySQjKYs9hMhSmZRlxWFml9LsHaf0h+ks11kxY/KSPZ5Kfy5mWSVIO0udTsc1CgeHq5MFk1Q7kQNlw7wmk+l73/teR0eHQqH49NNP6+rqXC4XKvOqqiqFQkGYhHQ89Hr9wcFBY2MjPKxwOMxEeH5+TuxBKpVigbW+vp5KpZqamvBSZ6nJowojwev18gwSOssXxBWIwBO8wxB285Fx6WEuVldXp1arfT4fLk7MfER7plKpWCzW3t5+dnbm8Xj4sPR6/fz8fFFREXNOLBarqanBu9Ttdn/nO9+BSZ5Op1nfsG549uzZhx9++OLFi4qKipWVFTQzSJgwC2PLW1RUdHJywuPMPU+DQpYABRJ2G0pNiGb0QOyk6cxo2jhgkoaEcihBF9LZoEWT2NqSIEqRCdoEk1dmwkH5V3gvc0iYXzUajUwmk3388ceI9MkBLi8v93q9oiiOjo7CGoUYXV1djfNveXl5cXGxzWaz2Ww8G+Pj4xRdztzR0dHS0tLw8HBRUdGDBw/W19f//M//3OVydXV1gXnCpx8ZGbFYLEDzV1dXHDigths3bmD1NzMzw40AvPPmzRvcZwRB8Pv9gUDA7XY7nU4GIFqtyspK7giFQsHuAcecnp6e69evI3vo6+vjFgaZPDg4mJ+fr6qq2t7ehiHNJgYfdrrIs7Oz/f39xcXFdDp9cXFBvmBTUxP9l0qlMhgMTF0Wi4WjKS38WRM6HI7T01Nc98rKymBG9Pf3C4KAX7yQyU0VRdFutzscjjdv3rADR9h7enq6ubl5fn5+9+7d8fHx9vb2+vp6Onc8tzheFRUVHR0dDPSvXr3ihgqFQj09Paxe7t69u7+/j6Uf6tiZmRmoNIWFhSUlJTxLWq2W8glrl6exoqKCpowCsL6+Xl5ejgVuUVFRY2MjpK3j4+O2trbNzc28vDyXy7Wzs9Pe3h6LxRCKWa1Wm802OTm5srLS0dGRTqdhN6Bs4yelQZmfnw+HwwaDobOzs66ujtSt2dnZ7e1taG8FBQXkayYSCfSpvOanT5/y6I6Ojvr9/sLCQp1ONzg4+MUXX4CbPX/+/Mc//vG3vvUt7pcPPvggPz9/aWnJbDb39PT09PSkUqn33nuPgLCTk5NPPvkkHA6/efMmnU4HAoGGhoaGhoa+vr7e3t6Wlpbbt293d3drtdq//du/9Xq9WIiJooiNETjq119/DWIfCoXGx8etVmtbW1tLSwuEZ54+v99///79/Pz8trY2URSBszBsYoOAq4NMJuPzqqioKCkpyc3N5T7ivKG6KSgoQHQPezyRFdvEFywrK5PL5fRMoigaDAZ4YXTx6AgVCsXu7i5EekRHgUCAV8UClWUq+nQo64gK8vPzo9Eo0iCOd2lpKdyW00xSMXNt6v9ftlc2NpvO8tuTfp9dMrMXn8ksW11p08k9CIKHkieZ8S+FsYk/UTqTEcazg4wE+JovGA6HHz9+/OTJk42NDdxR8EkmcVqlUlmtVqVSubCwgIVCXl5efX09M83Kyko6w8OCB87tH41GNzY2rFYrRnq44GIirVAo6uvrIcFaLBZ8LaguXAuMZU1NTSqVqrGxEQN6FLHRaHR7e5uER5bQvDOJRAIfYIfDcXZ2du3atdu3b7e1tSE1Yf6G0V1eXm4ymdLp9N27d2GAHh4eOp1OCHqVlZU1NTXpdNrv9w8MDPDic3JyRkZG0HcBTXHqYrEYxBcOZ3l5uUwmo6Exm82Hh4esBVUqFXR6CZ+QXD4kMi1fDb9Vzg/rzPz8fFXG1pi+hx0E/ysxjGQZc2MKJDVYWmlLB4zlBTsRuhM4BKIonp6eij/72c8kO+mpqSm9Xt/U1PT48WMwTKpIaWkpjHy+Ljtqn88Ho3VsbCw/P7+iomJjYwNj98LCwpaWlnfffRej52fPnlVUVESj0a+//hoofH9/HwdRhUKBNTyPN6YE2J3rdDqz2ZxKpaampurr6xHhHR8fNzc3g5EuLi5SIKPRaHV1NRtsitzR0VEoFNJoNBaLxWaz7e3twVtj6mfNDteprq7u6upqY2Pj4cOHExMTKpUKPeju7q7JZHrz5o3RaARyWVtb0+l0OLhubW3Bra+vr9dqtc+ePYP2jXVyIBBAj5VOp8Ph8PXr1xHt+v1+mUxGojXZL/D4wRzUajWQF0LjeDze2Ni4srJy48YNRFrwR+RyudFoDIfDRIWg0NBqtfTLarX6xYsXDoeDRSN2NvghII0oKSlZX1/f29uLRCKCIGDNCg++qqqKTwTOOr6j6XSarEds6lQqFaFCFxcXnZ2d7Kfhi7EcRdm2s7MDpI97HI6sjY2NpaWl09PT3d3dOB43NDSkUqlXr17R0F1eXmq1WofDQXZpfX09psHd3d2ff/55R0cHkPvk5CSztVarXV5e9vl8vb2909PTdPSYnisUCszlQ6HQ4eFhd3c3V4lOp+vq6tJqtb/4xS96e3s3NjbeeuuttrY2MPk7d+4IgjA/P9/S0iIIwps3bwhMbWhoGB4e7u7ufv36NYPU1tYWhO1UKvWnf/qnFxcX165dW1tbe/PmjV6v/9a3vuVyuXw+3927d+Fpo6jRaDTt7e0ymSwQCADUr62ttbS07O/vp1Ip/vf4+LirqwsBLh4IXq+XMIqysrLNzU2KLnYqq6urGo0GbyOLxYL/reTAJwiCwWCIx+PwjUkQC4VCrN/oqbl/CSLW6XQMwQ0NDfn5+V6v12azyeVyppzy8vK5uTkubjbQ3E10OeAQTGzMBDAD2NIJggABGJoM6Vc0c1h1S/OcPONF8Ac1Mp2xtpCw2ew95T+dR7OpPWJG0k79w1wGjSZUZEzjEIpADIZ+ImQYRlRNbl6dTgdq3dPTg5Esam/wMBAdhIkYFGi12s3NTegqxcXF8KEuLy+LiooY7FIZr39BEPDRZJtzfHysVqvZhmAjpdVqAYdhXycSCYvFgrySpQyaKJfLxdOKwo2gYp1Oh4+jXC6vqalJJpMul6upqQmCApAVdymbIyAciH57e3ugu0ajkdmxoqLCYDD4/f6Ojo7R0dHu7m5cUNbW1lZWVsiKmZubm5+ft1qtgiBMTk4yNdrt9pOTE86AKIpgJ+zvEL8iwhFFkckKI3g6EggBfCgED0BA43OUZ0TPuPlIwyWHJ5aJlZUgDYkcC0gr8WypwawqUqkUn4tkd8X5lz158oRWhXX3ycnJy5cvzWZzbW0tCpXu7m6cFYHvDw4OcE2rrq4uKipCNkBwoFKp1Ov1TqfzrbfeOj09HRoaIvI+lUpFIhE8309PT3Gi+dWvfoW97ebmZm1tLVLfVCr19ddf6/X6dDpdUVERDAZhaoGcHBwc9Pb24jq7srLCZxAIBMLhMC4HUN4XFhaSyWRvb29VVRU6X7/f/+zZM4ApOj42cPhipFIpmDslJSWiKLa3t2OrODg4COva6/XOz8/n5eWZzebl5WUyOJPJJGF1Ho/n2rVrFotFFMXGxkaHw9HZ2alSqdra2hCVsu1nlaLOhHcaDAaWfFar1efzSQotsHtuLrfbbbfbh4aGJicniazCRwMtNmMfY+7s7CyP7vLyMjuqyspKOrj+/v61tbXDw8OCgoKioqKFhQUswerr67u6uqxWKwRIPvqKigo4b/B719fXV1dXFQpFcXExPtQmk2lhYSE3N7e1tTWVStXW1vJg1NTUgB7TsZIBRGPB3sLpdNJi0wyi06BS8oY4HA6n06nX6zFqwTrj/v37nZ2do6OjYIz7+/symaytrc1gMOAvYbFYUGLp9XpYfMxDuJrt7u42NjYWFxfjXnTt2rUHDx7I5fIvv/yyp6fn5OSko6OjublZEASz2Xznzp1Xr15BQuZq7u/vTyaTra2te3t7f/EXf1FTU3N+fv6DH/zAarXeuXOntbUVP1sMIwGpfvCDH+Tl5T179sxut7e3t/+f//N/6OEQRwGKDg4OejyehoYGPGWqq6vz8/NRcG5vb6vV6tXVVa1WW1FRsb+/z2Os1WoZ74qKigoKCjCzxDABnzMujtLS0sLCQqPRyKVG524wGOrr66uqqpRKJQO31WoFT6uoqKCLhU8AIYJnigwNhULBeh6aRjqdRmfJXZbOOJ1yg8N/IfhIo9EQe6dWq6UlKMK2wsJCKA5IPmRZTgVMQhIJVpaJMUlnaUu41KR/Jf4+jSi73EqDo5DR5+Xk5DCgQPGgUqbTaaRTQibEWMiYJPCNIJWkMo5ugUBgcXExGAxubW3hzooxHl07BaO6urqpqQkTnMvLy9ra2oqKCjgfqVRqd3eXSZfRHGwfyG1zc5M9tNSUnJ+f+/3+3NxcVvWHh4dra2vMWxUVFfjkyWSy3d1dggHwz8LAb29vz263RyKR2tpav99/48YNcuOnp6fX1tYI3mCvMT8/f3JyMjs7i+eOz+drbGwsKyu7c+dOT09Pd3c3k9bdu3f1en1nZ2dRUVFbW1t7e7vH46EP+PLLL6+urnDQrKysXF5eLigokGRydXV1HR0dCOqKi4vr6+u5u0pKSnCdpJBLFC0qH8AbDCC2IZI0CP4O2BjfglNHx8w9yXAJ/iztO4WsND0+WZpIIUMEYyxWKBTQPrD3YxHL3y8pKZGx/KTeYJjCrMPrgxEgSWJramoMBsPp6SliCbqnGzduQJetq6sD1P3mm29gVfl8vqKioj/7sz9TqVQYhxoMBqjJPF0NDQ0VFRXAj0+ePKmvr6+trWU37vV68ZhuaGhgNiIiW6PR4Jfd39//zTff6PX6Bw8eqNXq3d3dxcXFqqqq3t5eOlyVSjU/Px8IBOCCIy2qqqpCyYeKv7S0dHZ29vDwsLy8HHaoy+XCBQN+SjAYvLy87Ojo2N7eZsFZV1eHzhcYVqFQuFwuSJgHBwevX7/mjlhbW7t27VpJScnm5ubY2FhTUxNAPGsMmlZw/K6uru7ubkyqIpHI5uYmnnN6vd5oNBJURGzCxsYGHJDy8vKmpibucdhYWq12fX09FAq1t7cbDAbM6Pf29tLpdCQSwShRJpNZrdaysjJgh7m5Oay8IE8ShtrS0lJaWorRrtFobGhogCWPOPL4+NhkMlVUVKDdhpF7dHSUSqXoq/b39+fm5hDm4iFCwHUqlcLiX6/Xb2xs4GgzPT2NS/Xy8jLSN5Bw9p03btw4Pz9H/INVgiiKCEY5iltbW2NjY8C2xHoPDw9brdaWlhaWBezUnU7nxsbGvXv3eOrW1taSySTs5devXwPBff7550LGLvGP/uiPlpeXuX8dDkcwGAwGg7/+9a8//fTT733ve59++qkgCMPDwwMDA0dHR5WVleAio6Ojer3+l7/8ZVFREbGdz549a2lpCQaDxcXF7e3tpDutrq4S2firX/3qz//8z9Pp9MnJSW1tbW1trdfrvX37NnyCL7/8cmlpiZKARQZ9nl6vX11dZYEtXSswrrk1AAnAuNCNIHLFeQqCJUQhzBNoopVKJbgR7jO1tbUwNil1p6en7I9xPZUqJURHCLrpdJo6HY/H6SAx4GSc5cZnCUd9gr5BI/sHK0lpGSlxa/+gOoJzSnhsOqPvzJ4ypW8BAJvKqOMZO1jWAtxJ4BtMS+kFSICe+PsqFwad4+PjyclJIDQo4jg5h8Nht9sNWM3ASjZcPB4/ODjgU6CZYLlgtVq3trbq6+vr6+vlcjn043Q6bTabWX/y92kx9/b28A/hrQZywPkPZobb7R4dHeUOgfZJxFs0Gu3r6zs8PKT7l358ulU8y1KplNPpRMcJIjo9PT08PJxKpXjkkVxPTk4uLy/fu3fviy++oGXPz89/9uyZWq3+6quvoEyyysUFs7a2FlqGUqlkwJDJZKyZ7HY7Z+Do6Mjn80kzIp8adripjPKErcTl5SWY9lUmKY/lujzj9cFXkGekmUJWvIl0ulIZ2w3pmMkygl0+MgZQtLwcMIod1ff09FRWXV3NBErTsbGx0d3d3d/fT+AfY00wGITgFAgEMJyTy+Uej4dce2yc7t69GwgEEHIYDAbYBNPT0w8ePPjNb36zsbFRWlp669atcDiMB//FxYXL5fJ4PC6Xa2tri2f12bNnaIYaGxshnuzs7Hi9XqD/6upqzivWVtPT0zdv3oT0KAgC5l4vX75cXV2NxWK0AkajUaVSwY/FOKampoawYvQwaJNLS0uHh4f9fr/VapXJZNiOu93uvb09o9GImVllZaVSqXzz5g3yGHoTxBilpaXb29vS1wdljUaji4uLoM16vX5vb6+zsxNSj16v39raksvllZWVyWQS5FmpVIZCocrKSqfTubu7K4ri5eXl2toaC4atrS1eNvFkExMThYWFfr8/lUrp9Xp6TLaDS0tL8DvOzs5qampQMjCyM8vqdDq8fjo6OmQy2erqakNDAzY0/ERnZ2cjIyM1NTUsVJDxEAm+vb3t8/kmJibIjWlubmbp6Pf7LRYLH5zZbG5sbFxeXqYfJHUZ2MBqtQI8sN/q7u7Gkre7u5sgNixOpqam8JFYXV3d3NykGccWQ6fTIRSWy+Wov30+38zMDBdTS0uLx+PBZ2N5eRloNBaLkWU2Ojoaj8erq6s5yU6nU6VS/cf/+B/xfWRdNDU1NTk5aTabv/nmGwYjmUz2F3/xF5eXlw8ePHj58mV1dbXT6fzhD3+YTqf/3b/7d9/97ncha/zJn/zJxMTEJ598wtV2fn7+ne98Jy8vz+PxcKva7Xa9Xr+4uFhdXQ1Z9/Hjx3/6p39aVVX19ddfQ0k4Pz8HQb1z5w6xAUgDHz58yN6IvhhVK2FkZ2dnOzs7Op3ObrcLgpCbmwucWF1dzYFh659MJh0OR0lJSVlZGdm0er3ebrfLZDKz2axUKvf29tB3syth/N3f36+oqCANBm8j5gm1Wg0jCeI0H1Y8Hif1RRTFoqIiSH85OTlcI7FYjKUJY/Hx8XG2Pp2LT8jKCqZiSSWTq00qk0KWTDOdcRBNZ35JVFtpx8n1xaoMvhKtOU+E9G+z+brI9ZKZhE55JpQDF5tAIHBxcUFx4v1EeC0ZRzDR4vnc29sL5H5xcXF5eSmXy3nKqHx1dXXBYBAQPp1OQyAiOBpyBnQ2qqAgCHTqvB6KIgIwmryGhgaZTMZKkqUPSWGMaDSg7GWIaDw4OLDb7S0tLVqtdm1tTaFQjIyM9PT0YIDM0h0p3eHhocvleuutt6qqqiAAxmIxCHTpdBqPOeygFxcXnz59SrImRG6tVru1tQWLhaQjcBfQC0hkJNTyBsJVlslkVFx6HRiCEMgZMZkCQVxwQuAoKjN5CZwEdqs8FyAc6Sy/Rolby2AKt0h6u4DraXQozGq1WuZyuaanp7G4w1LH6/WOj49rtVpaiZGRkaKioo2NDSK6BEEAAnU4HDs7Oy9fvuT3+/v7CoVic3MzEomcnp7iah2JRP7hH/7h1q1b3/3ud9PpNJ76z58/r66uHhgYKCsr29vbg0Z7enrqdrvb2tpu3ryJphj+9P3794ma4qU3NTXxA+NHnEgkysrKDg8PgebwR2Z6m5qaIg+9oKBgc3MzPz9fEITKysqxsbE3b97QqgPUdHd3X11dmc1mo9FIYkllZaXZbH7rrbc2NjakasFcqFAosDDe3d2dnp6urKzc3NxUq9U3btxgt0zEBLnZcrmc64N3dWZm5urqanZ29urq6saNG1arldavqqpqZGSEzoAPG6X/1dUVb/LU1NTNmzcxPWhpaeHeef36tcPhYHWaSCTQ8MRiMYvFghULSD2xUzqdzufzLS8vY/2MXJK+x2q1rqysxDORhxgdlJWVMXo2NTWtrq5CGz4+Pu7o6HA4HEDT5AuiZYa8xx2EKpfDyh1hMpmIopuamkomkx0dHYlEgsYIHy8xowfY3Nz0eDw9PT0sqrmJMCM8Ozszm81Y0pOMDe+pqanp8vKyvb3darWSDojtmcPh8Pl8GxsbVOh0Oj0wMAAb0Ol0dnZ2spxTq9V/93d/t7S0NDk5ef/+fa/XS77pw4cPqaPXrl0TBKGoqOjVq1dOp/M73/lOKpX62c9+Bp7Js6fT6ciYe/To0Xvvvbe0tITYADNeXBQwo7fZbI8fPz48PPz2t79dX18/Nze3vr5ON1ZYWLi8vPzhhx9KE1J3d/fR0RH9NZM9Az27LskEiutDFEX0J5i/hMNhJFVs2dExY0ZBkBk6KymSBVMbj8fjdruJtUKgdXBwMDk5GYlEjEYjqRSgjmgxWapxEzEVcZWjE+dwEkeKMTcgBz0+eo90JtJEyHL4k4DWbDBNqpdi5pcE4Wbfg9KcQSFkF4WkQRTFeDxeUFDAhlKaS/g7QoZyzAUqSVD4T0lpqlKpWMdinsW7EQqF0FwCUG1vb8/NzeXm5ra3txcWFkJGNZvNFRUVOHmx0YjH49QAEkKgpqdSKUSZ5G3R42INwZjF84Jg1Gg00ogsLS3t7OwQcQEWnZeXR8STlHmSm5uLJRk/FPji5ORkQUHBL37xC/agLpcLJv/GxgZbcBzCY7FYX1+fKIqUALgIFoult7f3m2++qa+vn56eJq0IzdvAwACsBRwMaP1LSkqgPhiNxlQqxTAGModtgkqlAs9PJpNmsxl4TBRFxh6YXNRaOjOZTIYrAn4anBO4acAwtE3Sb6TdOf0QFTqVUfoy5kqbbJBeThELBY1GA4FW/OlPfzoxMYH/b2Njo0ajWVpaamtrw/yXuvL48eP+/n5Im+y3OWGJRGJsbAwXm83NzZ6eHviN9IkfffTR22+/zVFeW1tjA8qshun+0NDQO++8c3x8vL29fXh4+Pbbb6dSqWfPnvX39zMDEVXG7VBXV4cGf319vaCgALNZUKni4uL19XWbzeb3+ysqKoqLi589e1ZcXAzCGQwGIQKoVKpAINDS0kJHHAwG8/PzQ6EQPqLo8/ABAC4Hx1Cr1X6/v7a29uLiYnFxsampCdfsmpoaOD5bW1sdHR0kxiSTSUaZhYUFdlE+n4/+q6OjY3Z2VhTF69evsyjNyclhd0tHht3z4OAgHyEaPtAVzF3ZoTY0NKjVaoBr/CUKCgqgbufm5gaDQXIfiW+rqamJx+NQt8DKICkolcrR0VFRFHHAcjgcGxsbVVVVqVRqY2OjsrISy01MBzs6OqLRqM/nOz4+1uv1bM7JblteXqbtRXfPhhunVsKSTCaTKIrRaPTs7Ky0tJT+mpUwhCzww3g8zpa3q6sLPguacX6o8vJyJEYYXOn1+pmZGVYX4N7gS1x50D7hLbe2to6MjBgMhqqqqouLCwzE8SVZWloKh8NtbW2BQOCjjz5qa2tzuVyMa19++SVEa9hJq6urLFZlMhlSEGxWQqHQn/3Zn/393//9wMBAZWXly5cvMRUCw5mamrp9+3Y4HGYcMZvNb968uXXrFuSISCTy9OnTqqqqurq6H/3oR6enp9XV1VtbW3/2Z3/2+PHjmpoabs+hoSGLxfLixYuSkhIaOxaNcBSvrq5g3NDgouQ7ODhobW3FVm1jY0NKdAdcKSkpQYfgdrtpq4HO4H6Louj1elUqVUVFBVw/QMucnBxMweBwYUwPpEkJpFVNJBJgGAUFBThzYeiBnC4QCECTlslkWJajkANhE/6JDZAsK+FEgmfTmdSndEadIv19CnA6y1GPX+iD4QNDu+ObMlgDu0luMnBMJChPGnP5XhIFl7dOpVKVlJTg8I71K0Lnra2t09PTiooKaEHc6RAIMB08OTmJxWI7Ozt2u51CTveGD1dZWZnH41EqldXV1R6PB30XEILE4drZ2dFqtVykEKfZ16ZSKcwu+IJlZWV83LCNNBoNhh44Tni93gcPHlxcXACS6fX6oaEhQRC6urrQelZVVe3v71ssFiR/brcbR1LWTIWFhUNDQxDjR0dHKysrvV5vRUXF9PR0fX39q1ev2tvb4XJyO7E7APpaWFjIz88/ODiABoxnCJoQsmBBLFirKZVK7mRIW9xCEDUk8ynW4YDnyWQSthdnUszydpcOj4ReMGWmM5oowAzOEs8FtRMyFK0qy2xZfn4+xkgkogGBwraXyWQvXryIxWIzMzOIHDY3N8PhsMfjWV1djUQiDocD710+PIaV6urqjz76CCERSyPIfmdnZzabDSRQpVLBFQoGg3V1dV1dXdvb219//bVOp5uamiKs7ubNmySFkWlVV1eHbw4TjNFoZDeg1WptNhv+pShV7t69K4qi2WwmmIWdKG5Vq6urkPc40yRxms3mmZmZ2dlZvMvFjO7n4uKCAWt2dlahUDidztXVVY/Hw6I7FAqxYJuent7a2oKgtLOzI5PJbty4YTAY8vPz6aG6u7tDoRChSzg9Op1OiK+Ix/1+//r6OuvhdDp969Yti8XC4cbgigR5znFRURF2cfSSwWBwcXHx+Ph4eXm5uro6lUq1tLS0tLTY7fbZ2VlBEEgogy+uUChmZ2enpqZKS0udTifK61QqhR355uYmQxgsG5/PRwcQDofr6uqY/CgYcPdpA+vr60EpGxsbdTodukw6cchNeOzRFtDAqlSqoqKilZUVnU6HzMlkMtHRezwer9fb2Nio1Wrx3ZXUzZR/+LpdXV3FxcVMHjs7Ozk5OVtbWz6fr7KyEkFFZ2enIAg3b97c39+HOLO4uIh9/8jICOoUmUzW3Nz893//9zs7O/B+BUF4//33sezQarXRaLS+vv6DDz74+OOPASobGxthGFVVVU1MTPzgBz+w2Wy4ujx9+nRnZ2dtbW1+fh7qKQHspaWl1dXVGo2GkikIwtjYWDKZfPHixa9+9SuHw9HV1bW1tfXWW2/9+Mc/bm5ufvXq1eLi4qtXr1QqFUJbrVbLTpFeBJcZ8NiCggKlUmk2m+m7YdImEgkYZ2azWaIXplKp2dlZJDEymQxjYahAuCLgssR54yRLbzs3dSKRQJiE2YW0N0omk0qlEi6YXq+PRqP7+/ugxwhw2Whwxx0dHTFMSBeltLyUZdn6CFlBJeksRWYiY/QjgbT8Xto/ZeO0bN2EDJ0SEw9+CpSCEEkAaROZsEZpwBUyfraiKCoy8Yp8R5qGUCjkcrnwi3E6nXRvrCGkZbzBYGDihBwEuwKUm2w7UhBoKZRKpdfrVSqVZWVlS0tLFxcXbrcb9H5ra2t7ext49urqSqVS2Ww2Ntmsh5eWljY3NxF6IpxbX18XBAF9CM8m2yW3243AFGefiYmJxsZGmUx269atWCy2tLREMO3h4aFMJtva2oJRqFKpmCuePXsmiuLz589pHVKpFE7L5eXltEpzc3NYK4yNjbGgXVlZOTg4cLlceJKjP7HZbCB8UEYAzzGCUCgU6Ai4gVOpFMEp0GhjsRjnCq8+IEBKHWZD0qcp/H76DSWT4ZKjguyVz5d/AsmI8ZSajX5UOrEajUb8L//lv5jN5vX19ZqaGoVC8fjxY7vdXlxcjI1TJBIZGBg4PDwkULeiomJzc5POrq2tLZ1Ov3jxorm5eXp6GoYLkjVCxywWy8LCQltbG5LEZDL5H/7Df2hsbPT5fPPz8zKZrLa2FpsitIY8jUtLS0itYUkoFAq200+ePAF2KCws3N3dra2tXV5ejsVizc3NSqVyaGjI6XRiwgdbAfIen2JNTc3+/n4oFEINgkuO2WzWarV+v7+6unp+fv7+/fuiKA4NDbETzs3NhdNYXl6OyaRarfZ6vYIgNDU1FRQU4ACHMxZeG0h8gBB1Ot3Lly+hCNntdgad8fHxhoaGlZUVenPwcE48L2BwcJANOcuM3NzcsbGxmpoaWDzPnj1jG2EymTCCLy4uJnmDxjMej4OKjIyMcFmfnJzs7Oz09/fv7OxAkU0mk7Q7TU1N0D53d3fRTaNYgEgVjUZZfdNCJhIJ2CJyuRzK1cbGhtFoJFuG+E+bzcYTTle0uLjInRWLxWpra4uLi+kqIEgzQGs0GgxOvV5vYWHh9PQ0Uw7JnaFQiFEyJycnGAxOT0+3tLSsra3BGkUQdXZ2dnFxQZgolq3n5+cul8tkMoVCofr6elEU5+bmKioq0MngovLVV1/dv38fs4JEIjE/P19dXf3BBx+EQqH3338fRGF6epqjxV4fTeqjR4/+2T/7Z36/H6f+tra2mpqa09NTn8+Xn58vFcWrq6upqSkCwzc2NsrKymw22zfffAPdaWBgoKCg4Ojo6NNPPz09Pb1z587g4KBMJmtqavJ4PDAjmBtYDdTU1ECq8vl80LxhXbG14rLo6emZmZnhyb958+bk5CRLIDAAOD7YU8DyIwoGT1Hef9rti4sLknHBBnjcoJienp5ub29T+XBHw7gYVOP8/BxdRDgcRoV1dnaG35ukSKEYQ+9iASFk7EAl9o2YIdMCsmUvn4Qs26BsBodU2/g63G6MyEDrfHEIq6mMbR6Vnt8kMzb0gBl/UKel76XIBDqyCUsmk1DzDAaD0+lsbGwkWZNFIwS9UCiEFRfe5aurq3QqbEO3traSySS8OeClw8NDPFK4bznGxC2ADEE/xoufPgCvAFEUQbnOz8/39vbQ8oJ5sqhCDq7RaPB3a2hoIOAFu0cQI3YEQDKMTEjM3W43d0hra+vs7GxpaSnXsl6v/+KLL66urpxO59bWls1mE0Xx4uKiuLj4888/54uXl5ez2udbzMzMQA4vLi5mIEaFQg4aeiSDwUBhw+gfmISvhjamuLgYuR0OjqycYP4DtjNWQQaUBkdOGieKSkk5zMb8OWYSpVYmk1GhmDUl0rUsFouRqEXPBaDh8/mam5uvXbsGd6OoqAh+sCiKbW1tvb29Tqfz5OTk6OiINZvkuLa6ugoReWtr6/Xr1w8fPuzv7//6669ZYr/99ttzc3OxTDwpWhSXy4UOGjSSLRGpIBMTE0Aoq6urDx8+hJtXVlbW2NhIqoDVak0mk2C2WIcfHh7ixiCTybxe7927d1EZguO3tLQolUqfzwdkhDSzqKjo7bffJjPkwYMHPNsHBwdQjdfX19H1B4NBqChqtRqWEIV5fX29srJyY2OD5U0ymRwZGWGAwyq2sLDQ5XJNTU3h5IlOHDj+7OyMStPc3Dw4ONjX1weJbm9vLxQKTU9PsyePRqPPnj3DW+7k5AT/QqfTySYpHo8jqIpEIouLix6Px2w2g9JQtkdHR8/PzyORCJFbdrudRpLrnleF7ytevpj5VVVVUVTooPf29vCfBOpBWmAwGEpLSxGDon4xGo2AGHhR8s6r1eo3b96gBMUa9+joCH7awcEB4DZS8UQiAdWFaLOxsTGfz7e4uEieqAQJXl5e1tTUACOjtuYRYmwFojQYDMvLy1NTU7Dkoe1BZLt3794333xTU1OzuLhIXLlMJnv27Nnh4eGzZ8+ampoEQcD6CjUhwMPLly8R9bL0Ojg4KCgoeP78OQ7sKGFWV1c//fRTtVoN+f7Fixf9/f02m21mZkYUxTt37uCQ/pOf/MTn8zU0NFRWVqKYQs6LcWhNTQ2mBxqNxmw2r62tERdjt9vpjhUKxf7+PmxbRpm8vLzi4uLOzs6ysrKhoSGFQvHw4cNr166RiZFIJI6OjsrLy4PB4OrqKjWvtLS0uLjY6XQyoOOTXFtbi5eWzWbDJ1lyshYEAW8zrniuCwkbZxEQDAaB1xgOyDMB+6L/IDqJUYxrSJos01lp0tKdJf1emkHlmWwWWeYXU6C046SmCoKQk5MD3QENIhA0NFpeEi+ASRreh1SkhSzdCzMQHggMMfweegg/tcfjYUkkCILT6bx+/bpKpSKvG2ooInWgRVxvlpeXcb2en5/f29uDRAYbiPCQmpqaYDAIGZVWIxQKwQJLJpMooff395l2wLRAcdigIfHc29vDYHlmZgbTmJycnL6+Pshf4XCYxojamUqldDrd1dXV+Pg4TIjV1VU+9CdPnuj1+l/84hcdHR16vZ4VzzfffHP9+nUwzJaWFr7m6Ojo4OAgZ29tbW13d3dpaUkmkxEEotVqc3Nzw+EwKgyaP61Wm06nwf+5umGWYWUA6IqijB3TwcEB4mNuYK59erXCwkIhoyDKBiFSWTJNGpTsnbqE2aYynswymYxtPQeGmxbEIh6Piz//+c+Jt2xtbZ2fnz86Onr48CHu22NjYwaDQRAERhyakePjY5lMptPpaKxY2tlstsHBQe6vaCa8vqGh4d69e2QGjY+PG43GmZmZwsLCiYkJRhlCtRwOBzjnzs7OyspKX1/fwsICsRLr6+usJ6HYGI3GkZGRt99++/nz5yqVqr29HTge7dHjx495C5xOJ1bmBoOhoaFhdHRUqVRiCwepsqSkhCgAGFm7u7tGoxGN+cnJSWtrq1wul8CNw8ND9BJ4QTQ0NDCL+P1+sFkk3rW1taIowscBHlxdXT04OMDmHsbHzZs3IYWTQFtQULC4uCiTyerq6nC6If0gFosR/KtUKre3t995552pqSmlUslydHR09N69e6FQyOPx0CPfvHlzbGwMX6vT01NAjMLCwqOjI+wA29raiEbR6XSLi4sDAwMej2dxcbGrq2ttba2hoWFsbAyIe3Jysre3N54VC3B4eIiIE08vHleSg6idi4uLtbW1S0tLDofj6OiouLiYndzx8TErrvr6erIJ4WQS7x4MBs1ms8FggESWk5PD2ptGsra2lphrBmvoP0ql0mQyLS8v9/b2AlPPz89jiyOKIi4K3Cy47gWDQbKHLi4u3nvvvYuLC7y7Xrx4cffuXZzGzGYzCnT8DoFbh4aGOJB1dXVffPEFJu+//e1vWTq8fPlSoVDcvHkT514C1S0Wy2effXb//v28vLzV1VUoHoCoOD7evHlTEATSe0gSValUMzMzu7u7SqVyZWXl+vXrOHCl02mIl7zPQ0NDra2tXN9+v1+v19MIb29vFxYWQoBXKpWTk5Pt7e1er1cmk9XX14M9VlVVwacgv2xlZcXpdEaj0dnZWaIa5ufnKWAVFRUKhYIbls8aNTfLJ3wKQ6FQMpkMhUK8pdwsDDfcDFDHg8EgIAdYFnmNUGbC4XBubm4kEkGVIZF9kpk84Ww8Vp4xoZUmSFlGCiL9TTHjckBhA38D7QDngIfJN+I/mT4FQWBNg9KAXlCaQYWsX9nosfBPvPp4hahXnU6n5K6FF8HJyQnVTqVSYcxyfHx8dnZGxCxWD2az2ePxGAwGKPEE+LCiBigyGo0wsLDzJCPBbDbjjYfznKS+QPtLFYlGowRHI+0oLCxsamra2Nhobm7G/JJVKzps6K8TExMgmaQaY+IPGx/4Jzc3d2lpqbm52WQyKZXKo6MjmJWojNj4UPX5FObn50VR3N/fPz09hWUyNzcHmI8TXCwWw70PYhq4HSWNQ4iCmUkG5jYAOzctNzmTFfoCmUwGhgEkkMqQsZMZk3c+Vo6fRBqikQJ+kA5bOp3+f+Z5MhkkTUEQyAoVP/vss7W1tfX1dbp1lUrV0dHBdhP9BlGCOTk5l5eXBC1Bgi0oKNjY2Li4uMDQ9fz8vK6u7ujoiBZ4Y2OjpKSkv7/f4XBAmI7H41NTU0De+fn5s7Ozl5eXRHzcunWLV/no0SPuOxgugEj7+/uIFij7kUiEKFTIsZeXlwaDYXNz02g0ssWMxWL8nY2NjWg02t3drVAo0A7G43G9Xs9nf3R0dOfOHS4C1oGXl5cTExPvvPMO3guiKOr1+rGxMbVaXVJSotFoysrKGKYBZgsLC30+n0ajIYvHbDaz13n58iXqXWBJbOSWl5dBMMxm89bWFgxMrBt45bh4w1mYn58/Ozuj4sIRZbrlFTocjrKyMsz26urqPB4PVZwQPlEUp6enOzs7Obtut1sURYPBsLOzw3Jlf3/f4XCsra3hqt/Q0ABDDPMjTh4/r+Rrhc7v6OgIcjKIX1lZWSqVKi8vX1tb0+v1R0dHJAFdXV3BLONpKSsrCwQCTU1NxcXFIFpyuXxiYkKpVPb09AwODhYWFjY3N8fjcWZ0s9nMJzI/Pw+9GdcqNhY2m42yhK5mZGSktbWVp6u6utrn8/FdMFCNRqPLy8t9fX1lZWXouGEAcnHTpZ6cnHR1de3s7Ny8eTORSAD23r1712AwkF705s2b5uZmLGAIDS0tLX3+/Dk7TkqjIAhffPGF1WrFr5g/GRoa6uvr+8lPftLe3s67AUF3cHDQaDT+/Oc/12q1dCFVVVUFBQXhcPjy8nJ8fPzBgwfQbm02G6a4xcXFXF4Aoew7RVEkTYzHdn9/nxsznU6DAJMjK63Zjo6OqGG5ublbW1vUGNoFj8eDt1dJSQmykPz8fIvF4vF44I75/X7SAHF4EQSBwYhLFiEsC1GgCNBLBj44zBC/qaZS1WSeyy5U6YzjD1ee7PcDTKQyJo2D0jzBP2dLgvlONuNDkh9Ab6Tng/6jVCqZp1MZcUs6y2koe/TMnkSl786WkR0KQX4dHR3YpdFVWywWbmfwUti2FAB04VarlXQK6qhGo2GIh0iI/QuP6s7ODtMVLx7DWDzc7XY7qVvAp3AYwRWhJep0upmZGcC2ra0t0p9omPb39wmCpXMiahAQi7Lx4MEDbpX8/Py+vr7z8/OxsbG33noL/SEFrLKycnh4GOMCh8Ph9/uhXOFrxg1DH4aWDEAV6rJCoYjFYjh/4aOLh2g6nWZiFkUxNzcX1hKyKMl2Q7JCVKvVQDUweiTmVPbKnMP2B7YG7EfpPtMZzyAxk6OHbQtVE1VIYWGhjDp3586d6upqs9lMhNvr16+TyeTMzAwAHUIi8GI6CyAX2qj5+XkkmxcXFycnJ3t7e9PT0xD8Li8vf/7zn6Ol467kmac1aG5uxpFnaGiIrDV0jbdv30a2QS7drVu37t+/j1x9b28PpH54ePi3v/2t3+9nYdnY2Li2tuZ0Oll0r66uxuPxsrIyp9M5Pz+/tLSEwEij0aytrW1vb3d0dNy/f9/lco2Ojh4fHy8uLqrVap1Od+vWrcHBQTifKC5KS0v7+vooZuwM2tvb5+fn8eBtaGiA4BCNRre2trgOUOlJHoTItlpaWuAun5ycsAaTBGoQsuLxOJHRtE74i15dXX3zzTczMzPb29svXrzQaDT3798/ODh4/vx5Q0OD0WhEprK8vBwIBMgfHR8ft9vtXq/34OBgZmYGJ2GuP+iXJBLQ5VRXV9OrLi0tgS/pdLpEIoGLJtSJQCAAIzwvLw+jfMTvUBMhx2OAgONBYWFhR0fH+vr6xcUFaDmE5EAgsLu7OzIycnZ21t3dTbMF/UQmk0GQrqysVKvVsHbxQwApbWtrg1YwPT2NtoGbsbKyEhTx4OAgkUgEg8Hd3V0+gvn5ec7A5ubm8fGxMfOLJJbq6up0Ot3e3p5IJGBY/PSnP52ZmXn//ffff/99IJbS0lKuvKamppmZmd7e3vX1ddpVhUJxcHDg9/sFQcBsnY2+SqV6/fr1+fn5L37xC543pVJps9kgmXd3d7969Uomk62srBQWFgKigsBzR8zPz9fU1CDL4WoOhUKxWMzhcLS3t3MpQLd+8OAB667x8XGCRODT4syJdQkBFPAwMQqHunJycsJqGWbQ3t4es5dOpzs8PLRYLLm5ucRq8hGsra1BeOY6o/LRxAiCQO1hEQuzVy6Xo/RgI8VWicokiiJbjD/AxLJLJr+SWToT/po050kFknKYyjgBYbyFNL6wsJBlCjApt6RarUZ2wjXNt5CUDLLftziQXkn2xJn6fZM/bm3I8263G5SeNXk0GqX8hMNhiBG8vQqF4vDwEIs4WOt4rx8eHvJGYVjh8Xjy8/OJQtrb22Maq6ur4xKLRCI4fNGn2my2ra0tg8HAtBQMBkOhENY/oJGJROLw8LCrq2t/f39vby8nJ2djY0Ov1/f09CQSiZ6eHloNnOUhl5WVlUmS36GhIVDczs7OTz/99PHjx319fUQRKxSKlZWV5eVlr9cLcbK5uRmbbkmiSgeGoDydTkOELCwsxIVxf38feVU6nYaIenR0RHMWCoVKSkpkMhmXz9XVFVvCy0xkN20c4D8fE6tx1gTS7/n4pJ20tMuU6F1iJodO4gdJuiO21HxeTBGiKMqeP38eDAbn5+dnZmaYL6FEMxF6PJ4nT57U1NTMzc3t7OxUV1drtdpIJHJ4eMhneX5+jmvw2dkZbTjUR0Lgjo+PP/nkk7y8PPyGbt++nU6n2fM5HI6VlZXz83N2Nru7u2zXsOvDYspsNk9OTmKbDvMKplIwGESWazabk8lkXV3d4uIi84TRaPR4PC0tLfAmeH6SyaRECr127Vp9ff3Q0JDX6y0oKOjs7CTC0OfzTU9Pq9Xqzs5OLlmWpmdnZ1D2NRoNq2yiPERRxLYKQRJD5Pb29hdffBEIBNBxPn78WDIAA00NBAIzMzNyuXxzc/Pw8JB0xkQi0dXVBZ3kxYsX+/v7165dw5KGbTYSKKPRuLCwsLi4iFkdhDHW+8QeWa3W4+NjlCc+n29ra6urqwv0rKKiggaWmndxcQEDWUIeUqkUNCUWBpeXl8DjZ2dn2EkfHR2dnp7iTWEwGDCpIYbF7XYfHBzI5XKdTsePEwgEent7lUrl4eFhOBymrywtLRUEwWKxsNS5uLgYHR21Wq2RSGR3dxfDB4B6gjUQ/yE4Q1GDxWNnZyeRGoSHkx2h1+vpQ+12O0aJyIHYc1NLCgsLFxYW8CYED3/58uX9+/d3d3dhO9Pn/fa3v93a2hodHeXReueddwRBqK2tvby8dDgcLOkrKytv3LjBm1ZfX//o0aOysjKXy8Xck5eX973vfU8UxcePH3/ve9+D1Ifus729fXNzE+rZq1evZmZm2tvbybfZ3t4md2l4eBhVkkqlqq+vdzgcwNoFBQVvv/12R0dHfX19SUnJd7/7XVIBSAI4OztbW1tbWFhQq9XDw8NsFhwOR3NzczAYpHrl5uZKMCaeUAUFBbC1ZTIZ4neizv1+P0LqiooKCHTc9Vghcj1R/4AfUxl7auBEvKg4ogBxsVgMkpHU/mcPjtL4KNXOdJYTkFQspSrLjIu0gP/kkpHMXNj+CoJAZ8+Knf0lNvc8mBIULFFw/+mrkmUZ+0n/r+z3FaI0PS6Xa29vDy0HrbDVai0sLHQ4HHl5eYeHh4gxkKzs7e0Rk6lQKEif3dvbw9CRVoD/bWhoEATh6uqqoqIC2THLY7lcfnR0RAewu7trs9m4KGBK0u7gwsiyn6k0Go2ySkcG+vz585qamlgsZjAYpqamEPh2dXUxmRwcHAAy3bx58/Hjx9FodHR0tKWl5c6dOwCzhJ3dunULrPHDDz9EdD45OYljLW6OvF3n5+ecEOzMICXodLqioqJUKoVpRnFxMf+J7UZubq5cLof0sLu7G4lEgsEgZ4ljBkuIewlmEAxYFpAS6iMdJFmGTyuxfqT+TJEJGmOypP9g06RSqRhmWFCen5+LP/zhD51Op06nGxoa6u/vT6fTv/3tbysqKoqKio6Ojpqbm/f29ra2tvARnZiYKCoqYlJk+SSTyRClLC0tgQrSXJOid3Bw8P3vfx+LuGg0ipAWU4VwOCxFYtFq1dfXQ+3JyckxGAwEg7AAKC8v//zzz1tbW202WyAQWF5eZtHY2dlpMpmgdI+MjDQ2NuKbyuaVyt3U1BQKhSwWC85HV1dXkUgEk1gMcaSO4+LiIhQK3bp1iy0RzySplrCNOjs7URQYjUZytZAcRSKR+vr68fHxt956Cyc8l8uFlWg8Hp+cnPzoo4+ALCwWC148u7u7OTk5s7OzcrmcyWZ3dxdTLiiUl5eXbW1t5PUgUNFqtQsLC5Lne1VVFXJAfgr2vgTCsPK8fv06sZHhcLisrOzk5ARHSoTnCoWCGbS5uXlpaYn3oaSkhEG5oaFhdXW1oKCAyHiCHnd3d0EIWddHIhF2ilw6eGJAhOMEazSadDqNWJ6zSFxfU1OTRqPx+XypVAr0iahbjhx5gRg1oI6YmJigHxQEAbcUqn5eXl4ikWClyrsUjUYdDgdsBYyhod6BgOEhd3BwgGF6RUWF1+tFnFpZWYklPd7cR0dHf/mXf/mb3/zm5s2bjHEVFRWCIHz99dfvvPMOMZ/SA3l2draystLd3f3mzZv+/n7J/F0QhNPTUybOnZ2dN2/e0MLX1tYyoSKyevjwITkqNTU15H2mUqnXr1+Hw+EPPvhAYuHSl+j1egy+uXo4UU1NTVNTU5jXE/SGUBW+6/vvv39+fv748WP2IIeHhwcHB0dHR6wMwuFwJBJBHIzzIt4oFEK2RGq1mgGIow4cimqNZjyRSJSUlEjwvkTDBo7SarW0XAASyYyDNv9L2ZM+3z+YANIZ+kZ2WZXa0GTGkB0KjCQb4CaFByTZQTDvChkqLB4LTMC8JP6thN2JWQGN2VhxNoor3bCAfigxenp6oGLg3s4ynvQIxOWnp6dEClZXV0tsTxaNUMB48ylFoVCoqqpqb2+vuroagmtubu7y8jIVkZ0OqzuKBO0jED3mM9jvYYe7srKCHs/pdLIHubi42N7e7u/vZ3KdmZkxGo0okgkxZIYhCp4yUVJSAmpCNhn3wNLSUiKRAPiliuMNSyZMXl5eSUkJymyv11tWVsa+E67J1tZWaWlpMBiEmgs5VMxQWFl74xBJyTw5OYGkzSXD+wmfCxKQ1OJwSABdpSMntT5SkxTLxFZnt0eSZlSj0XCiQFjVarX4t3/7t/RHFEiInTKZrKmpietpZGREEASHw8EZpcHc3t4uKCgwm80k9yaTyeXlZbxn33rrrUQi8ebNG7Y+R0dHf/VXf7WxsTEyMlJeXm4wGH784x+fnp6yTDo5OWExU1RUVFVV9eTJE6vVenV1BYPAZrMZjUZOz87OTlNT0+9+97ucnBz4IMDQLBThSkxNTdnt9pqaGjx3IHxbLBa0dKWlpQwxNTU18FQLCgrQqDGrzc7OEjJXVFQUCoWCwSBCw6OjI5yrqqurXS5XIpH41re+dXV1NTIyQv1gQkLdbzAYuMsIHAC57ejoQMf57rvvPn369MaNG6urq/huqFSqwsJCFHsgbEAQMpksJycnmUyura0RWlJWVvb69Wtc0PLz86emplpaWjY2NmDDwrXb39/Pzc1tamqKx+MAtp2dnYSEpNPp09PT4+Pjzs7O5eVlBJq1tbUYQMdisbKyMsZNjUYD8olbHv7F6NsWFxfb29ux0+TWCIfDt27d2t3dhYJxcHDg8XhwCWEZJpfL8U8vKSlBPwo7CbLSwsICekEeEo1GMzw8TLSLxWLZ2NgoKChA4M+Znp2dJe2WBPm1tTW8dquqqpAJVlVV0YQ2NjZSG5qbmzs6OsbHx9VqdW5u7srKCpSxzc3NGzdu+Hy+nZ0d9AmHh4cajaanpwdGUmVl5aNHj05PT9FHBgKB/f39Bw8ewKYhJebk5OTNmzdOp5Ofpbm5GRSusLDw9evXN2/ehPnF3LO4uAg9hAo0MDBAOuPOzg7Xt91uv7q6MhgMMzMzm5ubBoMBs/VEIuFyuerq6n7729/q9fra2lpMglpbW4EfWltbS0tLXS5XKpWyWq0zMzPpdLqnpycQCLABbW9vn5ub4y0tLi6GH8SNRi9/cXGRk5Ozu7tLnwEbKJ2xLoMTxCINCi7AZjqdZmeG+4xOp8Mb8vz8nAAKGvyLi4tUxkSbs82fS34FUkWUbi7x91OFhYwCRLr4UhndJPI+8EnpG7Eww0QX0EKqjuzq6O/ZvXEvpzNh1NmQrJDl2PcH1V2q8fxEQIisIRFB4cGEiywcdabwoqKira2tdDqNyzdbJ4QZYN1yuRz6jOTrxqxPGwRij7wqGAwKgkA2FFggGiGOHI8enH8o06hvYYbTbUDOyMnJqayshBNusVhQUcdisYcPHz558qSqqor7eXFx8fz8/NatWyynybHZ3NzEh8FisbBYuby8BOYhF/Ly8hKn7pKSErpqSLBoZqRqwoqR/Qu3H8my0I4gTOCPIZfLJXkhG3SJJpbI5MHxxKUyoW8cAPbBkiWQPOMuK2HvtID0gkqlkr6cqZT1BCdB/Mu//Mvc3Nzq6mqCFF68eIFF+/LystTb4iMDDbWpqWl9fZ3XzeXV09ODS3thYWEoFNLr9YiIsVVzOBxut/vf/tt/y9F/9eoVyPXU1BSNzNnZ2eHhYX5+PhOq0WgE8fB6vX6/v7u7OxqNejyeSCTS3t7O7TY6OgosDAXR4/Hg/ur1etfW1lpbW7e3txsaGvx+P+QgMApG5/39fQZcyiEHiIEAAqHVah0eHrbb7X6/Hx42Ob1ra2tVVVVnZ2eUea6nFy9eSKRQTBsQbCwtLUEn1uv1YF+CIAwNDeHpKpPJ6Adh02xtbZWUlLjd7qKiItguPDAYjoiimJOTw0QoCML+/n5ZWRkdVnNz8+PHj+/du8cbODw8HI/HoZJ3dHTAisLoDuMPdqsymWxoaKixsXFzc9NqtQYCAb1ev7y8bDQaz8/PKyoqVldXcSGwWq3hcJgoBo6R1WpdXl5uaGgAwFepVBjwgh5jydba2hoKhZCi0tejD4FuJpPJIHlBUCIPYWNjY2trq66uTqlUjoyMgLYJGfI2r0qaZQ8ODlZWVlpaWiBAra+vA761tbWxuBUEoaenB05WSUlJJBJ5+PBhbm7ur3/9656eHohj1Al6FKfT+erVK57Y/f39u3fvHh8f37hxA0MWqG01NTV2u/3Zs2cXFxcdHR0mk+nVq1e3bt16/PjxgwcPnj17du/ePfJwsOKDk7m2toYdIJ6IgiCwuUR6/1//63/91//6X/t8voWFhfX19aqqKjYXdXV1n376KS5LqVSqtbUVu5nS0lL0A0VFRUajkcmbBcTGxobH48nNzW1ubuZDEUUxHA5Tv2FgaTQal8sFizuRSJhMJh43klVY/F9dXQUCAXyRWB4D7ZaWljIPkfsIisBoxWadAwOEGI/HwfqA2rDfw8ldqrXyTCIYvbg0H0gtv5DRomSXSWnlKU2c6kzKHogcAwH7VDbfUFKBjiU+EdUakBnUV8zEFGcDxdJYKe3GpBcg1XL6ZjFL3MnFSj7u1dVVXl4etjhoZ6HeHBwcoNADZwKQjMfjaNbpkDg/lZWVDIV4tKpUKqT9arX66OjIZrNhfWez2fD/Ys3B0oEHDalMfX19LBY7PT1NpVIgeTgikV2D+TOW2rTLarXaZrMdHh6yq/riiy/u3LmD6Kipqeno6Gh6elqpVPb29no8HkScZrOZPntubg6fasT9QKCVlZWiKLIElKjLrCfxWdTpdPv7+6wP4SIhBwC3gI5XWFh4cnIC+4zJj4+VHSeqUJozND+s2/kUpM9XoltLHVIq44cgwfLMlDibShNCXl7e5eWlQqGQKRSKqqqqmZmZo6Oj8/Pz5uZmyJ82mw1nWsBiiBU2m02pVN64ccNut9tsNp1O19fXp1Aoamtrt7a28PFCTsDiwWw2v3jx4i//8i+fP3/+v//3/yYSKxwOE7cm/RiKTPItw8GzZ88UCkUoFDIYDEdHR2azub29vb+/v66ujghiTC5evHgRDodJ9MXXRvJfNZlMQ0NDZCPPz893dnaiuUwmk4T6EpXc0NDQ0dHxzjvvGI1GkA2OL6syfvbt7e3l5eW5ubnr168DXOO4v76+7na7r127lkwm8c/b29vLy8vz+/1YzESjUbwOXC4XWsbOzk7yk2/cuGGz2RobG2tqahYWFsrLy+vq6tra2qqqqiKRSGtr69nZGWApNjS5ublI1Pf29u7du8dF2dbWdnx8XFBQANYXCASQAzY0NCDwmpiYwGckLy9vZmaGvmxsbAzNMt1ZNBqF2w3WEQ6HEYlmKzrYThmNRlaPFovF5/N5vV5smsPhsMvlWlpaslgsOzs7xNHs7e0BFVJuY7EYC93Nzc2NjQ2ZTMaM2N7enp+fj+nd/fv3Ly8vJycnrVarxWKB1LO/vy8IAhs+Vn1TU1PRaJTIwObm5lQqhVa4t7eXEFB2t6gsKI3cqmdnZ++++y700ampKTCVioqKwsLC0dFRmUxmMpmY48nbcbvdMzMzWLA+fPgwHA4/efLEZDLduHGDuLSqqipBEB48eMCHsri46HA4Hj58+PjxY5r9oaGhaDSK/+fNmzchDbW0tOTn57969UoQhL/+679+/PgxJNXW1tbc3Nz79+/v7+/T2FZWVuJrenh4uL293djYqFKprFbr3bt3I5FId3c3u5Zf/vKXKpVqYWHh7bffrqmpIcWTD+j4+Li0tHR+fh7KxsTEhMfjWVtbw/ve5/MB9hKQAokmlUohK7q8vGQPrVAoTCYTTtG8mYxxeGJQuhQKBVoypVLJNY1GkHuHpRpThZilMJHGR/H3vWclPJYSlb1BFDIu7QCqTBs0psjvaEfYIwARy7Pc1JQZE91UxkQt/ftKklRWQplUv5mBpNcjQcfSK6cvSSQSiG248aHjMSaKokg7DkTJbthqtZ6dnfn9fkjLXPTc/haLBYIr4WLl5eXS/oIFP+QUAmc4w1CKwMMgo7K4BbrkE49Go9XV1WhGaZ5Asw4PD/HlR9oOgeDo6AjgymAwJBKJDz/8ULIU/vWvfw0tsbKyEu9SyMN7e3vr6+vr6+v8FEtLS3w7dJbc/EBQ8XgcolM6nWYtglEG4xZvII9tMplkwsMAlY+Yj4buAY4CmAEUMO4Kjge3nDITKs7bks7oTDi9krIzkbHfA3iXXLHy8/OTySTedv/vxP7P//k/RVFcWFg4PT3t6+uLx+MLCwt4lZEN6XK5IF5SkChvpGTwphcWFs7MzLA0qqiosNvtGo0GHKykpARPCq1W+/HHH8/PzxcXF09PTz9+/Pju3bsrKysrKyvo4YaGhhhERFHs7u7e2dmhe93Z2YnH4zdv3vzd737X0dGxu7uLxcbAwMBvf/vbmzdviqJIR+P3+69du4aS99atWxcXF69fv8ZNgzyW7e1tmheQPZPJBMgciUTGx8dNJhPGBUqlcnBwEETC5/Nh5XpxcbGxsUFwClzzrq4u7hoQsIaGhoWFBaPRSCpLW1ub0Wjc3NzEvoew3zt37kxMTPBJp1Kpt956i6YMEHJmZgYooLa2dnFxUaFQNDU14XaRn5+/tLRUVFRUU1ODKoC3kcemra0NX9by8vLS0tJAINDe3s7QPzg4yCa4oKCA3aFareaLc9q4bnw+H3VILpeXlpZubGzYbDYWtJDaEe/SLSK0Oj09RREfiUS4VXFQQygCH6q2thYmLTunQCBAcnVVVRVRvRL80tXVBUKu1+vdbrdWqz0+PuaK6ejooD1Hg8FnYbfbYSkrFAqLxTI7OzswMBCLxfx+P+derVaDO9GWNjQ04DPFMHp4eNjY2IjoCLpQKpUiA/XJkyc3b94cHh5uaWnR6XR//Md/LAgC4DnvJNqVb775hplyY2PDbDZTIw8ODioqKuRyOR7FVB3SnoWsX7AfMaQmKnxrawuuWTwe/9a3vvXZZ5+lUqlPPvmExc/k5GR/f7/JZOK1oZH/6quvCOuG68QruX79+tDQkNVqtVqtcrn8yy+/rKysbGpqGhwcrK+vZyWJEyQUvIODg62tLbATtkp06CqViipYVFTEZQpCKGQCflnjpTNendQnVE9YAsG6Z9aUy+UQZIB2pHZewjyl2S4bEeX3XGTZkCk0DVq6kpISoBRUDaDKyWSyqKgImI7JIJkxJpUCMbgNYUsmMnHEYhZFVvoT7lYJmE1lSUVlWR652aMnv8c0jsUWlNFUxjAdELW8vBycEw3b4eEhTRuGQUVFRTk5OcxV6DghiisUCmQb9Igs7bi1SECyWCx+v7+0tJQ3mW/HW9He3k6XzMSGpLKsrIwuv62tbWxsrLi4WKVS4eytUChACj/44APapurqapVK9eLFC7vdDluws7NzfHwcoj5sSrhF4+PjfCJWq5W9jHQtBAIBvikEMaLdJQGF1GMxVUvEbGnuv7q6ghSN8TXXCwbRYP5UO9AF+ip2CnzQQLv8hhuPMyCRZiXYP51O5+Tk8ErS6XQkEqGaarVaGfq2ZDLJpGKxWCiQ+/v7+/v7v/vd75DiTU9Pb29vB4NBbL53dnYqKyvRRG5tbUFDJw0jFApNTU0dHR2Bj83Ozi4tLVVWVkJvged59+5dGnzy0MfGxmDnVlZWHh8fw3gEGzw8PAQH7uzsTKVSjY2N0WhULpd/9tlnBoNhdXXV6/UWFRU5nc7e3l6w3Lt377IotlqtyGnUarXVatXr9QMDAxUVFZAC5HL59vb206dPp6am1Go1cChhvDTRLK78fj86AYI5a2tra2pquru7x8fH3W43iHwkEnnz5g1mV/n5+Xfu3CkpKcF7COUW5MNnz54x0FRWVsbj8XA4jAsXUOrFxUV9fT3Sz66uLpogzBOMRmNtbW13d7fX68U0Dsda3KLD4TARhmAOxFHxTQ0Gw/r6ukwmKy0t3dzcTKVSr169ysvL4yeFC41fLpw6i8XCW41fjMViwf70/Pz82rVr5+fnOBig5kYyhURhYGCAaFmABxhYOzs7qVQKi5nKykp+09HRgXwbBXA8Hkfy/+TJk6KiotevX8disY2NjaOjI0EQWltbuaOHhobw8S8rK1MqlZubmy0tLY2NjVarFV+S8fHxaDTKghDfOIxzbTZbU1NTaWlpfn7+F198gU8sQY/ohWw2W1VV1cLCAvTOlpaW0dFR1GNra2vDw8M/+tGPDAbDxcXFz372M2wHBgcHIZLQWQ4PD4ui2N/f/9FHHykUCuZ7jLAFQQAvevnypSAILpcLcVFhYeFPfvKTw8PD/f39R48edXd35+TkFBcXDwwM6PX6H/zgB1gJarVa7HZ5mLu7u4FzhoeHMRB47733enp63G53NBptbW0Fw8cU4vHjx/jxkuuJqQJn0u/3x2Kx7e1tHD/cbjcTUklJiSAIJSUlFAkYJVB7lEolCEcsFgN8Bgqjs+FfSa36xcUFvpLcd9BWIR+mMwKA5O8nTohZCgExS9cBtqzIhAmzZ4W5VlRUxO3GpqOwsJAaidCC10mjL2StIaF4/FNwWPh9IaYE5UmAcDor1EwaOvn70heUZRnnsiZfW1s7Pz/np+Ci53udn5+fnJzApwVKRTcJgRnW+ubm5sHBAdzAWCwGzZuiKAgChq6woOHfUmAko2DITTRe4XC4trYWkiDmYjSUNTU1m5ubWq322rVru7u7sVisqakJZB75k9vtzsvLe/Lkidvtzs3N3dzcnJycBBp9//33Q6HQV199xbt0cnLS2dmJsw/sMOiQVEdCeJiyYNGXlZWxPgDMh66YTqdB+1FVSZWSBSTln74tlfGS5d0mfVOaIxGGwiRCK4yzuiAIrOTZZaazfGhTmdQ58FsOD8jH6ekpHSReuLFYTLawsEA75vF4xsbGIEQoFIp79+6RMOXxeMrLy7HSJ1KK1nJ0dBRva5lMtr+/T24UkBR1G6P2rq6uVCr1/PnzZ8+ecchwu25oaNjY2IDU09nZCVGWdJuLi4v19fW8vDzed7/fPzk56fV6SbmizDc3N1dUVHR3d2NGBU5IyjRP5szMjMlkwkFXLpcj2ZyammIJRyZGYWHh7du3BwYGsCIzmUwIz69du3Z6emo2m/k7SNBMJpPb7fZ6vcSU4wByfHxMDB714/DwkOXc4OBgMpksKyvDVKGoqCg3N/edd96BhXF0dEQM2atXr5qamtjK0HAVFRUVFBRg6uj3+xGfwKmZnZ1lvXdyckJoDMj5+fk5O1QeJx62SCQyNjYWiUQgc+N77na7UXmqVKqamhqn01lWVoZZHQFScB0vLy97enp2d3cPDw8hoKPE5ceUy+WkzjKJyuVyNv9utxt/PtTWSqUSlBXjw/Hx8Z6eHu5Wk8nU1NR069YtvCDKy8u5svPz8xn3OTlnZ2dzc3Nzc3MlJSV9fX3YjqBkvXXr1vT0NEtfokNxHoH+qlarmZ9wUSFee3Bw8J133rm8vKyvrycOSRqJLi8vu7q6Xr9+PTw8fHR0hNv15ubm3t7e119/3d/fn5eXNzs7C/qHV8u9e/cmJiZoP+/du3d0dPS73/2OGPaPPvqI243T7nK5Xr9+PTAw8M0339jt9svLS9BvuBXFxcVSCgqMWUEQ0Ee+fPkSI9M/+qM/cjqdHAzIX9Fo9JNPPpmYmDg7O8Oyv6SkZHh4OBKJVFZWTk5Owon44IMPsONRq9XLy8uFhYUtLS1zc3NgDzabjTyG0tJSHG53dnYIVQZNpavAAo3yyYXFpQ+kDwAoeSwoMzER+/v7dBX0RvBuZBmTWAmMTWRCNCW8NJ1lyM6cCjVUFEWFQqHRaHiU8vPzJQkBkwRcG6SiqVRKrVazf8VygY0XwB0gG3OnBN7KM6lhQlZCGS9GkoRm/01pPqZYcq0LWQxbAAA44fj34rXi8/lwWmAJlU6nWUPg60TACEQq+BCiKNLmnp2dsUXCw5J3lXDTzc1NQnYli1cUoru7u8gluRUJVUSdAtuIERPtXHFxcUVFxc7OjsPhYFZBO5Cbm9vd3W02m0llAC/l3WhqaqqpqYH7cnl5yW4iEAjwziNOozvBHcxsNqPIwNoa8SU0YHacWAfDkj05ORFFsbCwkEFZyjKCucm4yZtAYB/dEl+BR5UlOpxWBiFmUEZzjgGCCz5lZlOQKhodOjaaG/6TyVX8N//m3/T19e3u7i4vLwPBFRcXe71ebp+rqyur1coqe2VlhQAgDC17e3uTyeTu7q7b7SbF9Pj4uLm5eXx8XKVS9ff3RyIRl8tFQ9Hd3Q1FsLq6+je/+Q2xDGBoJpNJr9cT9AhYChcGLIUf6f333yfyenJyMhqN3r179+joCBVtWVnZ9PR0f3//ysoKfROCuerqarVa/fLlS9ScCIHxw0MXvLy8zHY3Go3Cw4YVRh4ea6SpqamBgYGDgwNmNeiRer2+oKCAyJtgMGiz2WZnZ1lG6vX64eFhm81WXFzMw8CyYW1tLZVKPXz4MBaLQWUKhUI8J1arldUybKD5+fmmpqa8vLzh4WGj0dja2npycvL69eu2tjaFQjE2NgYDMD8/n64Qywgmv93dXZi0KpXK7XZbrVatVkuY8I0bNyA3nZyc4Bx0dHSEMQrik7m5uc7OzomJCahPzNapVGpxcRGKYHV1td/vB7WWMFIgsurqavJ4rVbr0tJSa2srnx2WdcvLy0xLzc3NZ2dnarV6dXXVZrNptVrI6Dk5ORix0g/u7e3hVYvRV2FhodfrBdbGgUylUo2OjuJUzO6kvLz89evX9fX1q6urnZ2dLpcLnsju7u61a9eAprFjLC8vHx0dxX3+7t270Wh0dXUVG7P5+fmGhgaUErTVMJOxZ2IHXFtb6/f7BwYGZmZmtFrtxcUFDgb0uXNzc/fu3fvyyy9jsdi3v/3t169f19TUwP6laSCMbHBwkM/O6XSen5/D09vd3eVvDg8P37hxQxAEOsvnz593dnb+7ne/+/73v////X//37/4F//i6dOn2G+xPmS+9Pv9lZWVh4eH3Hpkow4PDzO4GI1GrIugEPv9/tzcXOKIZ2dnUd1g4IlzbG5u7snJCQkKGo0GXSADomSjA9VCFEVAMElRTslBc0KBIbZCFEUAt2w8U5rS0v8kWZrllgSK8l3o/0AdGStpmwozOfNMOfBfpBUSOy022fwn867EA5KquJClPZDKeTaAnI3cSnNn9lo0exIVM7HYFRUVFRUVzANXV1cWiyWZTOJEyLlSq9VIRKAIxWKxg4MD6Brw5tD4XV5eIqeBpQg6bbPZ+FfxeJxEIIzRWbLm5ubG43FAS41GU1VVBWYwNzenVqvtdjsOqfSsJECIoogtZUdHBwcpHo/rdLqVlZVbt24plcqZmRmLxcL6E8MZZhv4sbDNRVGcm5vr6uo6Pz+fm5sTBAHMjzw1BP2YLCI5RSWo1+tPTk6USiVDGu8MkyUkSj563J2k/2WhzrvNP4F4LGZo+ajeKaI0cID/EoYBVCuTya6urji9UMkwU8MCl9UAtj8y7J6Z8+rr651O58LCQmtrq9lsbmxsvH//fjAYhLxUWFh4cHBQXl5eVlbW0NBwfHzMPNfU1IQxzd7eHqZcoBOTk5NwkILBIGoebDM//vhju91OvBQVAubC8PDwyMgI7sB6vb6rq0uj0dBjjoyM8C3u3LlTWlq6vLx8cHDAvTY7O1tSUvLVV1/V1dXdunWrvLycmRpOh8FgoAnNzc29c+fO+Ph4LBZDM8plkUql+vr6eBSpIm63W1Lol5eXj42N5eXlBQKBq6ur6upq8qegca+trcFlhYOq1+v9fr9Wq93Z2UFo0djYeH5+TpFub29/9uwZkxOYWE9PT0dHh1Kp3NnZgXw0MzMD2AKzl1smHo/b7Xa5XO73+/v7+6uqqqApkeHArq6srCwYDNbW1s7OzqrVagLQbTYbtxXrXpfLhSDBYDBwH0lfJBAIgFKi84nH46SNiqKo0+nS6TSxl52dnTSSHR0dPp+vt7eXG58qa7fbE4mE9Gb6fD7QAp4lp9OZn5+v1Wr5CHC6ADbAZbugoGB9fR07Fa1Wq1arPR7PxsYGxczv9ysyKdBbW1uxWKyqqmprawtbTrxh8Rc9PDwEsecaqq6uxhDY5/MplUrEsjylHo/H4/GAN9L2QrXY399fWloqLy83m83s+N1udzAY/Oijj9rb2z/++ONnz54dHR11dnYmk0m/3392dkbUUV9fnyAI7777LiE/yE5GRkZ+9atfCYIwNTUFWnjnzh2DwYBVWDQanZ+fHx4evrq6Aoy5ceNGIBD4zW9+E41Gv/zyy7t373722Wff//7337x588d//MeDg4Mmk2lwcJAYAMpwMBjE2K+6ulomk7lcLrlcjvPztWvXRkZGpqenm5qaYKXJZDIAOovFsra2xgoWl/PT01N6JvaRgiAcHx9jpACiyMQgFQy2dBAlKA9Mb1RQDFyYSjlv0hhH4ZEmM8qMVEfFLGIOAwGzBRgY7lr43yaTSazmgLjQfzPUSmQ32EnpdJqOjck1keXnJ6GyQtbaUvh9+3ipfErUXzETNSXNmtIX4U2gaWBO9fv9gUAAD0vWEziUwSEPh8PRaJQ5TK/XI9lkZy+KItscShR7Lk0mZJtSFI1Gz8/PydSz2WxgAFVVVWQDIMAj88Rut6+urs7Pz6+uruLMt7GxAY1oY2NDoVBgRCqTya5fv3779m1RFDc2NlQq1dbWFjnS4XCYibC0tHRxcfHk5GRmZgZIoLe3NxAIRCKRhYWF7e3ts7Oz2traeDy+vr6OiAueNvQX6TXL5XK4PJRbtMLpdPri4iIWi0F85XRxJNimc2aurq4SmbDMk5MT5m8mPVaqNF4nJydIkvA/Yokml8thHlFfKLR8F6ZV4AoMZcF1GWqx7JBhBruystLT0zM8POx2u00m07Nnz7AVBkDHZsliseBSG41G9/b26Jjm5+fJMGLUQEdvt9tHR0fNZvPBwUFTU1NTUxOWBTQdv/zlL4PBoN1uPz093djYUKvVgUAAdUFJScnS0hI7CblcDn/h+vXrKMDi8TjB9PhZq9XqcDhss9lisZjVap2YmOCRgB/B7C+KosPhuHPnTkFBwd7eHgJzegqVSmW32+md4XR88MEHpNBxkiorK3Nycgi6A7o8PT19+vQpXIO6ujrscIlvNJlMExMT3JWdnZ2jo6OLi4svX76EZlZXV1dZWfnWW29ZrdacnJx33nmnvLwc/d/Ozk55eTkBGjTIRO1gsURoCWsbPCQBqaid8/Pz0Wi0qalpdnbWbrcfHh7euHFjY2NDLpffvXt3enrabDbn5+ejepTL5d3d3YlEory8fH5+HoKf2Wzm/sVg7+TkxGg0ojQtLCxcXl7Ozc3t6enZ29vTaDRzc3NwF4+Pj4uKioaHh2EwJpNJWtq9vb1AIJBMJqFBmUwmgi8YEyORyOTkpCAITEUPHjyAwBKLxUZGRlZXV1lOEzeP/m9gYCCVSr18+bKtre309BRrFRREoiiaTCafzyeTyerr6/v7+0dGRhwOhyiK0KAKCwsbGhp2dnZ6enqI3aaXgoWERwRgDu6gzc3NkHtZyE1PT1P4Jycn+da7u7s//elPZ2dngQ0YOgGvurq6SkpKdnd3gWRB5wRBqKura2xsRM/a2dnZ0NDw9OlTSjtOCAaDobKy8vT0tKam5t69e+Pj46gqP/74Y51O9/777wuC0NraKghCWVnZ119/vb29/fLlyw8//PDzzz9Xq9X4ucBg5HCSjzY0NFRZWbm9vX18fEzg6MLCAhaGAHd8KKRvKhQKs9mMVENq4RkjWGdGIhGpBlASmEjgo1KfuNSAJSC5wLaAdpHOChXJZtxICK2QEQBIVTOWCVWFFUlbA/KPHheMjtuJjSwGSTxEBQUFZHKBOlB3IQHBGMou2BKsmj0H85NKFZRZRMxyCMqul8lMsIb09xWZvEa+OAgN1Dmj0YjAlNsDui9agEAgQP4B7A2FQnFwcMCkKHkbwbzFB4AjV1ZWRgF2uVxlZWV8383NTcy0ydSE6kGtVSqVBMRWV1djfimTycbHx/mJamtr5+bmvF4vDPnj4+Pr16+fnZ2xHacUTU5OajSasbExu92el5en1+sJ/CKIifTQs7OzUChE0WIwACiGkikRsA0GA7J+9kroBRC5ol3kzsGqgnmRvSM3IZ87Q6QoimdnZ6Io0iqxSGYfSb3k36KIkyZO2i/ONv8LsiLPZM9B3mThykQr/t3f/d309HR7ezvMokAgoFarOQd+v/+9996TmuKTkxP+F8bHxMQEVm00IB0dHcFgkJ7OZrNh4+t2u4uLi7e3t+/fv9/V1YVpdX9/f3V1dSwW+8//+T8ToulyuRBflpaW4gO3trZ2dnY2MDBAu2q320mhI3gEGV9eXh5KBuLoOOW8ay0tLeTmcFm///77e3t7h4eHZKr4fD5RFAHi2Kh98cUXzc3NuGZoNBq0/BjZsNdsbGycn5+/vLxkLc9/sqaiSYdPazKZLBbL48ePAfrr6+tHR0cbGhoCgQBi9nfeeUej0bx48aKnp4djittycXHxkydPBgYGPv/88/r6eoTJbW1tqFrh+sfjcfC3p0+f3rt3DwILsui2tjaY4vn5+XBBXS5Xe3v74uKiUql0Op27u7tjY2MlJSX19fVnZ2d4CyQSicLCwtXV1aamprm5OVDf9fV1jUZTUVGBfIWeERgHtOTi4oL8MnAbwA2lUjk5OdnT0wPUeePGjenpaZTd+IdhJUHQyuLi4unpaX9/P/JZto/r6+tEhh0eHhKVdXp6urW1dePGDZgOCArX1tZoP+kcyVTCmRPTS71eDyyMURyXjlKpRKD29OlTpVIZiUTu3LmDLg2lr1wuJ/AHMcb169fh+FRWVppMJvZGH330kbRNIHtkdHSUWZAZ6Pj42G63r6ysYOO+urra29s7ODgYj8d7e3uHhoaIT8dIDM99Olnp19bWltVqPTo6SqVSMG+fPn1aX19fXFw8NzeHaxoTyfr6+v7+fkdHB4f8q6++GhgY+Oqrr6Cb+f1+1AtArETjYfIAKHJ6elpcXHxycgKZbn9/v7CwEHkAzEyqC2swRsxsZwMKAxcFChN5xt6TfpeRlOKENTa9PH8iqUeyR73U7/vvpNNpjGRR/cOcxIGEkQ7NoiAIEkmSKs6BhO4OMYQ12/HxMSRbaF/ZlZJyKA2a0oaSK4XfcH1nl3bpfZAQ2mQm+IwjiuOMKIqM71z9ZrM5JyenvLxcJpN5vd7y8nJWCajOCgoK4HPCKZN0O9zXXMW5ubnYz1KfamtrqbJ8fUoRZvrn5+cwtFl55uTkbG9vh0Khzs5OsISdnR16UJfLlU6nsc/VarXsvHZ2dgiHwJ3Y6/W+//77qKUJNIzH4yQqXl5ekrtXV1eHrSl3y9raGim8bMpTmcg5LHmhW15dXZ2cnJyfn6N3yMnJQYeDyJX3MJ1O4yVHk8eX4v9iEs3JyaHWMvBwepmdFBljRbhCbEOzT6OYZelOr8ORU6lU9Ar8X/wd0GNZKBTq7+9fWFhYWVmBarWzs1NfX4/Cent7W6vVUlrgaLW0tFy7do1cLcI6+OHn5uYSicTy8jL3JjnDKHOJ55VmwbW1tZmZmR//+MepVIroLgpnR0cHHDO2knK5/PT0dG1tzWAwfPHFF9988w2+CmVlZdFoVBTFly9fEvPr8/lisRhx5NevX6+urobb0t3d/eDBA3xnMBJraWnxer0Oh4N2lcI/OTkJoEreMo3q8fGxTqerrKyEMk4KdFdXV319PdWxo6Njc3PT7/cfHR0RJaZQKMLh8Ojo6J07d2pqahoaGrDkgLdWU1PDRwuYNjw83NHRAe69sbHx9ddfNzc3+3y+zs7Os7Mzt9tdU1ODK6xarZ6bm/P5fLOzs6FQaHd39+bNm5g00tqTHlxQUMBh3draQkrv8XiqqqqwvEfUIZfLp6enk8kkPr244uXl5bFCq6qqgmWHbbTX60Xk7vP5otEoj19JScn+/j5RVgTXnJ6ezszMRKPRmpoaNI537twBL6qoqID1WlhYiIxVLpc/ffoUICUvLw/lq9vtHh8fj0QieAJDBoYmWl5e7vP5eGLb29sZdyA2owqHTjk+Pr6+vu5wONguJxKJlpaWg4OD2dnZ3d3d5uZm2L/EZgEqTkxMzM3NYWKytLSEP3VFRQWmd3g2sSQeHBxk1pmfn3e5XBsbG+Pj41tbW+Pj43fv3gXb6O3tNZlM3/72t9khcYv19vbSzBIZ8e6777IgJznh2rVr+fn5W1tbgiD4fL7NzU1BEAKBgCAICwsLvF2wH8vKyqidpaWljx8/TiaTIC6iKH766aeTk5NM8F988UV9fT0LMBB7osJdLhdDBulgIIE8udwO1C1udkhMMAYkXj5DDwxGibUIPwJ5AFUEc5xkJrGSSyqRiQXmMRSzpJliFleW7wIEKtEuFApFQUEBeymKFgQutO3St2CKJQWMKgukyUTCMMCaBlWfVLP/YG2ZzfSR5s5sFFfMWOtlLz7BUbOLKH/n8vJS+oeKjCcq3DosYQ8ODni3KdJer5e9bCwWgyNJdSRciOGMgGu1Wg2hTC6Xs0DBc8diseDBkpOTYzabAXjkcnl1dTUKjVQqRRby8vIyFrIGg4ERCvSb2xt2iMfjgdeKUNLr9Wo0msnJScgTXq8XXXtpaSnxroWFhe3t7WC5cHkikQhtLn0DPs/wYwsKCurq6sBFcerAqFVqiSiHVDgaMiCudMb6VJaxl+LvA9pLDRPoVywTUUeZ5Ayjt4HvwxGi15HWnELGWJhTBwsX03baF6PRKP71X/91VVUVZOXp6WlCPK6urki6lzax7e3tZFRptVqaZQTgTqdTr9dPTk7iD04fd35+TiGEK9/Y2Dg+Pn7nzp2ioiKiGwRBsNvtP/rRjxwOx+vXr91uN8mR169fX1xcRLc7PT3d3d0tk8nwETUajaxYWIPzMDQ3Ny8sLOTm5gKrLi0tJZNJh8NRVFSErnFpacnpdObk5Hz99dfXr19nEYvRycrKSm9v79nZmdVqffr0KeBzbm7u8+fPE4nEtWvXlpaW8KooKirCmg7KK8xhNJ1Wq9XtdiPfBPM0GAxut9toNK6urn788cdLS0tbW1vQmvr6+hBxwkk5OTlRq9X37t178eJFS0sLsAa+CkqlEu32yMiIyWSS1OiUMY1GA4ukuLiYtE5BEEwmU319PcCOTqd79eqV5Lo+MDCwtrYG2sN4PTMz09bW5nK56Ebh0EYikdPT097e3qurK1LDsKFRqVQ6nY7rhizZQCDAejsajYZCIW60vLw8QtixvyopKcGv+Pnz5zabbWdnp7u7G2zn4cOHKysrjY2N+fn5T548aW9vh6dNJACoA4SdhoaGdDpdVFQE4QhJA24JLGjpKI+OjgAPiouLuaMXFxc7OzvBwbRa7ezsLCfTarW6XK7Ly0u9Xo/XF4Froig6nc7i4uIXL140NDRg35VIJEi79fl8dXV1AE29vb1wUysrK3/9619/+9vfFgRhcHDwzp07Uj04OTmJxWLLy8u3bt368ssvAVppn9fW1hwOB0t3nvPr169/9tln+HAajca+vr7f/OY377zzTjweHx8fR6RbUlKytbUFo/v169cgz0hxnjx5QgUdHx+HoMuIfHx8zChA6Gk6nV5YWMD3H/vD7e1tk8m0srJCsWGAZkHAVMeGUqLmU2wY3QAeqJTULZ7TdDot+dPyBl5cXIgZFYfESs0er6VCJWbEkdBV2D0LgoCzGneoTqfj66MlgEEqyY5Z2UoeyDKZDLdIrGJZirNkleQof1AUpWGRS1bIUISkoUT4faWKmIn2hIQpZIlNJRQ6e34VBAH30Lq6uoqKikAggAeh1WolrwIkmZdKq4EEubq6+vz8HDROo9GgAwG0zM/P39nZIdi5pKTE7/ezt8OPLJHJZWttbd3f3/f7/XV1dSDG7e3tS0tL2Ky73W7JulahUEDGYVXBTYv5KLOjXC4H7BFFkSUOcIUoiuxoEfJhd8V1wQTFTq2uri4UCiFM4K2jfBJ/C+sHbinBdlwjBGjjTwkxJxaLgZoAcnBCJMMWqRvjL+fk5MAdkSCBWCa1kLYPMIPzgzYBWhlTKc4JZO2dn5+LP/3pT9E8wAx++vQpMY0VFRWvX79ma8j/azAYjEYjdDu0eoIg2Gw2qAcQHAYGBkRR9Hg8UDRJeCgrK7Pb7a9fv37vvffeffddGA0I/AVB+Oqrr7xeL2e0qqrKYrHE43ESKI+Pj+/du/fo0aN79+6VlZXRgHz22WfXr19HJfn06VP2H8lksrq6Gh8Wk8kUjUaXlpZKSkqoUmazmRu5t7c3GAwyxVoslomJidraWjxaISuh7YVMD38YIX8sFsvNzQX2PDg4gBTT09MDFCMIwvz8fEdHB1B+f3//6OgoZlRXV1eVlZWg53Cm4Uo4nU7ytpaXl30+HyhTS0vL/Pw8GA7122Qykcu9sLCAqSP9vtfrbWtrk8vlo6OjarW6oqKCRSm6oEQiodPpVldXESyiFyosLMQ/b2lpqaenBwwcFiujicFgYJoMBoPFxcXY9ppMpvn5eaVSWV1dTUILZFG8fPPy8pj2SDmw2Wxzc3N4+bLnh6XMXCuTybD4l8vlCwsLNLCoQicnJwsKChobG0dGRs7Pz5HiabVa7mVAQoye5+fnmf7Pzs5w23K5XK2trYwRbrdbEISCggIefvhy9+/fn5ub29zcrK+vf/nyJZ24VquFyG0wGHCqa2lpuby8JDwnEolcXl5WV1fjLqRUKg0GQ1VV1YsXL/r6+hgx9Xo9VgMbGxttbW2Tk5Nvv/02tgkajaampoZb8tmzZwMDA1Iby5/cu3dPEITDw0MELSh5qqqqXr9+3d3dzTMP53lycpKf/Z//83/+i1/8AiHN9vY2vGu6ECRSDocDddCLFy8QOtfW1uLNlEqlwHjZLFgsFn6uZDKJDiGdThNDJpF6eCKYftJZZtYSxErBI3wXCEuZifdhGgCOk6R1FKrsX4xodPQs7fgKQL7xeFyCyCDXcE1DdKeEE/GWyBiHAscxjHILA5Pi2sPIwjScTUGS/jd7tSnLMiRKZ/kHZe8++U94lfxNWVZytURoEjP2CNRdHgQU0oisotEoBMZ0Oq3VaoEBGaODwSC5qmAkMJyNRiNGAcRAcRtDca+srKRtZS4PBAL5+flFRUUKhcJqta6srPDAkiOWTCZhxiIOjEQi6+vrZ2dnmM43NjaenJxUVFQMDw+bzWay6ysqKngZBAdtbm6SpoAZ58LCAvZDKysr+KouLi5iYsAay2g0woBhqwLFjANG+Mn29jZDOZsgICsebTpjwHbOBj29tGVPZQQ/fNy0IHD9OE681IODAzHDEpcKtiiKGo1GQhnp1EVRZInOV+aDRqAhUyqVZDml02nKHobR0HBsNtv+/n5DQwP5WTwtJHdDyk+n0zMzM06nMxaL3b9/n/AvLCRgzdjt9u3tbZSUKysrPJzT09MffPCBw+FIp9P9/f1Go7Gqqspms52cnMzOzs7MzITD4ZaWlnQ6vbGx0dnZeXl5+fnnnyeTye3tbTaOwJh2u93pdJK+xkdOaMPq6mp/f//AwABqX6VSeXBw0N/ff3Z2Fo1GoWWTH8K+E+3UzMxMaWlpRUWFVqvd39+PRqNv3rxZX183GAzBYJCHsKCggA08hwOkC4UvCZEMKFVVVVhs0Gqw9E4kEjU1NRRvvV7Pw8l7XltbyzE1mUxUBamfLS0t9Xg8GB2w3GaE2tvbm5ubkwTLV1dXZAzBhoBT09zcjD++0+n0+/1oom02m8fjgeBTVlZGaBENeHl5OViQQqHAS488GQg+hDXiRIriCGO8mZkZnU63t7fn8XhMJtPOzs7m5mYwGMQFNJFIYMS1vLys0WjW19dxwGdliMni0dERN106nS4vLz87O6N06fX6s7Ozi4uLYDDY1dVFdrpGo2H1S6ApzBG9Xk++hFqtbmhooGHXaDQ2m+0Xv/hFYWHh3bt3XS5XW1sbbT7NnCAIfr//4uKiqamJNpkFGOA5YSBokxB0trW1zc3NLS8vv3nzJjc3F6UKnyanFBNETGJHRkaWl5fv3bunUCg+//zzp0+fwhdjibu6ulpSUjIwMNDT0/Pw4cOqqqpHjx7dvHlTo9GwUkW6ii377du3Ly8vP/744+3t7e9+97vvvvuuTqdzOp3j4+Mff/xxY2NjJBJBjryysnLz5k2MopRKZV1dnSiKR0dHbJtQ+iLhOD09RamC/wDdtEwmQ/8DI1Giy7IQkiiL8kxQl2QswFOGp6gEoGVPgdKwlU23SWU0lxIYq8zEIvKHbJXY2HFnCRkjWUEQ8vPz4fFSbE5PT6PRKHgj9Bn0OfxiHZD6fSsi6bblC0oVMZnl557+/V/SP5d6C1lWlFgqo/UUMl4H2f8EwCaRSBCQydtOAAj/kK4XKpzf7+cFoA6/vLyEuJdKpQiEB1hSKpVGoxEDWEEQzs7OgF5VKhUGJuxEl5aWyDva3t52Op0ejwcddiqV8nq9Ho9HFEVuEog8p6enbrcbg4KTk5PFxcV0Ok11rK2thdIPS1GhUCwtLUGChfmBNwufI8tCpVIJIbGkpMRiseTn50PggjoK/sklIAgCFZGOWeKLAR4ImbhyOiRYTumMwyKsad5k5hP4xlRBsivkcjlNOegIVTOdTqtUKqjjSH046mq1mqY5naEg8TplfMWtrS3MgACOFArF0NAQRYjsqsnJye7ubmbzq6srdj+YETNtEKrA48SipaSkZHV1FVO6ubm5ZDJ5eHj4ox/9CKh9ZWWFRsNqtSKVxWzz8PCQLe7+/j47koKCgqWlpU8++eTy8hJn2ng8/vjx4+Li4p2dnWAwqFKpOjs78Tqqq6uLRCLvvfcecTPEdl5eXjY2NhKPZbfbibyBn52Tk6PRaMC7tFptUVHR119/TVgV3oy9vb0rKyvpdHprawtfq+7u7v7+fnzgsNMDBoGmfOvWLaoIJGFkEj6fr76+vra2lrEyEonMzMzk5+e/fPmys7NzcHBwampqdHQ0HA7DxlpYWOBI4WxXXFwMTrW+vp6fn6/X62mImpubQbGUSuXW1pbdbne73Tk5Odg8ffTRR4FAQKvV4mBnt9vj8Tg+rhhOxmKxxcVFuVx+dHTEmqGwsPDo6Eiv11dWVlZXV2s0Gpa7SqWSR662tra0tLSxsZHoGIfDEY/HzWbz0dFRS0sLoivG63g8TllNpVIqlaqqqurGjRtWq9VkMoVCIVSAoDQYJzHBSO0kwQsqlYr4aIPBoFAovvWtb+FjRRpROp3e2dnp6uqCCE0TBkgF5IKtbl9fH+KQi4uLhYUFlUo1ODiIhUJxcTH2uUBharW6uLgYsvfDhw8Zf/v7+0GiGLbMZjNRR//jf/yPi4uLxcXFFy9eCILw+vXrpaUlvDjo4a5fv84d/cUXX3z44Yf379/v7u4WBIG7EgE4ol6yPKnigiDk5ub+/Oc/Z7Gn1WrX19c9Hs9vfvObf/zHf+TWs1gst2/fRo1zfHyMGyXWDfRSTqeTlfDW1hbYXVVVFSkWqLzA06BsYCgB+splBFQQj8ehMvDRcPlKzRyTnzLjGgpiBppHfaVEwRpjaSTPGLpK05hMJsO1gB8WARLWM1RlIE18JVki0rhfXl7iZgDzCEJKTk4OsawssBlQIP1JeJ30I0hV/A+ISNIQnH1BS0VRwpNlWRHWUgXNHtMlaJd/K8/K0Ob3qVQqHA7Pzc1hG8var6ysjITgwsLCuro6k8nE1MVry8nJwXEauyXuRgYvxLWoHjQajd/vZ0+Um5vLrkoUxfX19cbGRofDgeWFVqv1er2pVOr4+DgQCPh8Ph43IFYmua2trVQqBQwjCIJCocASjxUSql+j0VhXVyf5RDKEcKhwfkdXym3PByQ5Au7t7bFgUqvV+fn50Iw5mVA7Ly8vsTvgICGmoCLyeiBAgTGgYEmn0ywagEa4ZOjkeGFyuRyRIWINDhv0Xd5nviNfR+qKcBoCJxD/03/6T0tLSzKZ7OHDh/F4PBgMHhwcgPAwQiHu6ejomJyc7OzsjMViz549u3v3biKRIErw5cuXBQUFGGfL5XISVcrLy3k4Cbj2eDxMb//yX/5LrM4ePXr00UcfvX792uv1jo2Nked1fHwMkYw6wfnA8CUUCpG2iBlbOp3Oz8/HtGhpaWllZaW5uTmdTq+trTU2Nq6vr1ssFrfbDRBqNBpDoVAoFCovL2edGYvFpqament7ceFZWFiAa4qXwvHxsdfr7erqmpqakiJ/scauq6tbWFhwOp3Ly8vt7e3QjgirunbtGt4oubm5c3NzGMTDn2Rp0dzczG4cSRlxaRsbG0ajcXFxkSUNHV9ubq5WqwVAhm+5trZWXl7OsvPo6Mhut4PqeDweSGXhcBj9A0qe4uJipISdnZ3r6+usM4eHh6kuBJXg0cpfvrq6MhqNXKx1dXXb29sGg0Eul2MNwQ8O6I8w2e/319fXLywsJJNJRCbsUfDdraysZIi32+1TU1Mffvjh3t6ey+U6OztramoqLi5eWlrCDbynp0cQhOHhYeiF+CAyGOXm5uIuVFVVxcZ0dXW1sLBwdna2t7f36Ohoc3NTqVTW1NTANgIaPTg4YEdeXV3NVgPrasBbcq2rqqpEUVxYWAD4QvaaTqeZvbDMfv/9971er8vl0ul0W1tbubm57733XjgcxirT7Xbfu3fP6XRGo1FkSyqVam5u7vvf/74gCNzjWq12aWkJKscfgJMQkXw+3yeffJJKpaAf42LIduCzzz6z2WwXFxfoxJn85ufna2trx8bGPv74Y4/HE41Gnz171tvb+7vf/Q6S5Pz8/PHxscPh0Gg0U1NTmLx4PB7a6nA4jOQajiKUOq1WC78fTyi2OFwx3PhMkFTTVMZ1jMacHlqi3EM5YVCQlnPSBlHMOAMkM6YQwKoUQrJTWEBCxEgkEsXFxYz7DAFYQEMMgSbKYAGfGVcWRAiS0ShKFai//K8sK7wze5qUyWTMRtl/LmaZMEhviDRHpjK2QWKWu142DVgaZPlrskwmqORHwxxmMBgaGxvD4TDvA4mzzJFXV1fMf0aj8eLiAiMwURTZ+Z2dndntdhJwuTwBuvlXiUTi4OBAJpM1NTWx8EIJHQ6H8bc6ODgwm81bW1uiKBIs4ff7seZeW1tzOp04S7C2wLaQUYxwnr29vYaGBpYsa2tr4XAYr4Pq6urt7e1UKnV1dWU2m+FR4pbAq0LRjnsAMZkQRziTwPsajSYYDLL4Z7nOWAmqwUdMrCZtCuiCZKzBPcy8CDBLA8dXUKlUQGicDa1Wyxaf44e9LZRymUwG8HZ8fAy8JwiCVqsVf/jDH0LiDwaD169fR90hl8vpVXNzcxmwkARcXV2FQqHu7u5AIGAymbAU397eBu1lNVhcXCwZ9zBzaLVahULhcrlKSkru3bu3sbHR398vk8k2NjZMJlNzc/M//MM/BAIBbMHRMyH7q6qqmpqacjqduO4xuR4eHt67dw/p597e3oMHD1Cn4A/gcrlisVhpaSkghsfjYcMcDAZbWlp8Pl9LSwtyDiQrCPLu3LnDO3V+fj40NASzaXt7m8J5fn7+1ltvhcNhnlWal4qKCgzM4vH4/Py81Wrd3d1Vq9W1tbWYAZWUlFRWVkoNi06ne/36dX5+fk9PTzwef/LkSWdn59zcXF1dnRReeHZ2FovFGhoaYJqtra0dHBww5CWTyf39fQxQent7h4eHHQ7H3t5eXV1dIBDAfzwSiVBXotEovh5qtXp7ezudTrNmdjqdjx49QtpYXV2NJQLeInxYGHwQ41dWVlZaWvr69Wvm8r29vebmZu6pRCJBqnZ5eTnG9GRAjo+Pt7a2BgKBpqYmxCq5ubmcfuJiJiYmMBO3Wq1kzM3NzbW0tCSTyVAo5Ha7zWYzG024zYw7zc3NJJN0dXVtb2+73W4sDmQyGVtYMC5UpKgMoadSbrVaLVtqnqtQKEQuqTyjdEaCCWk2GAyGw+Hvfve7YD6//e1vW1palpeX33nnnYWFBUpdb29vSUkJqdqlpaUQ4gwGQ05OTjAYLC8v393dJbxzeXk5mUw2Nzf/8pe/NJvNVqsVrZ4gCC6Xy+fzRSKR73znO//3//7f2traurq66enp/f39vLy899577yc/+QlO7h9++GFBQQGUYI/H8+DBA9aZgECrq6vSkBSPx+Gub25uUmwIBGYLiIwE20uGFTpxyhVXDGeVLp7xgrue+51CwleWtOd8ylRcOnfWmcxbUgmJZ5Il+CdMP4iCeHnIz5kwuEa5qYGvOE68frjorNW5ENEXIRKjicTHmBfDzoIfUJZlxS5m5CISQ0TIEmJKdU76k3SWjZFUI8UMhyj7n2fvMoUs1yGKMX/OZoGFWVFRUVtbG9NkPB4nWGl7exvxJfQ6rnWKDeEWtDhgjOBkaKZlMhkx5vF4vKGhAe6k3+/nxRDplUgkWGZhi0aiKhanBQUFBoOBZhpqIfs7QRBMJhPR5ScnJ11dXYCLjBPgFoIgrK+vHx8fNzQ0EHiu0+lAONGxoPpzOp1s68EsecyTySRNPwQfAFX24gDsiCxBcXnzoZukUiksEXidGELxw8ZisYKCAnAIjhk7BelgS0RZSi+PAGeS+yGViWUlpYCPUlZdXY0izeFw4KUZDocRqyI4JZAZDlJubm5HRwfditvtBgfr7OzEuBXl0N7entvtPjk5uX37NpMiP2R9fT3jpt1uLysr29zcLCkpYQDv7e3FBhbKoiiKxcXF5FJVV1cvLi4uLy+/ePGCsgSAVlxcHI1G33nnHdhWBoOB+91iseDFw26J56qsrOytt95aXFy8uLgYGRlh9r24uFhbW4MDPTMzEwwGQdLJ5SHp2uVyVVRUNDQ0rKysYOiq0+lsNtv5+fmbN2/gPWIDS2gMYdETExM7Oztutxt5w8LCAjJeuVze3NwMwcdms4miCNUI7IvgC9An5DS1tbXMhUqlklC2RCJBMkB5eTnMGshsb968mZ6eNhqNvb29+fn5GLktLi6+efPGYrFEIhGv1ysIwsuXLzEfIflPFEWoKNFolD+/deuWXq9vbW0l/AiXKExVuru7d3d3Ly8vqYJMwzk5OWtra5CiVSoV03BDQ8Pq6ur6+jrjID/70tLSzMwMfczNmzdra2u7urogVbnd7mQyaTQascsg6vzZs2dqtZpA0IWFhVgsdu3aNe47nBmqq6vZhaNAhf9ZUlJC2LLRaKyoqPB4PDs7OwzWJBoeHBxUV1cHg0GLxZJOpzc2NsLhMC2q2Ww+PT2NRCJtbW2rq6uPHj3a2NjA6u/y8pJQAbVa/cEHH4gZDgtmHcFgEEMMQRAwrMD0RBAEu92OKvSTTz45Pj42m80KhYIIiKKiIqZVt9vd2trKQAwH+7333vvHf/zHhoaGn/70p5988snY2JggCHq9nmdQq9W+ePFiY2NjfX398ePHZJoKgjA7O4u1UzQadTgcwWCQNS080s3NTWykotEogGdeXh7hOVqtlthFMcMIpbunqHCjSYtJrn5AVGZ0NsFw0JIZL1kxS2HC1+SegqbI/CTP+AZwxxFxzE/KgWRsZbrSarXZJCD8Uc/Pz/f399kpQLxEi8WwIklNoAFnF0teGPOHtC3L/hn/YHZkskxliVXSGf93CacVfp8NJGZZIEkjLCBhNu2WZ//k5GRjYyMajUJv3tvbowDAw5A835mQcLLFgIUwCXRcSqUyEAg0NDTU19cz6lFmZDIZ72FZWRkldmFhIRKJFBUV6fV6pEpo32traysqKvLz809OTlQqlV6vxwNPp9PV1NRYLJZQKCQIQmNjYzqdRo+QSqX29/cZyA4PD/HSq62tBS8tKipi/6VWq2Uy2ebmptPpbGhoOD09DQaDRB41Nzc7HI7y8nJkfkQSIVksLCyEcYbMSRIgUSapYXwjpkZ5JsYO6BXGrJChQEOfxrEHkFZyF4J1zOYSR1+MjmUyGSOyKIqQN+PxeCwWk6XT6fHxcSzTMARvaWlxu93z8/NQgY+Oji4vL91uNxKuaDQaiUSGhoYsFguv+Pj4OJlMDgwMYGN4cXGBa/mrV68qKytBAPx+//T0NKDB9PT07u7uxx9/jG0bnJpwOEy41dzc3NHRkdfrXVhYYLh8+PAhCVy8en6esrKynp4ej8eDDP+LL764desWwVjUUSzFcTEuKiqamZlBV9TZ2Wk2m1tbW6GTYUPFXIWrWX19PZu8vr6+cDhsNptDoRAivNevX0ciEVwwQAW59MHNFQrFxsZGMpmsq6uju2lvby8vL79x48bTp0/Lysqqq6tzcnL++3//79FolMiqnp4e5BOI0vDsYIA4Pj5+8uQJli6BQACtRWNjI12ORqPBSGFqagpTAm4N1MqXl5fj4+MoPUZHR/FKBsApLy9fXFxkDUZ4FjIJFKW8+dhZ4Sh0cnLS2Nh4eXl5cHAABJpKpTBMR1yI3mBmZmZqaur4+Pjw8HBubg68q7a2NpVKkWaan5/f1tZWXFysVCqvrq729/c1Gg3EInSu2NBA8sSGni4NzQ9PHSGjACm8VyR40wliQJGbm1taWrq3t0eXKnF3RVHE/8jlcmFpRsHY2Nhoampqa2vD7ZNq53A4Ojs7QZOi0ejAwMDLly+Xlpb4gqIovnr1ymw209i53e6f/exnjx8/fvTo0atXr/R6/cTEBGLNsbGxGzdugNBCf1hZWSGYyePxuFwufCU3NzdZbj18+NDlcv2v//W/3nrrrdXVVa1W+7/+1/+y2+2/+tWvXr16FYlErl+/Pj09ffv2bYvFQpfNFFVVVaXT6ZaXl0FWJicnGVOwXqPBhxzByMg6GWVIJBKh5EurRH7PJMp1LGbFegiZAC8mVKKXJBYMb7u01UtlLNpBCPFzwdshLy8PwE0URS4jeSatiWUqJC/2ndyY9LUcQuzx4F5GIhGoQ+ji+eeCIDD9SAWSV5hd29JZvyTcVchabQpZlu7Sv5J+zy95VsiUVEGTv+8WJH0LFvOyjOefLGOD4PV619bWlErlxsYG3GC5XF5cXIzoC+rv4eEhG2JCeDhIgiBUV1eDW4qiuLa2trq6mp+fT7ERBCEUCuE5jLcqbMednZ28vDw4qAqFAoTD5/OxDmMOQb0NzQX4BD0F4um+vj6WOPJMrg5zKl5O+GbARBVFES5hXV3d7Oys1+ulXca5aXFxkR0/TS1zEWeVSZqTBvUMhloikeDP6XV49imlYLMFBQU6nQ6qCu0dBxUvIV6ztK2EK85qWaFQXF1dHRwcJDP2xfiP0mVSg/Ly8sQf/vCHKLgtFktzczNWgSaTaXh42GKxQF+Gvri2tqbX62tra4kkpKxy9Xu9Xnr8qqoq9LPRaBT2UDAYXF9fRwiYTqcDgf8fW+8Z3Fp+3vefg06ikSAJgiTA3nuvl7fsvdu0u5KslW1ZGduakePJJBl7nFexZxznTZyMJ5nMZBwndtxkWSspTqSVVlvu3n7Jy957AQmSIBoJgABJkCDq/8UnOINd/fli5+69JIhyzu95nu/zLcc4v/zqr/4qH/lPf/rThoaGDz74wGw2T0xM9Pb2hkIhJLRkXDidzpaWFnSWH3zwQUFBAdD50NDQ8+fPS0pKCKM2m81TU1PFxcXQE05OTsrLywVBAIvr6OgYHx+vqamBS8IaQK/X4zK/vb0djUZLSkq4/aqrq1UqFZ3Fs2fPXnvtNTSXgiCcnZ0dHx9zYk5PT7e3t4N3hcPh3t7eRCJBct7GxobX633nnXc++uijjo4OENRkMjk2Nvbuu+/u7OwQvF5fX0++MUe2KhOFGolEwH4nJiYikYjFYmHpzQ1cUVHx9OnT0dFR0NeKigqlUinxbvCvPzw8vHPnDh0PFJJEImE2m41G4+TkJBBNfn7+xsZGfX29z+eD5CyTyWw228HBgU6nI6eTj4zwDZ/PV11dnUgkQJAIPT45OWGDiLldXV0dEAf7eZPJZDAYYrFYVVVVOBxeWFhA4n3v3r39/f3r62uk2UQ9KJVK1MqSBhQjTYfDga3X5OQk831vby/ONRaLpaysbHp62uVyMb5vbW1ptdqKigrCQODC5OfnU+1evHhx9+7dvb09zqz29vbNzU2aMGRtiI/x8cBTiaE/FovNzMxg3cClhUMCV2lZWVljY+PR0dG9e/eeP39+9+5dQRDm5uYaGxvx9FlbWxsdHX316hWKqcvLy69//evRaHRycnJ/f/+73/3u9773vby8vNdeey2ZTMIkKC0tLSgoYHLy+/2A2y6Xi2hfCLEul4uDJhKJHB8fYzNGW0MjguwdSE2a9jhu4JRGIhEqEN54nOlSqZDQSyqWtJ9jZEyn0/Tv1AAqrkR6lGZWcAiOs+wajNZCo9FADT0/P5cWwMDpJSUlHPoQJkCMwXVpofi8GIBY0guCgMhPEARoJhy1IMxClixEqnkSr4dRUtpHilnEJXlGi5k9SUv/JGapVqS/oWpKc7bUdvAN0tgk0Yv4/ry8vM7OzqtM4jfMGoofvwKjTdbzHo+nvr4eHyi4Ldytra2tYNqACqWlpTTNBERDRwAMD4VCOINubGy0tbVNT093dHSQ6zczMwNvAxvO5eVlzNoA5+l3t7a2WCjCLzk/P4cYbLPZ+LixseVz1Ov1bre7rq5ue3sb9hDUirOzMxIaiFghWuDs7Eyj0eD+TT1mYOMipMFCVRmLxbAJlCyieK+YQyiEvDPUWoYK8AxFJs+EbpiySmAZpF9mdI47Gpf/xz9SKpUOh6Ojo0Mul7tcLgIL5+bmMOva39+32Wxra2vl5eW3bt1ikWMwGFwulyiKoVDowYMHTqcT/q1KpdrZ2WFNDUdxb29vZWXlwYMH9LwQMRjVZ2dnHz9+vLKy0tvb29zcrFarGxoaiBkRRRHG0MLCApLnnJwcv9/vdrvlcjnWU83NzXt7e263m7eVy8VgMGCGQF+P+xFj38nJCZtRANtIJHL79m12nKFQqK6urqCgoLS0lA2cRqNxOBwzMzMHBwe3bt2an5/f3d3d2NhQKBS1tbVEmuj1+pKSkpKSktPTU7PZjGE6FBiu1/Ly8o8++giT2MnJyfHx8WAwSNsoGXMoFIqysrLr62uqLPxyt9u9u7s7OTkZCAT6+/sZg8xmM+7PBwcHn376KVZNXq83EAiMjY1hBAMJzWAwrK+vK5XKx48fLy0tETuMgMHhcKhUqpaWFqIDWP4zgVHVWMQiQ8avjjOU9q29vR33Dag30WiUrC4ufXLHHA5HLBYD1YcrOzs7W1hYODMzQ7NcWVl59+5d1t42m213d1cUxePjY6/Xu7u7m5OTI7HPqqurKysr8V0ymUxw661WK5u59fX1nJwcnMoNBsObb76JZ295eTn7mNraWpfLtb6+7na7kxlLcYVCsba2FolEOjo6ampqnj17VlhY2NDQgJNcXl4ekhJBEK6urmCJG43G6+vriYmJ1tZWdnVA1rFYzGKxYMfz0Ucf/c3f/A2cDrfb/eGHHwqC0Nvbq9PpSHq/f/++2+2urKw0m80PHjz46le/ivlRbW3td7/73e9///tKpZJQ0r/6q7968uSJ1+u12+1/+Zd/+dlnn/3gBz/4xS9+0dPT4/P5Ojo6MMxyu90HBwc5OTmdnZ17e3s4XtHKcHlrNJqioiKuKKSZubm5nK1sNNMZ0mwikZBqJ4A/ekHpfBcyUZRiJipLwjwpIdTOdDoNYEvNkL4Z9j8kSVEU2X0CTrL6SafTsVgMvT9kqGTGIw18LJ2JVGQFxeCIDh0PRV6XwWAQRRFUFoAuFovxVKWBTwJapT/wVJNZEWbpLCpQ9kiaytKDZeOu0o9Ig2w23C1mqT/TWY5CFG9JGMNwTysmZGhrkte8TqeDegqtPTc3l0YETEUUxaOjo9PTUxSWwGwIyVhYFhUVcQsUFRWB1RPcJJPJDg4O1Gp1T08P9hGxWMztdsfj8f7+fhR6u7u7bLKUSiXi8pubm1gshpQlFosBcbndbo1G09DQgIkHACQtEUQeQRAwGru8vFxcXARySCQS9fX1DGM0VSy2TSYTIzVnOEcQKGsy4+7EGwhlAYwzkTGCpxeBp0bBY9xEtcmFjekBFnjYFzCtSvRAZCq4dQqCQEZTPB6/uLiQtbS0wHBBTo5oGvLO6OgoWcSJRIJiQGjJ4eHhzc1NaWkpffHFxYVKpcIHFSGKUqlk+edyuWpqahKJBOaWHKNXV1ctLS3pdNrn87W3t2Ot8Md//MdElNTX17NbnZ+fh37S0tLy6NGjnZ2d6+vrqqoqQqPi8bjb7f7Wt761tbXFM1EoFMfHxy6Xq7Ozc2FhwWg0rq2tWa3WW7ducSgDGtCp9ff3r66uptPpgYGBg4MDVl8qlYq8LS7EiooKCWkk5GRvb295eRng4tmzZ7FYbHx8vK+vLxAIlJSUHBwc1NbWnpycrKyssA/AOPitt97CcbSmpgYxclFRUW9v7+rqaiQS2dnZAadyOp2zs7Ncf1arFdni3NycTqfb2tqiQ/d4PIySUKubmpqgaO7v7zc0NAASHB0ddXd3E0sEg3R1dRV2JTUJCIhdVHFxMV78h4eH+fn5L1682NjYwGLDZrOp1eqtra3i4uKTk5O9vT2uITxlioqKtFrt6OgoMDtIvsfjycnJ8fl83GMFBQXMAb/4xS9UKpXb7e7p6WHxJrlnjY6Ocri3t7dbrdbd3d3h4WG/3+9wOFZWVkgNw5egoqKivb1dFMXa2lrAzPr6eiyEmMuDwSA8XqfTubOz4/F4lEolritOp3NpaenFixc0EEaj8cmTJ7OzsyC9hCRcXV3RO9fX13u93sPDw0QiYbfbEQWVlpZy5yCYgTfu9Xo///xzhULR1NRUVlb23/7bf8vLy7t9+za3K18OhyM3Nxdm+N7e3sbGRjgcfvr0KXSV9fX1H/7wh7/5m79pNBo/+OADRAIFBQWnp6d7e3s3NzeVlZU1NTWNjY0TExNcqEVFRe+9915bW1ttbe3MzIzH4+no6IByTCOMxoY5VdoFptNpXEwpVC6XC+kCBzH3LPWPU4mBkk9cqn+pTAoYmJiQ8R7jYdVq9U0mC0yeyQBhi4nOgUOGKScSiRgMBgoevgTIh6CRwyFg8IUXimYRC3J+hH6aI08QBEgYjN2iKKLWEL+YNpy9kpQKoVQ4Jeg1+0vadGbvKbPrazb6mv0bpR/MHnDlWVFo2Y2ImAlYBnflvAqHw0SdlJWVwQgpKCigSpGxqFKpzs/PLRYLmmPUmZiEsPgEZQFyZORyOBx0GMSwsPC6ubmZmpqSyWSMIliJXV1d2Ww2+CUDAwMNDQ0dHR3JZBL3G5ybsPFqbm6uq6srLy+HSYdwM51O7+7uplIpLkuypxB6qlSqsrIych0KCgoIS4fCQ6/GPhWFXjqdZrvJoCkIgiITWsfGPZXJ56HVYxfAxwqoy9+wZBUE4eLiAkwLxTyrYpPJ5Pf7Uf2mUikIUGBvoHcgZDCJ9Hq9+O///b8n71cQBKDFyspKt9tNGgM+9HV1dYuLi/hu+3y+gYEBlUoF0WN3dxcSs9FoxA2VAQVoKJ1Ow3KEUCq50MViserq6pqaGphjXG1+v//f/Jt/U1xcTFIK5UQSzGo0mqqqqv39fXbL6XT61q1bP//5z6E2wVREVaJWqz///HPcaC8uLu7du8ekz9wsimJlZeXW1lZlZeXOzk55eXlBQQGJu+vr6/BI+S/da19fn8fjIZ8EdRSUMKhPfX19CoVifn6+oaGBSsDSC3s5VCg0DXh5+Hy+zc1NAtcw9cDICqXg6ekpaOfMzAyAA7l3FRUV4FRUJkoa1s96vf7i4gJU5ObmZn19HUSlrKxsZWWlsbHxF7/4xcDAAONsQ0PD5uamzWZjc67X63d3dyEfctWurq5ilcdiY3NzEzmdz+draGjY29uDzoczX39//9ramiAIra2tKpXq1atX7e3tW1tbWOo4nU6j0Wg2m8kVgifs9/vT6XRpaalSqTw9PWXMPTg4QHnGmhlfi8PDw7Ozs9bW1tzcXHhPBPXdunVLpVKRBsNxo1AocILc2tpqbGxUKpWrq6s3Nzf19fVut7ulpSUajY6Njclksu7ububdmpoatiYPHz4sLy+vqKjAexO04Pz8XCaTDQ4OnpycgCal0+nt7W0OJm5mNpq1tbVqtfrZs2ec10NDQzc3N7/5m79ZVFQ0Pj6Oh0Zra6vP59vd3cUP6MMPPywoKBgdHZ2enmZr9erVq/7+/j//8z//xje+sbu7y1K/qKjo7t27H374oU6ne//999Vqtdvtnp2dRcNHe/c3f/M3kPtlMtnNzY3L5cIQCm9nNJfn5+eSdw+RdvhnYW/GGIStOSNgKpVCZ8Jj0uOCtwNbUVzpJtGZMCpJuCU/CCZBMYYoC7eZtRwnKWMl34+HlFarxTCSyVilUvn9fn4pFvCJRAJKJA0BG0EOHFbgkr0i8zEcJQk+lWXMS6ltqV+Si0hTZnZRlKom/5rM+Lnzrxzi2bOpPCvFWnqcdFZgp4TWIkGB0CDtQWUymclkysnJIWwcLBTMwOfz4V+h0+kcDgcGMmR7UY3Y//EewhlUq9UOh8Nms2H+wPsZCoXI74tGo62trX6/H6WmXC73+/07OzuNjY3hcJjDp7S09OnTp8lkcnh4mPf80aNHhICm0+nLy0uiQLHVhaeJ/a/P54P4AxGyuLgYQSPEPaosg9PBwQHhHEdHR8SngNCKooisAFY/SZ+SFErqSBQKBRImGKzMi9fX18CzrC24UBki6bpyc3PZJWm1Wq/XK5PJsCviHICOBIopiqI0jNLhiX/5l3+ZTCZfvXp1+/bt6+vrvLy8Z8+ePXjw4NGjR3zSqAyj0eibb76JEQyLNFI+ZDIZBzqd49LSEjbibrebcK7W1tZ0Og026Ha7u7q6DAaD2+0eHBzs6Ojw+/0bGxsjIyMff/xxS0vLxcXFP/7jP15fXzc2NsK1AbKHRkQ9yMvLm56e5tLv6OgAFvf5fHNzc3V1daenp5B10+m02WymJ5Xoqaurq3q9nlYIt/GRkZGZmZmSkhKcGGUyWUVFRTqd5o5dWlq6d+/eJ598MjQ0BFlUFMWRkZHj42P0iysrK11dXTc3NwsLC3K5PBQKjY6Oos+5urrSarXgHjabraam5uHDh/gsP336VK1Wc7MNDw/f3Nwwbvp8vkgkwgFxfn5eW1u7t7fHsTU4OKhSqZ48ecJc1dTUBEIL59tms/n9/uHhYfQzmI8rFApCJY1GI9LVubk52FI0a5KUWMikZ8vlcghQkm003OtgMJiTk7O2ttbe3r67u2u1WsHxGKHghcpksvLy8kgkcnZ2Rh/KUUuUmMlkouSPjIx8/vnnarUaDwHOXH6EmG4ibiCCbm5uMqw4nU6SvKA5yOVyrIO/8pWvfPrppwSyTk9Pw1kfHh5WKpXQ0Orq6lZWVpBgcs+zzJOYpUNDQ16vt6KiwuFwpFIp0GkCCZC4AHfbbDbq9Pr6Os0vh75arQa3QBuO28h3v/vdx48f8+E+f/68vLy8vb397Oysqqrqgw8++Pa3v72ysoIzHF6ABwcHf//3fz8wMLC0tAQnS6FQvP3225gIfvzxx8lk8v79+wcHB/CzNBoNFy2XHDQ6lUo1PT2NDABjsGAwyFDIBAbHOBKJkAuRSqXw7qe4sr9MpVI5OTnI2lhYKjP21sBcHC4sh/geakA0kxHGwonNk06nkwxj0bdgjEfpvbq6AlM9Pz/nqJUmS7TLqVTq6uqKlT/IJOYMrK8YpMg4QlwhCALPB5kKIKGEi0qznSzjdZddKSVypgSoZk+NqS/qO4UvkoPELDN3qXXIBnil810aaqVqLT0fRiJAWkAjjUbD52UwGDiOSkpKotFoKBSqqqq6vLzE6VN6UezmSfnlzgK3hDfHlBmPxwlpsNls8ObogLHIABniHCa0ipQeKjFSENxsqqqqbm5ucGNYXV3FKXpsbEwul9fX1wOnn5yc8HIkzIMThk4X9j6uyPgN7e/vc9efnZ253W4QUCzseSFnZ2fJrIg3PjKAMUUmXzqVSoEaxjNZ3CqVCsmmhNZyk4KpwBZGOqXMRKlz4/DFtwFpqFQqPh1ZIpF4/vx5UVER1J5Hjx5ZLBYE10ql0mQyLS8vFxYWAlthNGM2m09PTy0Wi0qlOjw8pHO5ubkZGxvDoQ3A8ObmpqSk5OzsbG1tjUCJO3fuYKWt1+uhzsfj8a9//etFRUXf+c53GhsbsXm7desWzt3V1dUMIjCg2P3ikdjS0kK2BmwIQRDIJe/o6OBBjo6OJicnvV5vMpk8Pz/f29tDTaHX69Gq40T86tWrvr4+p9M5NDQEujUzM+N0Og8PDz0eT2Vl5fT0dF9fH/wU4jm1Wi3s0GfPnjmdTrfbfXp6ysbl7t27MzMzm5ub3d3dQKx6vX5wcHB3d3dhYQG+oiAIOp2OxE0c4DY3N71e78HBAS2YQqFgIcHOBgH7+fn5+vp6W1tbcXFxKBRaX1+fnp4G62hpaSkrK9Pr9U+fPsVaga0bi178/7gm0un0wsICalqv15tOpysqKuBC42BgNpvVanUwGGTdSO/PNgIhKVJrMDE4fiBFBoOhrKwMo3lmd9KFcLj1er2soOrq6rxe771797q6uq6urqampjY2NjCRX19fJzSUIxsnjvPzc9Cq4eFhfJ0IDTUajURpzs/Pk+uSSqXIKWtsbJyZmdna2nI4HGazeX19HWWRTCZ7/vz51tbW1dUVgS1I3NgGQRkzGo1sB6xWK7zW2dlZrVZrs9nm5uaws+CswTHg6uqqp6fn5uZG0tQyN6yvrzc1Nf3ar/0aWMXt27fpzff29r797W9PT083NjYODw8TfvLw4UOHw/H2228fHh7yrFKplMlkIsN8fn4+lUpVVFSwbQoGg5FIpKWlpaioCA4wRkiCIEhaDtp2cNfz83OQT07MYDDIEQZxP51xkqMk0MpwvtDJCRlVHHijMuM0S2m8urqSjn4uAwix0C44g8CK2cwxm8ozsjmmTHwTJTyNLTI1XuKWl5SUKBQKYEZUAYx0iHxAdOH2s7UF6aVKpTPJGGKWeaxUzChX0nQoZFF+pIrLPlX6camUSrCtkGEA8ZcSkUqqjjwadHHeImn9KSGNbJ34/kQiEQqFOPHAk3JyckwmE/Y6aJFdLlcsFisuLi4sLGRjAjqlVqsJiSMejq9kJtaDARcJv8lkmp6eRhWGQgkKjNfrhX3S1dVVWFgYjUanp6fpCxEiklBNd5uTk6PT6erq6o6Pj+mbUfQlk0kMNKh5V1dXyM2dTifUDdRBx8fHkEKwEzEYDB6Ph12hSqXCVwiCN2i/BBIkM44ZXGZChhkrOfiw7+Qk5NNh+iwqKgKQQHIGdEGbxXYA823A8EgkwoIS3JFFQyQSkU1MTOTl5Vmt1kAgwPwej8e9Xq8oii0tLSqVikhPTHkmJiYsFsv8/DyUFqfT2dfXZ7VaUYuTvltQUNDW1uZwOOx2u0ajKSsrwxPL7Xavrq56PJ6uri4Ix8vLy3q9fnFxMRgMzs7Onp2dPXjw4Fvf+ha3x+bmJsr6eDzudDqpFnV1dVhrKhSKTz75BHcM/Fmwk/B4PBy1RqPx3r17crkcK2EMYFtbW0tLSy8uLt544w2VSoVDLA3y3t7e9vZ2RUVFc3MzPrT4FWD0w6cI0rW4uCiXywFAenp6SkpKnE4ndgTPnz9/8OBBXl7e48ePrVYrPdHz589Z8ikUiubmZrvdfn5+zlVyc3MzMTHR1tbm9XqxVJ2dncXhAWMtOL30NPhLLS4uIoqA7JCbm7u0tMR5gQt5bm7uxsaGVqttamqCSJ2Tk1NdXU30N7sQVLO5ubmbm5vAI8g/oJPk5uZi00MQCoKQ8/Nz2AF43i4vL7vdbplMhiIlNzc3GAxOT0+vrKyUl5f39/dbrdaFhYV0Om2xWBoaGsbGxkpLS7e3t30+HxdSbm4uvkter5cZEXQxNzeXzevS0lJTU9Pg4KAoil6vl3Clf/bP/tmjR48uLi5yc3O/9rWvdXV1Wa3W8fFxv9+/urr63nvveTye0dFRlC04GbE7ANG6ubkpKipKp9PAXEikWNgoFIqKioqdnZ3a2loigg0GA9tfUP39/X0uCbPZ3NTUJJfLCYKFDQeUDZnC4/H87Gc/+8u//Eu274IgvHz5krX0xx9/vL+/T3wEKxMcR3d3d8kRu7y8pElyu93l5eUlJSWlpaU2m62xsdFkMuFC/PDhQ2YFgj81Go1OpyPRibxxrpZ4PK7VatnlBINB7DcBbOGS0PSwOqLO0YxjE8F7wjUGzQcoDKCCkwG6ELxZ1ihqtRqbMA47voG1MQEprFT4V6AIkCEaL8ZfJgalUkkrwIGAqztmsyaTiXePzQIgkCQRYUiV5mBZllvel+oipzBMsV/GaaXyJtXLL42q2aVUqrJSVZaKtESj5XukKi59Zzqj/pTeyfPzc5/P5/V69/b2vF7v2dkZoHo4HEYxQjWF34AEhaYnEomcnJzANIxEItQnvL2olMFgkNYWDIYuCkSHrp3p32q1vnjxgqdRWFhoNpurq6tLSkrIwlxeXlar1VNTUwaDoba2dnJyklzk3d3dcDhcXV29sbEhCEJ1dbXRaCRmQEqihrJ3cnICw99ut+NGp1ar6ZlcLhfIhFwuRzqSzsh7oE9LdGjp8+X7uRjgBPFuMFnCWtdqtWdnZ9B8KPYUXVjKNJro30DgIEwBz2o0GuK1VSpVfn6+rLm5+ezsbGtrKycnZ3h4WC6X39zcUDkYCrF3YbVrNBodDgdcOwJF0W5DFWEqnZiYODs729/fb2pqUqvVr169gncAexPvOofDIZfL3W73Bx980NXV5fP58LHDp43QFYg/giB0d3e3trZyoRweHjqdTovFsri4WFVV5Xa7X716NT4+fnl5ubW11dTUdHp62traajKZmpub+fuWlhYWkyxXIBmurq4ODQ0xYD1+/BjY+sGDB5eXl5OTk+RknZ6e0iuR0AK9YmRkxGAwPH361Ov1YqdHwJZKpdre3v7GN76Rk5NjtVq7urqePn3K8DQyMoIlr7Rmb2xsJL+sqqqqoqKCgFasOgYGBiBqG43GBw8eIEebm5vLzc1tbGzEfGt3dxeX6ry8PByw4vF4WVmZTqcLBALBYNBmsyUSCXzSR0ZGVCpVIBC4uLi4e/dud3e3Vqvt6urCqgoGAUy86upqqOo8MoxHp9M5Nzcnk8lKSkpYOAmCIPX7dIsnJydKpbKvr48UIY/HI5PJysrKurq6OL+USiWy19bWVkEQSktLm5ubMSEqLy/HWMdisbS1tWGnyf+CCng8HphotDV//dd/3dDQgBI3EolMT0+jbPN4POFweHx8XBTFsbGxaDTa1dUFV3Zubg7K3NXVlcViefHiBZws2s+lpaWlpSVsOubn5wlsqaysJN7y/v37BoNheno6lUpBl9XpdHNzc2zUgFv0ej20XsQw9fX1L1++5LT92c9+du/evdnZ2du3b0PGeeedd1Kp1NjYWENDg0wm+/73vw/bPhqNXlxc7O3t4cOen5+vUqmmpqY++eQTakwwGHS5XATVNTQ0mEwmWtiOjg5I75K1ArMLq2uifSFnwQmkBCJEwdSQcUQQBHzFKJaS/oS1Io/JnESbj5AcOqV04rPghPyZk5OjzDjyQ9qkjCUSCfxi8LXg2MIhhG/Gi4qCDWeCTRAbAeYh4GUwj6urK3B7cuIQjyYyVu/Z4KrEv01nqUekupXMWDRk/1TqixIUaYUp7Up5TCHrK3s2za6RQsaPhvdKmncZ3OUZBSFfSKidTqfP50NACaOYHHhBEAKBAFwq6Qmw48T9EX6iwWAoKSmB20g2NQfdzs4Obw5BcqQlwrbd2NjgD7FYDJ4jdJC8vLyJiYnS0lKXy7W7u1tbWwtNNx6PA60hH7fZbGgxIMRKRnQNDQ3cg5AWMb6+vLxsbm42Go3pdDonJ8fr9RLrxMocIQbrcKAUrkA+X4bmL03t0t6afhdSPdsiURSpiJh08vLp9UVRzM3NBVdjwXl+fg6vjW6MEFOlUnl9fU0bLTs7OxsZGQEJXFtbAw49PDxcW1tLpVL4Qefk5NTW1mq12tbWVkBauVw+Pj6u0+l8Pl8oFGICI/5UEASiiWmF1Gp1fX19IpEIBALE3Eej0Vu3bpERmJOT84//+I+rq6ugXl1dXUArkUjE4/Egc15eXtZoNNhYqFSq9fX1f/qnf0Lk193dDX3x1q1bTPf0mD6fT6lUNjY23tzcTE5OgtSDfR0cHLDUPD4+hpEhl8tv375dUFDw6aefxuPx3t5elUrFy7+4uEAPwMkSiUQ2NjYCgcDt27cNBkN1dTWquMbGxt7e3mQyOT4+Pjs7S4J0MplUq9VFRUW7u7tms1mlUpFrZrFY8FgXRdHn89ErIEFhZ0mnv7u7u7Ozg81jOp2+ubnZ2NjY3t7Ozc0FkITPTJ8OwTgajfb19QHKb2xsXFxcvP7668Fg8OXLl2q1WopnMRqNr169IkPAYDB4vV6LxQIcSrd1cXGBTTzucbQXEKbsdjuSJkydANYY2Qno7unpOT8/n5mZOTo6ikajGxsbDGHIRs1mc2FhodvtJgvearWiEcrPzy8rK0un0wTRYOGEGNHlctXX16vV6jt37rhcrjfeeMNsNsMzJAjp1atX1dXVcKba2toqKioqKirwAa+pqZHJZE1NTUVFRTU1NaAm+AQBPHZ3d8tkMoSezc3NGBQQNn56ejo0NMRLRlAPeYdqBHA0PT1tNpu3trZobsxms1KpHBsbu3v3bktLi81mu76+Hhsbq6+v/973vtfX12cymR4+fGixWO7fv//w4cP19fU33njj7t27RUVFFRUVEBbYErHW6uzsfO2117j/2awgCWD5XVlZqdPpEFgDFSQSCWmBhOgZUOvk5ARqA7QaDh2UG3g0kpqElZoiE2wJm4bakEql4Gey2mQKTCQSkgQTVI1xEHMZIF/WQuxZlVm5S1qtFm8XahLFgIoez0QbShQh4qLkcjkhgPR22J1z4ITDYSgn0WgUvy2MlxndsIABoJIAVQqnImMTmMrEaGRPnJIoJZlxaJMKp0SIFTOCE3Y02eVZAmllWfZD2RMqPwhfSeIKSQA41QLDFmwB2Cacnp6mUimEy2dnZzSvrM8ikQijsM1mw/0RxCUvL89isVRUVJjNZtR6er2+srISX7OBgQG2JIODg2VlZdBrtVrtwsJCb29vb28vDOe+vj63252bmzs6Osq6AYYBYPvh4SGVAoEm5xuGM+wpfT6fQqGgA8aNFRekQCDAfFxZWZmfn8+IRTKEVqu1Wq0EeKnVauQD0scE4AzvDGEJUxarE1oo+LSwgViZo4FkXSpkjDiQiUOmJfMHW5tYLMb9gmAUYYzRaFSgp1Gr1evr67W1tVzfTqfzzp07iURie3ub/b9cLj8+Pj44OLh9+/bk5CS4FkQDo9EIqZX1BtIfOlacIUliysnJOTw8bGxsDAaDn332mcFgqK+vD4fDLS0t/f39n3/+OdcWeo87d+5grwVYitqBC0WtVpNb8vOf/7y6uhp46vDwMJ1O19XV7e7uInJ/+vTp8PBwbm5uU1PTwsICrJDi4mKLxaJUKgHi6IOgbFRWViaTSYPBsLW11dbWxmqB6U0UxfLycpgI0Wh0aGiIi+bWrVvj4+NsJqRp6cWLF2+++ebk5GRnZyfuTfgPjIyMTE9P19TUXFxc9PT0AH4SeIlYG4mFy+XCkaCtrW1+fr68vNztdufn5weDQRqldIbKKJPJAKygL0m35Z07d1ZXV9vb2y0WC7bygNsOh4P1G/5YnEczMzMtLS0YHvX09FxdXen1+sPDQ4vFwn3LqEc2ZyKRKC8vh8hHvs/MzIwoipgYl5aWOhwO1pOgNIeHh319fUqlcnFxsa+vD22A3+/v6uoCriwrKxsbG8vLy5ufn6dx5saDlabVamHigc9AlN/b28Ngk5xeFD64QLC3y83NZek+MzMzMjICAtnY2IjxCrlsm5uboVAIdUdra+vBwcHl5SWJeK2trSSV3rp1y+/3r62t4c5RVlaGd3N3dzdr1/X19ePj4+3tbe6I7u5u1KsjIyNHR0dwWFKpFMiVzWaz2+3Nzc3Ly8vw4xBrxmKxn/70p6+99trHH3/c2NiIuwVMCgK0Ozo62CVT5l+8eKHT6U5PT/v6+tBy2O32ysrKRMbhjzER+gOLLraMgiCwoWHXQLVQqVQgVywaufdh4lDAqLVAr7hbJDJme3wPmIdKpWJnCZB1fX2NkyV47MXFBV42XOdqtRr3Sqxh6PSNRqPX64UrhMjSaDRiLwfV3Gw2E+0AsB+JROLxOK8okXGKAVBh9uUwlcC9bDWIpEygwMiznH34ErMkmKmM5V76i+TYdIbvKqG+UuWjfPLgPKAik64qYbzZtFtJjiLPskSQvpmZG1SPi5zgcZg7PLjJZGJXcnNzgz822bE0T9LioKioSKPR1NTUnJ+fo/yGBp9MJsvLy4PBYDwehzUaDAbBirAXZtVHK59IJKi7qVSqtraWnnVzcxNr2YODAyCZmpoadNKnp6f4eSFjo0OKxWLl5eVQK5ApEtiMKk+n0+3s7NCbmkwm/DSA4mRZqaVc80IWw4ulr8T0ZhdAt5dMJuEWBYNBTMQ4VAVBiMVieLtKATKpVIqLEOA6lUrht5NKpfBL+X9RRFymCoXCbrfzRNHtKRSKwcHBZ8+eIVuUFIpbW1s46eh0OoiOFotlfX29rKwMeyS5XL6xsWE2m0tKStj9VFZW4kKXTqerqqqwvbi8vPz444+DwWBtbW13d/ff/d3fyeXy/v7+qampzc3NZDKJEwrrn7q6Ouzfzs7OXC4Xvefm5mYsFqurqystLU2n06Wlpa9evSopKblz5w5eNoeHhyMjI8+ePZPL5ThuNzU12e32y8vLoaGhzc3Nzz77rKamhk5ZIj50dnZyneGRgS9SOp2m0uNZg2KkqKjIZrPxl7wVq6urQFLM0IDjGo0Gwdne3l5FRQUqq6WlJbPZ3N3dHQwGUd/39vYqMjk7oVDIZrOZTKbj4+OrTLxDOp0m4GV+fp6GC/ElWoitrS1MTS8vLz/77DNJadTZ2bmysrK/vx+Px0FyiGTC3eL6+hqh58nJSXV1dXNzs16v39jYgFWB9w2+a5LXl9vtNhqNw8PD8GvYc5eVlVVWVpIGs7m5CR/q8PAQiUt/fz8H5YsXL4qKigoLC7maoXJwUWKTtLGxwd4e7TxeHrCBrq+vt7a23nvvPai/z549Q67KCRuJRB48eHByckI+FHqh8/Pzuro6Pv3R0VHCSmOxmM1mwxgoHo9rNBqkurQj1dXVU1NTJpPpwYMH+PJgq316emoymcLh8MTEBAvjwcFBp9M5ODhIVcPDnbUcrklPnjyZnp7+6le/qlAoYMkRDN7Q0MCldX19/bOf/YyU7NbW1hcvXiCiRWYnk8m4uiYmJoqLiwsKCpaWlvDBx9hMpVIhkD06OkIDB8pdXFyMHo5iDwEEr1c2+sBNSqWSnpgihKpHIq3APJd2/9ipIKYiVI52WeLfRqNRoHtIjyg4kdibTCbYy8FgsLy8XCaTcU4dHh6WlZVhYZGTk0OGPIGscrkcqQyPBksOlhCli2Kp0WhAXDCDpC6ygIADKS0RpdE2u1IKX1SYCF/Un0glM/sRJAyWSinVYAnIlaqptM7M3oCKGSs4aYSVnpg0+ErFWHpWrG85zZGFsIFjPgmFQnl5eYmMkyrUYp/Pl5eXh71JKiu5jHbHZrNR/xBZCoKwtbUFR7SzsxOpUlVV1ePHj9n83dzckEwVCARwwcVMh+g6Pp1AIIBqXyaTnZ2dwWokgwy/QywVIehyw1K3OOIEQYCPxlFZVlYGZZ3rh3QEqinCKhaTYoZPq1KpRFGkFkpWfGdnZwUFBThJsfgkyRVTIa4T+BwSo4q+k9n04uKCuA6sDam+st3dXZVKBXVlfn5eqVS2traq1epEIgHrZGFhwWQyDQ4OWiwWYpOZZAlagvFxfHyMMQTudzk5OaSPsQzLycnp7+93uVz4BcOYj8fj29vbvIkLCwtms1kQBI1G89WvftVgMLzxxht9fX3vvPNObW2tTCarqam5c+cOw34qlYL2eevWrdnZWWz4iVkmFInstPn5eWZth8MBxArTrKury2g0wvUdHx+3WCzYiM/NzSEMoiBhznJ9fd3S0jI+Pp5Op4+Ojrxer06nu7i4ePz4MbqIdDodDoevr6/tdrvD4WhoaGhvb0duv76+nk6nbTYbCshHjx6VlpZCH19YWHC5XG1tbagzVSrV7u6uTqcj7EwUxZaWFpPJVFlZCc7T2NiYn5+Pe3tOTg5+V4WFhcXFxdgqdXV1ra+vC4JAbCzMo5qamuLi4mQy+eDBg3A43NDQANcJ//3Nzc3l5eX19fWdnZ3T01MyTMxm8/7+/tbW1vb2NqhyeXl5UVER5meMfZD0YGldXV11dXWxJ8Aeb3FxkbZGJpPhKv7WW2+B/rlcLk5wuVyek5MDmFZVVcXvYnWh1WqnpqZ0Oh2DNQcuJtGbm5tHR0c4Xq6srPzkJz/BRejo6Kiqqur27dvl5eWDg4OHh4cHBwd2ux0TK4vFMjo6ivPRvXv3BEHY3NxEy39xcYGJB6tf9FuEscTjcWLpxsfHd3d333rrLeRSHHM3NzdQV9ra2p48eWKz2fAQT6fTXq83Go3u7e19/PHHRPdYLJaWlpaDg4N/+qd/Ys96//79wsJCRv9oNIqjrMlkKisre/bsWU9PD8ou7AtisZhWq4Xslk6nT05OSF0FnX769KnJZILC3djYSAI5CT/s/66vr41GY1FRUTQaZYXMyQU/lj10LBYjjyGZMfQBkZbL5Yhtrq+v+TNwn1Kp5LyT2kEObtSZYEusoG5ubujz+BFqqtVqZTC6urqiyPH44GCELhDnnkwmCTUjipx2jap5dXUFc0oURXovKekMopO06xIEQXLekUZGIUtDmQ2iprJM9aR9ZHYlyy6lUh2S/leCbYUsrpD0mNKqOJ3RffKqs/ev0m+XKi7TD2oKmUx2dXUF335ra4smmKArk8lEMqXRaGS+9/v9EAVwT5U0r8xP6EzA5IFz2R9jy0WUXiAQ+OSTT+Lx+PDw8MDAQE9PD4k9qMhWVlYCgUB7ezs2kKwhsTPE0zUvLw/xJcL9w8PDiooKKfoU3iKILmcgnlwQUcEVnE5nbW0tGWqUyZycHHZw9CiqjNcgRFl4ZwqFAno52wp6fW4fcoXRVoG+cBQwMsGGYyNAN6nKZMqyo+URDAaDrK2t7ebmhshlnFQdDgeVdmxs7PLysry83GKxsIQAQOeuEEXx8vKyo6NDEATC2CAN7+3t4QIciUTm5uakkVylUo2Pjz9//nxsbIzOl4SNg4ODi4uLH/3oR7FY7Dd+4zegL87MzPBMYrEYtr9bW1vxeLy9vb25uXljY4OrJ5VKoZHAZTsSicAGIvIwEAgQnERiKg1aLBZbXFyktb++vg4Gg+R8UcDUavXi4mJDQ8Pp6Wl1dTXgsMlkAmSPx+MHBwcnJye9vb3hcLi7u/vWrVt007W1tX6/H4UDkxnPgX1MLBYDaq6trZ2fn0eaDTrf3t6O6RJvF8GQHo9nfHxcoVCAp01PT+N6g03zq1ev2BXBMAT3R5IcCARwF7q5ucElrqWlBcQVvzq5XD43N6dQKK6vr7n+SNuoqKjA1gcS3dnZmcPhIDwBjsDBwYG0biFNt7q6GgVRVVVVU1MTnjuCIJC9ymkFpeXNN98cHBxkeAV8rqqqGhgYuHPnDv0WUOH6+jqAEuSXi4uL3d1dQnQ9Hk9xcXF5eTknILgcjoC3b99eWlra3d1FN4KlUV1dHWhtXV0d5mqYVaYzSlxgH9auuAow2fj9fnyfwWl1Op3ZbEYv+Oabb7777rulpaWYXkk82CdPngCOJZNJm83m8/mCweA777xTWVmJDSHnbGNjI8/c4XBwKPt8vpWVFYfDEQgEqqqqRFGsr68HWiguLu7q6jo9Pb28vHQ4HGRl47V0cnLy8uVLlUoFqZJ+BVMONpF8TKFQ6OrqCiu7q6srkgNyc3N5D2UymdlshiBNt3p6esq0hx0oTEWVSsUYxy4G4EFyTuALFhLEumg0imMGby/ZJul0muwLdOu5ublut5u8BOIyKAmBQIBd+9XVFUZ6JIzm5+ezJeWVskPVarUEnwmCcHJyApGEUs0IIv1BmvmkQTCdJbKkmkrlSqpqfElc2ey6KGRUJbKs0DEJmBWyXIFkGfO8dEbhI2Rs8flfCcKVnlg2eCvP+CuBivPFJE3xcLlcWNydnp4GAgHQL2ZEvjOVSjkcjpubG7Yqzc3NkoLTbrdTI2OxGGFQw8PDqVRqcHAQszCZTMYFDNR3fn7+/Pnz7e1t0qKgH/p8Ps5hfH9OTk5g9sFRYvdMPZPL5TabjQYIko5arWbd7vP5VldXMaSjiPp8PjS+yWSSTSqefKxmCgsLYYbzviUzzo4g0qjgBEE4Pz8HHQEmgeXKIMt0JAgCRDmaXTBwNKlcA4A90WiUIZ55CUsE8S/+4i/m5ubwGaqrq4MIbjAY4NmTheT1etmNHRwcnJ2dvfHGGyggT09PmS9Zora3t5MrCSEwLy+PEZu3KRgMQkkn+ZL7HN3ewsJCXl7eH/zBH6RSKYxjuMJcLtfY2Nhnn33W3NwMMgCQCCDe2Nh4eHhYWFg4OTlZW1t7enqqUCiAnuDalZaWMp4fHh6iKFIoFGzLUplIWO7Vi4uL+vp69mHr6+tarRaGyMHBAS+BvwcNGB4ePjo68vl8t2/fJigAzlRpaenKyopcLtdoNENDQw6HI5FI4IQ+ODi4s7OzsrLS2trKUgdcgk3D4uIiW6K2tjZAlePj47a2Np7k2dnZ7u5uT08PMU/JZLKkpATjWVBZr9eLVgSGjl6vr6ur0+v1yWQSHQgjiN/vPz4+Pj8/RzqJevro6IgjBkteml+1Wl1WVpaTk7O6uorvFK0ZU4vf7wfoQ10XCAQGBgagYrESWFlZMRgMoPfEW3J53NzcQIqrr6+XyWQdHR0Oh+PZs2eVlZVnZ2d8cJJB/Pn5eWVlJRHzFRUVcrl8Z2cH2pFMJkN0FQgE8vLyJicnMaAvKSkpKysbHx9vaGiAJ8ItsbOzMzAw8Omnn7755psTExOFhYX7+/vt7e3T09MwSmpra3d3d0l7Jc37nXfe2d7eVmei/qxWK8rxeDzu8XjQIOp0uo2Njerqao7O5eVlXHONRuPR0VFBQQFcaI/Hc3Nzg/AJNUskEikuLu7u7t7b22tsbPzwww9HRkaurq5++tOfGo3G9vb2x48f43GBIT6wuU6ngwG3tLRkMplQJNfU1LAOwHIEASgKJXKEWO1gMaPT6UC8qWdOp7OgoIAOmBUO6ByYFcMl14bRaKQn4NpAWEmrzqAJixgTCRoaxlCa73A4TPoeJCOJoAizV8iyO0eWzqFfU1Nzc3MD9T2VyUNmbEqlUpKDAfRjdpmKTAgXYxw4bTbUmV0CsyFTaQCVeJhSWZUWabIvWh9IxVWWFXOdykSqScithPRK06T0W6R/yub0il8UlUoMZL5B4jQpFApMIaCSUKgwQ8BZAldYbKQw0kPZqVar8XRDkcx+sbS09ODgoLm5GQbN5uYmD4XXB+nFBoMhPz/f7/dvbW21trYiqXI4HLdv30ZAUVpaSrW7vr72eDwtLS0bGxsmk4lA7NLSUix2q6urd3Z2uFYxM+dQVSqVwWCwtbU1lZGuXl1dXV5e5ufnn5ycKBQKABXW9icnJ2grxYxVE2+LIAhMn/DOEokEVzWlmjcWL1mj0UhGKcYFQLKAukjqWXZSHeAPJpNJkN6cnBzZ6upqXl7eyMhIaWmpwWCAXKBQKDCmCQQCc3NzpaWlL1++XFhYCIVCg4ODsVhsd3c3FArl5+fn5+czUGNBgLMDIzkbtVQqlZeXR6IkEn7y8ORyeV5e3uHhod1u7+zs1Ol0y8vLdrv98PAQRS1vgcFgyM3NdTgc5IutrKzE43FccIGRY7EY+23MI1jO9fb2ctzf3Ny43W4mNiC7w8NDh8Oh1+v39/fD4TAENoDN7e3txcVFlBLj4+OMa5LxY1FRUUFBAXspQnCmpqbY5z19+jQcDoNNeb1elUo1MzNDo4eiHI+F+/fvLy4ughVgvbi1tTUxMaHX6+Fbn56eHh0d5eXltba2OhyO/f19v9/v8Xhee+21lZUVotxYTdfU1DCCA3pXV1fbbDY+AtAqnsD5+TmyPNa6sIFIVIazCq0Of0WLxVJcXIzxKfL5lpaWurq6/Px8NDBUFyB6FCwGg6Grq4tbBb8rnU7X09PD0qW7uxsoLxwOs1kxGo3FxcUkWXKyYJojiuLa2hosUFrUs7OzpaUldB2YGxcWFrKPUavVa2trACYvX75saWmB1utwOJCInJyciKKInpWi+/z583Q67ff729vbDQbDrVu31tbWmDtBkokuSafTFOacnJze3t54PL67u8tT5Qevrq4AGE9OToiOwWZof38f6m86nXa73dXV1Z2dncDpo6Oj5JDbbLZgMLi+vo7nw+LiYnt7eywW6+3tffjw4cXFRXFxMW1lZWWlzWZj628wGLhuqaOkMLJSSiQS8/PzeHnX19eHQqHr62ueLUU6mUyazWZRFLHzBS6iAT89PaW7z8vLw+1BMnUTRVEK2MrNzeVEvrm5AbbiGgM2ZFXJyaXRaIAlWIVy2V9fXyMPT6fTIAp8J87DgiCEw+FUKgWRG2yNGYu/cblcQCwcoByC9PuFhYWBQMDhcHDVQX2SZXQdVMdEJn0lncV0lfaU2SUwe2eZ/SUBrdLYl8rSsUi1UFpDStVOlhW3KWYZI6SzOETSk5F+Vqqs0kuQHpPGglmcmVvIeP9SwHBFQFuCIAdcB/Kq0WiMRqNer1er1QKWAAWlUiksfs7OzhYXF6enp0n0q6yszMnJaWxsZOfd1tYmCEJOTg6Dx6tXr9xud1lZGclFBQUFx8fHz58/RygciUS6urqUSmVbWxuWIGymvF5vbW0t68+TkxMSk5j2WDQWFRUlEgniFhwOBwbuNOsULblcDpcVjyHpfU5mvridwUi4rmQyGYbGNHBqtZo8LvgrqBWYXtAOQJHVaDQUWjBe0hqYVnkQWTqdvry83NnZwWZdoVCsr69PTk7yAV9eXqLubGlpkcvlnZ2dubm5ExMT0Wi0paXFarXiJtrW1oZqnlmTXpvPmMHObrdDZa6treVJgNRdXl5iGBsMBnd2djY3N2trazGr+/DDD/n4R0dHo9Ho8PAwG53NzU1gq93d3WAweHl5yUHc2tp6//59wiA3NjYIuAaC9/v9ExMTUJ+xiiUJBOZqIBCwWCwYRnM9HR8f6/V6TMump6eLi4txgQC3ZIkVDocHBgYwcmQRpdFompubq6ur/X4/msKcnBxkG2VlZS6X69NPP8VDIBQKYbiDqb0oijs7O1ja4vGbl5eHWQSZG7T/fr9/eXm5paWFdXdRUVEsFsP6RyaTTU9PNzQ0dHV1dXZ28qvPzs7w3V1eXo5Go8hOSkpKcBK+vr4uKSlhaKuurl5YWODNEQRhf3//4uKiuro6NzcXATJVFvrG2dkZwV7SUp3LHdokYSYgbGAMJycndrtdFEW4JJIRDDwmqgV6J+4cTOfRBNvt9rOzs+7ubr1eT7x2OBxGpQDrZHBwcG9vb2tra3h4GG56cXExdo8cUhUVFY2NjVqttrKycm1tDYa9XC5XqVQNDQ3379+vqKggSh2AUS6X37179/r62uFwKBSK3t7es7MzOGgHBwfV1dVra2tyuRx6kdPpRBzd399vMBjwT2Bfu7q6yqpiYmJifn4eWyWfz8fxEQgEBEH4/PPPf/7zn7e1tX3zm9+E3SaTyfBVKS0tdbvd7Mjp99kC4rNjt9tZvsKGOD09lZzASF8iBQ8rK5vNVlpaCiMB7Q1nSjAY9Pv9oF44V+BaAG9CFEU2nZeXl7gPxuNxyTzdbDZzdmNmxhDAR5xOp8vKyrBIlMvlyNIQ7KdSKYRqdGngq4lEAvQFs0CGVHgcNpuNBh+FDIdGUVGRx+PZ3t6mSeXix3GUMVepVLKOSmbiQqVlYfZSU8jyas9mZooZCWA6yyoomRF6SgUvm+8qldhsSm0640mUziIKpTN8H3i8kruCtA2Vqrv0zcqMq770cTMhSVWWJ39+fr6/vz8zM0PETX19fXV1NbGRoOjsGpeXl5HuzM7OpjPrVaQj4Oeff/55QUFBQUEBSys2O0x4s7OzVVVVPT09uOJMTEw8ffoU41aTydTe3k5sIr3jysrK3t7e3t5eMBiEzIwJ39raWjAYZNZCOsmrIEFhf3+/rq4OMOny8hK6w/HxMUWLlgLRBO8zx0j2EA+FB+UJbxef3eXl5fX1NQ0cRYFvuLq6ogOjXsBJZHcuGTjzN1xCdJzif//v/31lZaWoqAhkw2q1Hh0dsdjb29tjEZhKpc7OzoaGhk5OTgBg5+bmWlpajo+PgYyg3Vut1mQyWVZWhsnOzMxMQUFBIBBAQi4IAvYQ3DzhcDg/P7+kpGR5eTk3N7ekpMTlclksln/9r/8178jm5qbZbH727FlJScnOzg4UjNPT04uLC168Uqk8ODjAUot1FKS+rq6uiYkJTmGsGMgNx5OstLQUd6GlpSVEXRxGzOngn6urq01NTWgK5+bmsFjzer2NjY1nZ2cXFxdf+9rXnj17dnl5WVpaCrmLy25nZ4cDlIn5K1/5SjqdDgaDeOTy0T569Ai2i9Pp7OzspGAcHBzAMSM1uqWlJT8/f39/n4Cwq6sreL+cIFjfsYr2er0s8NjDMWpgZzM0NESsx9DQ0MzMTFNT09LSUl5ensPhsFqtnL/b29uCINy6dQvkYXNzU6VSwVUGmK2srHQ6nSgZ1tbWrq6uRkZGFhYWGhoaOJJQR8Cw3djYQFCsUqmcTieJYMiQBgcHZ2dnOzo62BybzWZUv9vb21L+wOLiIk3S6upqS0vLzMxMXl5ed3f3y5cv5XK5xWLBsnJ0dNRut9/c3BDyilCS3eTNzQ28/KamJofDUVBQQHI1k1ZhYeHa2trR0dHdu3eZazUaTSAQ2NvbQ7IGdwCbCMjeCoWioqLCZDLNz8+DWoMVQ1dB7Ih1fiKR2NzcpHIXFRW53W6AU6yjuCEvLy9HRkZcLhdut+vr63fu3Pn1X//1qampwcHB//gf/6MgCD09PRcXF2tra21tbePj47CQ8CjgochHNJlMiNsASDc2NmhkE4kEnDWO4K2trbKyMvQ5vDSyGQoLCwFdUTUwOF5dXWEwhNEEtyE21hJZ8fLyEp4FGUfYvCWTSQQqyWSyoqJCGj2DwWB1dTVEM/Bbv98vgQckPbAz47LBR4mFK6xL8gwwJ4FUubOzg8VuKuPdmr0a/FLNyy5g0oAorRtTGWM2qfh9CYNNZqxrxSxeqwTVUoOzQWC+U54Rbmb/YDqLDSv+kspFzJK4CFlU23TGz0+qcNJv/9JALP0Xtk5zczNIW0FBgc/nq6yspDbk5eWB0KIWi0QiWq2WLRs2L+Pj42+++SZ0bs6K6urqyclJ6GlQWK+vr9vb2/f29mQymdfrHR0dlZytwuFwc3Pz9PR0aWkpNCXMpT0eTyKRwMoGpjpKJFEUo9FobW0ttnZwRDhO4R4CLxFDmUwmOWdorOmMgVVTGbdCygQfrvyLqaiY7iK7AuqX4gcAq2KxGNNtfn4+G0ZkKtLbi3WRwWCQMTkBt8pksrm5uUQiQccBRcXn89GMzM7OIiq/vLysrq4GHLi4uLh//z5L0M3NTa1Wi/sPnP7GxkbQxaKiotPT05OTk4mJCbw0aWSUSiVbK5fLxb3685//fGdnRxAE7HK++c1vXl5eulwuntvc3NzBwcHY2BghyfQdVVVVbDHhXJD7AaBPO1NXV2cymZqamvLy8tiug1bBvAd/4OUDLhHHSuWOxWL4wzFXtba2arVaQgC4Q46Ojlh3QVRDSGA2m9vb2z///HO73Y5qJZlMzs/PP3nyBJ0+pw96Vo/HA5QBnTgnJ6e0tHRra4vkrO7u7kQiUVpaWldX53a7Nzc3z87OpqamCgsLX7x4EYvF0F9iiKNQKAoKCh48eIAnQHNzM2uA8vLyWCxGcsjt27erq6uxlh0dHaWM0cJ3dHSAcCLGwAMWQFIQhNbW1oKCAojKcEOSyWRDQwPcyOXl5XTGTZQ5CfskZFLz8/O4eb18+fLevXuYVabT6aamJsC0q6ur5uZmjUYzOztbWVm5srJCqvazZ8+i0ejAwIDP52MA3draovCsr693dnYi6lKpVLCTNjc3BUFATE2ven19PT8/bzQaP/30U4RoMzMzCoWCxR54JmgMNlhKpRKPCAxQ+IBu376tUChOTk6Oj48B2I+OjtbW1vx+vyiKrIeBT9jGEQ5DTcUr6vz8/N133yVT6ODggLK9sLCwsrIyODgoCMIf/uEf/uEf/mFFRQUJwFtbWxgV5efnV1ZWGo1GXBh3d3cZI66urgC3yWFIJBJnZ2d0Uez5rq6uOBzBV6+urmpra7FBIZIMuA94E9ECUB4qddA2vMdEUczNzUXuzPXG26XRaLiLU6kUVA7ekGAwSOArdAxKuzxjXIxnFj6rOp0OApder29oaKirqzMajVgZg99ub29DWUDDhurgS7tGMeMBK2aFS38Jg+UPEmeVFa80I4pZIK0848wny+TA/3LNEzKSQVZo2WUsmcmjluZI6ekJGXug7DIvTZ/SIJuN8WY/Q6l8Sq9UKvz8Clh+wWBwe3sbZpBKpeJ4xDD8+PgYp5uVlRVYIMisWe95PB5STpnMfvCDH4yPj09OTlqtVvzLvvGNb1CclpeXZTIZt2EqlQqFQrh5s27s7OzE/S0YDGKymEwmW1tbj4+PmZg5/7nMUBMhW4ejC6WRpjOdTqvVamYtWAharVYmk3HW8TGxB2Ui5NMnKUWWMU8WRRHdCLkLqVSqrKxMFEUsKjWZIGuu5GQyCYwhHdGgaDBs6UdlXq+3u7vbYDCg3LDZbOXl5dXV1Vi/QkAoKCjo6upqa2sTRREfdj71SCRSVFS0vLwsCML29vbAwAApM+l0GmulxcVFSuDFxQVtaWtrazgcttlsHo9nbGwslUrNz89bLBbYoUz0V1dX09PTPp/v4OCAsCoEBixyOzs733vvPQBD1Ierq6tAFtimkH0Ti8UGBgaUSiVcBpiNZ2dnAHThcBgP4nQ6DQcP02dYNltbW0VFRUhWOjs719fXT05O8vPz7XY7RRRXPCkIyeFwtLe3Y9W7sLAAUg33AR+G8/NziKY2m+3x48dYUpnN5rm5OQi0uAGIolhWVkagFaXLYrEsLCwUFBRMTU3l5+cTbWG1Wnt7e/f392/fvo193c3NTX9/f319vVKpvH37Nm7XgIe/9Vu/1draSit3fn5O0sv+/j5BEzKZDFtgvIJXVlYaGhrgTy0tLZF4XF5e3tfXl0qlyKJSqVQ1NTXT09PoVdhZKpXKvLw80PiysrKamhr8o1lW1dbWIu1XKpXV1dWPHz+urq7u6ekJBAIKhaKvr29vb489ZSqVwnK9rKyMGVQul/f19S0sLEDba29vr62tra6uRszq9/s1Gs3Lly87OzvPz8+5/AKBQDgcbm9vf/HixdraWnd3t8lkIpVFFEWj0djf389QjlNSbW0tJo75+fn19fVIAzmGqqqqlpeXc3Jytre3a2trcT5SqVQQmuh8XS4XXUhDQ8Pz58/r6uowjggEAhDHotEogeSrq6u3b9+OZ6JxydeTy+Uo1p8+fQrwTpAZcR/xeBxTNAxpLRYLy8KOjg6ZTIZ25fz8vLm5GcNnURRJSodAr9FouG1lMhnkOO4UOoyCggKLxVJXV8ehw21bX1+fTqd5Z1AmwFnTaDSSRzHqI5YdgUBA4mcZDAaJMSElS1RVVRUVFbFPArTw+XwMyjDPKUtIe/f29lhlkRhqNptJ2ZNWwmxAwdipIpKig/rE0cRSM5XlUSCNktJoKP0gf5PKZG2mstST2RNhOsuIIJt8K1XT7LKdXWWlIViagSSsOHvM5cmkMm4J4i/RiFIZnagso43hRxi4gXxpE71eL8QIPBrZBKMfM5lMSqUS93+3242uIx6P/8qv/Eo0Gu3o6FhfX49EIkaj8Xd+53daW1vNZvPMzAxXEeqD119/fWhoqKenx2g0Mju2t7cvLi7evn1bp9ONj4+vrq7W1dWx26ZJ6urqWltbq6ys5Ia1WCx7e3snJydgp16vlxxQXFngoqfTaY1GAxeJxgu/deolewF5JqlGlhH2CJlNM7sDzmcOeQZN1grJZBK8hHIjCAKMNhxkoYPk5OSQuMdngWsj7jeKvLw8lg1qtXp0dNTlcrHLbG5uPjo66unp2dzchFx3enoKFowIzGg0cljQOdrt9qmpKTwTSEkkT7W4uJiWZ2trq7u72+VydXR0vHz5Uq/Xj4yMwKUkcquurm5ycnJ/f9/pdP7RH/2RdFVhXfSzn/2sp6ensLBwb28PUZfH46moqMB/Ff0AhorKTIoZHDCkJrW1tShe29vb7XY7cldWesR54j1B3ktzczPi/f7+/oWFhcrKyt3dXSwTqRCVlZU08q2trS6XKxQKsXJramrq7OzUarU//OEPIZrCW2FLarPZkIqCTgiC0NnZeXV1tbm5yZqwvb0dfuz+/v69e/cYmxoaGmZnZzFvLC0tBdZ49uyZ2WxmE7m/v0/gHAYWP/vZz0pKSvgoGxoaXr582d3dXVBQsLOzIyVg1NXVEfyi0Wg2NzcB61grQrxsampi0Eyn0zMzM3q9vrq6Gg0lHA3EiISnsjs5OTnp7Oz0+Xzb29stLS0EUE9NTdXU1ND86nQ6p9NZV1c3PDwMoYyet62traGhAUN2pVKJ6aVGo8FL9rPPPtPr9ehPoDNQ7LmiqNDcFXK5/NatWwya+/v7sVgMvbzdbpfJZDiy4oqSSCTowMbHx6uqqvhwnU5nIpGwWCy1tbWrq6vV1dVutxufNr/f39TUBI8MzSIkZI1GQ9or4y/U9mQyeXR09N5777169SoUClmtVtyim5ube3t7r66uVlZWcnNzZTIZlx9XHWHXgiAsLi6+9957U1NTcNQRFAHCV1dXX15e3rt3D3MrDLNSqdTFxYXD4cDDLB6PHx0d6fV6Oj+kwM3NzaFQiBk0Go1igwVA19raurKygrqGLTh3N5EUSqWSrUd9fT3oGTZDOKLI5XJgOogSwWAwnZHzQj9mVyTFVpSXlx8cHFRUVDCnwuDjV3OcyeXygoICj8eDqYVGo9nf3+cE8Pv9bA2kCpQ9rqUzLJtUllYkG1PNhmqzvyF7KpU2Z7Is7aZUuiQuTzrLxyCdobbKMsxboEJpIuT7U1m022yKkCxLuyIhiv+/jywVb0gxYhZjSHpd/C7IhjKZDN67tIYAulSr1XjBDwwMMN7l5ua6XC6ceuDuMfcHAoGPPvpoYGCAVg/L+MLCwqmpKawi9/f3Ozo6sP5BxXdwcIDX29nZGXmOkNLn5+cNBkNxcTFEd1IHODrgS6dSKVUm0g6KNUeTwWDA6AOlDfoOpCNSdWSrIgiCxKPmRQFy0H1SvHFURbXCRk/CdVlhMk2CosEzBV/MyeR0Mrmq1WoZ62VpVlWr1bjpz83NGY3GVCrV2tpaU1Njt9uhBSNEUalUwFA+nw/hxNDQEKOSQqEg8AgY/fHjx5A7Ojs7l5eXw+Hw/v7+5eVlV1eX0+nc3t5eX1/nOxcWFjo7O4EK/+AP/uD6+npzcxPAnSnNaDQCA56cnMCtJdkqLy9vc3OzrKwMi1en04myk8F/e3ubUHKEEFyX2BCLoshwiQ1QLBZDXaBWq0tLS6urqxFKbmxsVFVVHR0dHR0d0VXgiMROlOWcTqdDBf/hhx/+3//7fzlY0d4QZQVNKRAIIJmw2+2Y0Wu12uHh4YaGBpQGMzMzJpOpp6dnbm7u+Pg4EAj4fL7R0VFgUkBgkLpoNPry5cumpqbu7u7i4mIMS999913i2K6vr6uqqhYWFgYHB+12u9vtbmpqopgx6DNDrK6uWq3W4eHhg4MD2kkoyoTsYIHGUDI3N8eyva6uDjddq9XKUzIajevr65yhoiiq1erNzU2UZERxSXy2vr6+UCj05MmT58+fl5aWwkDZ2dmRyWQVFRWoTdxu99bWFjtsrAk2NjYODw+bmpogT7Hq12q17e3tTqdzfHyct5rTZGVlhQwjhnur1er3+w8ODlKpFGNNSUkJHGk2sm63G6ebRCLR2tqKyOTWrVvpdJreE93k9vZ2fn7+4OAg5LJ0Ol1XV5eXl9fc3FxfX39wcNDd3S2XywcGBhi8xsbG+vr6amtrOcvQgSwsLHz22WeARTs7O9jJdnZ2fvrpp6Iovv322xQkpvnh4eFvf/vbv/Zrv9bc3NzT06NWq2kFZmZmbm5uampqWlparq+vTSbTnTt3cMNHwzM6OtrS0gIl3mq1Dg0NsT4kQcHj8cA8amhogM2HpQY+KXTTeXl5HR0d9ARw9ziLi4qKRkdH7969W1xc3NjYCN6DzSklgdEQc1EUO8S68cjYj2DLReGE7oeJpkajgQZhNBoBzAmKcDqd0NOYkjnCpKqWvSbMHhBTGSmkhGRmD4VSmRQzcSXS3CkhqNlILA/F98uzUsPEzK5R+nU8N0kAk703lYDZ7ClWgnAlKFj67amMmkXMsg3KBqWzXwsPRc2QyEogTJubm3a7PRqNQgeDGEH3X1tbe3BwQMYO/BKz2ZxOp99+++3Z2dmvfOUr+/v7RLFywqytrX3zm99EsiIpEcgArq6uBq6TyWR8jg0NDdvb2+h/QqEQov9EJiRcrVaTvaXVai0WCx8osDlvKRHFMAmi0ejV1RXDIpRVNEu8t5gbpNNpiQXG9SOKIoYYcHEARWiCacplMlksFgPvkWxpb25u6GhhtEETQXquVCpRRon/+T//ZzgL0WgUgujIyEggEKCJpjVQKBSoC/R6vcfjsVqtkJ0w5TKbzbm5uQ8fPuzv78/JyXn58iXBUuFwuLGxERtcnU7H9mtpaamwsPD27ds4xoXDYaPRiAsoktuWlhYmRYvF8pWvfEUQhF/84hfvvvvu6urq0dFROp0+OjpCS0fL/OrVKwQtVqs1nU7b7Xa6ZsxooOxyo9bW1qIfQs5vsViwKkaUgotbfX09VgmXl5fBYBD2ZjgcZjCqqanB64Dzq7a2trKy8vT0tKCgYHZ2lhhOi8USCoXYPHFMh8Nhr9eLwm9nZwfTZDha6XS6paVlcnJyaGjIZDKhcGIkwoWAURLjNKVS+fLlSwzl8/Ly3G435rFccAhh6YulWaS/vx9ZRSQSQaXAC2HEx4ktLy9vdnaW4RJcNJ1OO51Olq9tbW14SiSTye7u7mg0enBwUFpamkwmaUdyc3MPDw+tViuCIplMhsiVAxcVAZIJeSaWtrS0FBwC+0Y+r9XVVQBel8ulVCqLi4sRwhJUJLmbUn54+fTdVqv1/PycrLTu7m6mpaurq5aWFmI0AoHA+Ph4TU2NKIoOh6OysnJvb6+jo2NxcRFrPThZtOTMPdwe0BYonw8ePEDX4ff7kZNyi9I2ASOzdaurq9vf31coFPfv3yfZTafTUR1XV1erqqocDkc8Ht/Y2FCpVH/xF3+xvr7+2muvffLJJ1ztfD179uzevXupVArS0PX19dTUVH9/Pytqv98/OTl5fX1dXl5+dHQE4Oz1ekmE5QhwOp3oZIqLi5eWllpbW7EU4F7GRA22QVVVFfhVU1PT7u6uxWJxu90XFxf4sOO2//bbb0POBJoCMV5eXt7Y2KDjZEJFNaTX62HbcoK3tLQ4nc6bmxtCAvx+f11dHRiVy+VCzB6Px+HHFRUV0TccHx9zHJ+ennKM8oX6heNV2jtyJXwJz5QmtmxwVao30r8mM9YE6SxfnlSWmETM8vFJZxGLUlkc2uxnCHKL5lXMUl5Kv5pCkv18Ulnu7UIW/0gahb+E2UoVV+IHSdAx77koilRQngBb4crKysHBQZ/Pd3h4mEql2tra0AWo1erh4WFBEGhN7t27l5OTw5qjtLQUDZtarcYDtaSkpKSkBDYo9meonhQKBdd/cXFxcXExJgPxeBy/OXjaBQUF1G/ACaZD5MVcb9kztyqTi05riAgQBAJ8Bco0uiOo3UJG+ytBiYT1ajIhd0BHDEh8WGdnZwaDgScAszcajeJcxtWlUqnAjUVRZK1wc3Mjfve73yVQG18xh8NxcXHR1NQUjUZXV1c7OztfvnyJUpCGvb+///r6emNjIxQKtbW17e3tdXV18VNCJr3FYrFsb2/jco7xx4sXL0AX6Rfu3buH3AXPbr/fj3eX0Wi02WyLi4t4rDQ3Nw8NDXk8nvv373O5/Kf/9J/q6+s/+ugjlufcb/n5+S6XixTr/f19nBBY7S4vL0NMRWxrt9uHhoYIx9FoNJjK2u32ZDJZU1NjMpmALzhBcK9gY3dwcOByuYaGhkBKcfuEhLK9vV1ZWUn+QFdXV11dXSQSWVxcjMfj0EkY5WOxGKGPoVAITQUfcCKRAOgAo8OWgWSYy8tLMlUkvNRqtWLJq9VqESYj/oMM4nK5ampqysvLI5EICBvRQiRPQX7Z3t4GFSkrK6OEYIjDcRYKhfD/Q/xKWBv6EN7P/f19tlncYLAhWDtxc+7v76fTaeT8m5ub5eXlBQUFGxsbCC5h9FRVVQEmM6rq9fq9vT2w9IuLi5KSkvX1dZPJxEQCVcpqtSKAQSgmrWSGhoZYaup0uu3t7bKyMvRVNTU14+PjxcXF7e3tExMTPCxQv1KphE94fX3d0dHB5lUQBJpZv9+P+zxIryiKGo2mrq4OMhd6SoPBwKKB/lSr1V5cXHg8HlxBWltbAVfJgAMOeu2116ampq6vr2tqalgw7+zsvP/++9/97neFrK+nT5++9tpr/GqGNrPZ/L//9/+empoSBIGKYrfbaQrLysoYBOHNA37AmOD4uLq6ItoM3RGeGLjWQZti2YwzC8YuR0dHLS0ts7OzHGEqlerb3/42bH7WY+vr6/F4/I033piYmDAajd/73vdOT0+J9kVBxGGkVqvR27lcLmyn9vf3y8rKYGTgZVNTUwNwolarIRbBDICZsrW1BSdFrVaT4sTJKK0qKQ8cOLFYTMywZiS48ktzmFT5pKFNyLiuC18UR0po6pdWjNLEKa3QRFGkJEifoLRMzR5tpUlUmm7TX9RipjMxZCw+ZVmOfakvesRnP7I05kqvnZLD33NCwr7hGRYVFXG/5+XlYTvgdDovLy9ff/31i4sLGqOnT5/+7u/+7suXL4kqWlpaSqfTPT09CwsL2fzK27dvP3369Pbt2+l0+uHDhzKZ7I033iDKaWFhgQ6VkbSvr8/v9y8tLUH2YVowGo2Hh4fyjDE4B28ymYRrQjmMRqNwcyTfN3kmPIf9PctO0F2+mS4By2ggT65GCWiVy+WMqmwuKU8Q7jicUfWgjWE9z2wqCEJeXh5VPBqN/j9C6cDAwPLyciwW83q95eXlh4eHnFzwR1paWvR6PVaoMplsdXW1vLy8ra0NWgShhgqForOzU/Kwxdd7ZWUlGAweHBygsautrR0aGjIajY8ePXry5AnKca/XS0gWup9nz57RqhQWFnZ3d2PKFY/Hf/SjH/2f//N//u2//bdTU1MFBQU1NTUVFRW4TqhUKlQxU1NTWKITe8miyGq1ssI1Go35+fkzMzPIyUEal5aWbDYbcjo0i/itHx4esrGDlub3+/EsjUQisVisoaGBpDqFQmEwGDD9KS8v393dXVtbe/LkSSAQ6O7u3tnZOT4+np2dpcPiuYFYWiyWpqYmisfY2NjR0RGHOFbFFDaZTGY0Gpubm/1+P4lm+NpQkNSZhN6ioqL9/f1kMlleXu50Oj/99NPT01OPx/Py5cudnZ3x8fGcnJzd3V10oixfNRoNOqqTk5O5uTmn06lWqwsKCtrb2wkowNXs8PBQEATksGS140kbCARwKqAbXVpaslgsZGFiN+/z+QiQUqlU1NHOzk42B6xOl5eXpYAqgFwODqfTKenlSa8UBAGrClh5uLaSJdTR0UGOoGQjp9frdTpdWVlZOBzu6ekRRRERVFtbGwxqURRLS0sVCgXmKYFAACEvoRBVVVUww8H2IfH39fX5fD4s4BGJs04Grk8mk48ePTo/P+/u7p6fn8funw8LbSgMOJlMNjg42NHRQaASCDkT+djYGBSYzc1NSqYgCCaTaWZm5uTkBIG/IAiPHz+emZn5p3/6p+vraxKG4/E4GwoIt9juQ38Dkzw6Orq4uNjc3AyHw6CgSJKQeDY1NYGrk7AL7RBh8fn5OXaMt27d2t7eRmOHY9TIyAiBaDU1NQAS0qIOETPuQowIbrcb5QzSL4nrS91C3cvpbzKZcKZFqDc/Pw9VBKd4nNxxPKAwUJgVmWCvbEg2nUn4kka3Lw2j/D1QoZChEUllUswEaEh1Vxphs5em0uCYSqWYcmRZpkKpLIqvkGHAZk+TEgYr/e+XPPb432SW7btUKXn50msRvphBxsqfrgLppEKhwFjx9PR0bW1tf38fyDAQCJDLhA/l8+fPDw4O3n//fZ/PNzg4aLPZlpeXm5ubGcVgw6IsGhkZ8Xq9IyMjTqeTRqSxsfHVq1fcxcgXiaXr7e1lcQNxF3dG8hzZF/Cd7K2YTZEmp9NpTFR461KpFI8AzTMnJwcLEVEU4RzBg+WS4M3nTTg/P2dUgzoKUMSmE4cgSiZURK4B0gskaYogCGypoJ3/v6YkkUhUVla+evWqrq5uZ2cHmnJBQUF5eTlSGJA0nNaBZNva2hQKBemPc3NzIyMjZNlPTExgY2Y0Gp88eULHsbq6enFxcXl52drauri4GAgEjo+P6+rqSEd58eKFIAjT09MEQU9NTWk0msPDw+LiYpfL9Rd/8ReCIAwPD/t8vuLi4m9+85vT09O/+7u/i9YepF6j0ZB4zNs3PDzc09NTUFDAZ5BMJqenp/f29vLy8hQKBcuYzc1NhEfJZBJlJEA53tbb29udnZ0ymUyv1x8cHECgFQTB5XJtbW1JcCXbqbW1NfZk6XSatz6ZTL7xxhujo6OPHj1CPPrmm2+yNALzDAaDdrsdjr5Go+no6Ein0wMDAwj2k8kkrUk4HD48PAQf4CNPJBK7u7vwKhkNSb0H+0Io0tDQcPv27VgsVl1dPTQ0BMYuimJRUVEkEqE2h8PhSCSCmAGOAB6H8XicY9rj8USj0YqKisvLS5lMtrKyQucFLm0ymQC6r66uiouLCXi6vLwsKCgoKyvDOaGzsxOFxuHhoc1ma2lpYd/MrqW0tBQPqZGRkYaGBkhVsVjM7/cXFRWJotjR0cEOpqKiYmhoCFctNsQc6zxVl8u1t7eHVhK/C/xNyBX3eDyAgQaDgVQfchVcLpfP55OSZpubm5k7bTbb9vY2HqdYPANOzs/PYz4JbQcoeG9vj5yfpaWlpqYmjNQHBwcxMyKOrbu7e2hoCGxgZmbmJz/5CeRP3mqfz7e5uVlaWioIAnYEPp+PKw2srL+/PxaL4Rz7R3/0R8PDw/Pz80dHR06n84c//CFVmTodCoXq6up8Ph+xP8S3FRQU3Nzc3Lp1q6urS6PRgMZrtdqOjo6Dg4NgMLi3t2e1Wj0ez8LCAjx5pJDb29t5eXngAfX19a+//jqWWG63e3V11WKx4H3h8XhGR0cleEmj0aAtgfoHuR2gTBRFnU5XUFBwfn5+cXHBMqWlpSU3N5eXj9utRqNxuVxTU1MkbAPX0/hyq1IDGBekGibtI7mF4SiJv0SXlWX5sFNrs8dHphZqj4SLCl/0pP3l/5VlgjCprwwxEv1HWmQmMhnI2dVXKtVKpVJ6bhKyKssSnPAl1VdBELBnYgaVhmbp1cViMX6jNL9K7xWtzNHR0ePHj6FoYQ/JwgVPmJ2dHZ/P9/Of/1yv1weDwfHxcc5V2BtkoeCawrGzsbGBOTkQ6/z8/MjIyOLiYjQabWxsxPRAoVDk5+dXV1fT4JaVlcF/JuoEqJZnixGKLBP7BVAHp4wBmhV7MpnU6XS8RmZQVO84o6VSKS48IbNgZqwEt0in04xk8XgczwDOYZ6PZG6Qk5NDcvvV1dXV1ZVGo8GXCr2m+F//639Fm8ivwXWdfhD3QlaDuPakUimgHoytWUeVlZUZDIaXL1/evn3b4XBUVVWNjY1VVFSwbAMaJv9SLpcPDg4qFIqFhQW2IMzOFxcXJycnQ0NDl5eXjDKDg4PBYHBra0ur1X7rW98CInM6nViiOJ1Otjj9/f1Qn/Gue/DgwcTEBHRH4o7x8vf7/VVVVVJHiWCIQh6Px0Foe3p6lErl559/3tjYSLhKQ0MDO7ZAIIBlfH19/dbW1p07d4CjQcbOz897e3tZ0WEWVV1dPTc3NzAw4HK56LLb2tp2d3dhPBFQJYpiSUlJcXGxWq0+PDzMz88HisTBVRAEwkyePXtmtVrr6+vX1tawkAV7ZAgA0+BdAr4HsuOS0mg05eXlL1++JEicCJHp6Wngx76+PoRZwBHYx2Axtbe3xw6vq6sLximO6qIo+v1+tpXpdBougMViicfjzNnsP3D6hSDHJV5dXZ2Tk2OxWKi1iFtubm6mp6eRzFNEHQ6H1HyQfLuxsaFWq2tra09OTiQHdq7j/Px8DBRpRxCYMhOzbU0kEnCdkOigAIvFYi6Xq7u7G08ln88HI8ZoNJaVlWFXhPHN4uJiR0fHyclJSUnJ7u4ucCJBb2dnZ3hZyGQyHA/UanUkEqmoqNja2oKfjNPF0NBQIpEgMweHeogzPp+voqKivr7+V37lV+Ry+cuXLy0WS319PcdiOBwWRTEcDisUipWVlTfffFMQhD/7sz978eIFMq2mpib8FJubm7EKGhgY+OCDD775zW+63e6nT5/29vY+f/6c0AnGd7lcfnh4iMVJcXHxwcEBxBBBEOAl5uXlcS/jp9/R0TE4OGi1WmdnZ7u7u+12+8jISEFBwaNHj5RKpcvlam9vf/nypd1uHx8fp1Km02k4gFzGOp0Oe2G4GIIgoGZGvMS9g8QTJX4oFNre3mb6xPw9mQkDEbL0G9L8l8yEjaSzdoHSWjF77JP+y99ko6/Sg4iZBWf2b0ll2R1ISG/29wgZ/aWQgVIlY8JUlj+fNLlmPyXpxyWibPY3SFVWniUelR5WqrsSZiu9UWxMpYZAKvY8uDRL0KqWlZUR43rv3j3c2OVy+dbW1te+9rVPP/2U1EKyzZVK5ezsbFFREdQNCjCEGET8t27dopFtbGycn59HJXV2doYukcuDPDuiZ+mHyBYcyKEAAQAASURBVMYA40ylUlJWI0QqUFZqtiAIHG4UeCj3mPjQpUklDE86pVIpKSzZgoNg8eCQ46ABymSyUCgE2mE2m9nK0aKRkHF1dSXhBDqdzu/3y2i0YWdYLJa1tbWbmxuagvPz85qaGnwJysrKSK9NJBKowTAVZCXGkQHRkdOZBDX0JxUVFQMDA6SxOJ1OMRO12tjYiKddbm4uAvyFhQU0YZ9++inxSalU6oc//OHExATJq5iM3L17lxrp8XjcbncsFoMtOTExAXrp8/kosewIBwYG0E0DvRYXF4fDYavVKggCAU9EoASDQavVajAYNBoNHj11dXXICTY2NmjGCcsVRRFnUZPJNDAwQOg8bzGmo729vS9evMDY4eLiYmdn5/DwMJFI8M30GQQj+3y+jo4Or9d7586dlpYWmUxGLtji4mIoFKqvr29oaFhdXW1sbAR73NzcZPZi3kVUDtlMqVS+8cYbtbW1Xq8Xd7fj4+OWlpaWlpbp6Wm8fMFPDAYD/R20jnQ6je3A+vr62traxcVFTU1NTU0Nedrsq1ZWVpxOJ58mk6tWq62urg6Hw4WFhZiisavHJRW4j9YvNzd3f38fXx6YbM+ePaNI+/3+YDDocrl2d3cLCwvRNRYVFU1NTUFyPjg4ePHiBRbMi4uLW1tbLFdisRg20EajkQMa5gga0Lm5OcIsmbdAchhYgXeQ2IMoRKNRl8s1MzNzeHiIcBnp+vz8PCwkKOVPnjxZXl62Wq2czgzH2BwS9KbX61nP489XW1vrdDpZ+YdCoY2NjXQ6jbyYmN+KigqEMbdv3z44OPjpT3/KQWk0GnFD3NzcrKqqOjg4CIVCv/3bvw1S4vF4oHql0+mpqSmlUvmNb3xDFMXbt2+fnJw4nc7f+I3fIBw4EolUV1cPDAz09fXh+6pWq9mRK5VKAM/t7W25XE4WKbKZRCJRXl7+J3/yJ2q1Oj8/32QyVVVVvfPOOyaT6ZNPPiktLRVF0Ww219fXv/vuuxjYIj+FNYqyk806TG/oi3ya8HLxB8bNgIlnYWFheXkZSi3TpPDF8BBprpJ4kuIXJZXpDLVHGvikv8yuc3xPKiPNlKpg8osxnOksw1hpUJNlOQ9kexJJ1UuqiF+aZbNfgvRQ/AppeSmVf+lLmiN5scmM35BUOBOZ/B9eUTLjZMR/wQCEDBOKlTAcpXQ6HQwGFxcXAWx7enpmZ2cfPnwYjUZxLVWr1ajsaBnHx8fx6isqKqqrq5N23rm5uV6vd21tTbLkbGxsJL3RbDZHIpHDw8P6+vr8/HyWJiBb9IUM2XK5/OLigvgwKHisJLkBkQjLZDLGPmZQtVotlTGY2OmM9SCdBO+DSqWCsnd5eckeje/EwBkOFK6fHKHsR5GToSWB7gCPCcAWSm1+fr5MMmIGQikvL0+n0/DjzWbz1NQUEwlP6PLysqmpKZlMejwer9e7t7en1WrBKtPpNPcGPUhfXx8tPAx7Iuzj8Tgk/sbGxs7OThx2cPKVyWQEWimVypKSkry8vJWVlWg0qtVq79y58/TpUwIpLy4uOjs7gd3AqQOBQEtLC7/35uamqakJwzzAKC5NjDox42a6Ghoa2t3dRW8jk8kIi4jH483NzQsLC9fX12VlZVVVVfPz84FAAOI+rphlZWXX19dcQ1tbW4FA4Orqam5urqurKxgMMhsdHR1hqM0gBfB4fX29srKC/KiysjIejw8NDbGtYVPFpYm7XkNDQ1VVlV6vr6qqgtI5MTGh1WpPT08RuYOyIqcD7iguLm5oaFAqlWwRYHvr9Xqz2YxOHxQ3mUzm5+c3NTXt7+9fXV1BTmHq6u3tZatXU1PDY9psNsRFpaWlREElk0kYPU1NTVQUlUpFiBjQAvKvRCJRW1t7dXWlUqna29u1Wi3m8m1tbbCQ7t69e3l5mUwmLRZLY2MjwXsQOBE2XF9fs95mX+50Oufm5iCj5ubmVlZWLiwsiKKI8Q0QYjqd3t/fr6qqmpycDIfDLpdLEISqqqqlpSXIWXBwhoaG1tfXm5ub0+l0Z2cn+SednZ2dnZ0E+9DrmM3mnJycqqoqtGUtLS0DAwMNDQ0kMBAT5Ha7iSpraWkh6gBiIfTFhYWF3d3d/f39zs7Ovr4+gFzSu4BqGxsbLRYL0ShvvPHG66+/LgiCx+MRBKGiouLhw4e4H1dWVi4tLZHsQXcYDodPT08fPnxYUVGxt7eHVHRvb29tba2zs3NraysYDFZUVKhUqunp6cPDw5mZGaVSaTAY2tvbZTLZ0NAQVviHh4fNzc2xWIzaCRugsLDw3/27f7e9vW00GicnJxOJxJMnT/ie3/7t315ZWXn//fe//e1vv3r1igZXWlhiOYRjWTQaDYVC6XSadQbF9fDwMBgMymQyr9cLAh+Px6enp2dmZjweD6ebXq8HRmPaAIxNZpwHhAxFVsxaW1IepJKT/Yd0ltVcNrgq1STpMSWYVJ4RTUpfEh4ry7KrlWqhdPpLfQO1kN+VXT5TWSZ5qVSK2iAVOek5J79om5fO4semshKtpcdMJBLprFWu1AekMpYIYkZdA7QrimJeXh6VYHV19dmzZ6zJent7lUrlxx9/fHJyMj4+jjT/o48+6u/vv3v3bigUKi8vdzgcrJwhxx0fH7tcLppmEjFXV1c1Gg3bOoyxrq+vUbSn02m/359KpYBn8OJmmoTjKsuQga+vr0FTqVWCIOTn57Pdl+Z+GjU0ckImYpMyBMVa8ipRKBTJZJL7TiaT5ebmFhQUwOGiviJjY3okJID1f3FxMdkvALmCIEDOv7m5EX/v936PPeXl5SWsFuq/x+NhTfX8+fO+vj4pjw3SEaMkqwitVgv0d+vWra2tLaPR6PF4GENv374tbZWYl0Evv/a1r33yySe3b98GFEXC2N3d7XA4SktLEczJ5fLNzc3Gxsajo6NQKHTnzh2j0TgyMvIP//APTU1NfX19//N//s/9/X1KPt0BP2K1WhcWFqA/2O127PSWlpbwaoFqTMPC3ojJgIQmhULR1dWl1WpfvXrF8YQlr9PpJCyzrq5uZWWFprirq2t1dRWL9mfPnqlUKo7F5uZmi8UCA9Zut+P9hnE2BEiFQmGxWMg/wfyF3LFQKDQzM4OefX9/v6mpKT8/P51OU5VFUZydnYUekpeXR29lNBoNBgNLCGLdRFHc2tq6vr5+8OABwnCYL/hpIewRRTEUCp2dnVVXV+P3q1ar6c5MJtPBwQFNHFoF2JiXl5ckHiOGIWHU7XYzT4TDYVLo0Dkxw7lcLhxthEyCI4sKlUrV3d29tLTEpcmoBw0Eo3wI69XV1cFgsKqqamdnJycnB19ZrVYLl4HoPg7ompoa9lJ7e3scHHSsGE1cX1/X1tZi23twcKBQKIqKinBZIhr61atXPCw6SOSYiB+0Wq3T6ayvr9doNH6/nywRwmw7OztfvXrFnTkwMLC1tYXBxePHj00mU21t7f7+PgTXo6MjRvDj42MCfCKRyJ/+6Z/iRMFSUxAEEvcg5RmNxq6uro2NDW4iGPaffPLJ3t7e9773PTRLZWVlX/nKV2B5jIyMkOz29a9//cMPPyTi9OXLl7ixFBcXOxwOvGelEEFWBngB0qqi+GpoaPjjP/5jQRA++OCDu3fvQhNbXV0VBAGEDYL+/v5+SUnJ5ubmn//5n3u9XnkmlCMSiahUKn4XVy9EPPZtqVQKq4SioiK73Q5pQMws8zjypHKVzAgcpWLGb2GrJ0GOVKZ4PJ49TUrFMruKZCO6UjnMnu0kwDP9S2tR6S852aUyyXNjOOY5ZFN1vlTzslFW6dsYW6VNpFQvJRQ3/UWn3Oxnm8pSyMCukOjEDJfUS/4G1/54xtGeB4zH48g0+/r67t27hwen0+kMBoO1tbVyufwnP/mJ2WwGTrdardfX1+vr60NDQ8vLyzabbX19vb+/n7HP4/HwlGKxGPumnJwc6iUtQiKRwGoHAgeRw/AAFBnz/VQqRS8OM1ar1dIo09zzfnK1wLGXNpH8l3eDxgs2YjqdlqwiWXBCHWILDqCtUqlubm54NNQB/C/vlbTUpEEXBEH8sz/7s9zc3FQqhbQlEAigWyfbz2azpVIpp9MZCoXQxScSCRYkubm58XgcR0H4CC9fvrx7965CoZiZmTGbzUdHR/X19RAy4evv7u6enp7ev38f8dnk5OS9e/d2dnasViviORp5TCj29/eHhoamp6eDweDAwAA2s3fu3NHr9YwCH3744enp6djY2L1791wu1/7+/ptvvkmOdFdX187ODpab2HM3NTWh+BFF0WazsbJlu2u1WvV6vdPpDAQCTU1NiURidnY2Jyenr68vnU5vb2+fnJxgliuXy0tKSjg0MZ8Dpo/FYldXVzabDdfp8/NzKndLS4vdbqfx50QOhUI7OzsjIyOXl5eEskYikQcPHkBX48omzZTEHx5Qp9ORkp1MJufm5phBCUm/vr5WKpXhcLi6ujovL299fV2v1/v9fiQWeHOsrKwcHR2Rz+zz+Qg7w86+qKiI3tbhcJDkbDAYMGLt6emh1rLRXFtb4z7My8uD8MahwOeLNiASiSAhxW3V6XQizfR4PDwTv99vtVr5/vX1ddyADQbD0NDQ8+fPe3p6gHa9Xi++MCMjI7FYbGFhgV09ntEajYaBTCL1cZIyozMwxWIxOtlEIsFyATfj/v7+aDS6s7PDUplgONAkMlaTyeTGxoZcLof/IpfL8/PzVSrV3t4ekM7Z2dm7774Ll6elpWV+fh6y9K1bt1KpFLDwixcvuCGxaEZqTZpeYWEh2RG/+qu/CniF8ycOHh0dHYlEAomR8Etf5+fnP/rRjz755JPt7W3agtLS0sHBQb/f/y//5b/E5snn833ta1/z+XyAE4IgnJ6ehkIhLgmdTkc2O7sSTnmIVNgo/smf/ElfX99nn33W09Ozvb399ttv8yYUFxf/7Gc/+9rXvvby5cvq6mpsPHd3d3/84x8/ffoUqJwDkdASxNmYG8BFxMaIUgqAIXkXJDOWzkxOsox9qIRMymQyRSZlmtFKQk3BYxUKBWoEqlEiEwEtZADV1P+fY8CX6mIqywlBmuc4VcUsjwJp2ktnNq+yTGiJhOtyOkuPJukmWStKj0C5lSp9KktpKlViKoFUMsWMuDOZlYwtvUbpWVEtUpkvvg2ODMVJljG+53nKZDJsU/V6/fvvv+9yudh6EJAOOiKTyTDoIUsRYlcymSwpKfn888/1ej0ys93dXavVenFxsby83N3dvbCwAA2N5Byv18t+hI87JycHpf7NzQ1ZPTzJVCoFMT6dMY5Ip9NcUZQeiIoymYxVC1cO6L0so7eh9HLNA1Pp9XreVawbotGowWCg46e4so4B9mAfDxrM1SUIAt8pQ9Ell8tNJtP29nZRURGTFi45+fn5TGOFhYX4Utrt9nQ6bbFYampqCgsLyTrIzc2FULO+vo5dGVQItVrtdrtJstTr9R0dHZWVlcFgsKurKxQKdXZ2LiwssEwltRHfu5qaGoVCUVdXRzAWgdKUpQ8++EAQBGJuWlpavvOd7wwMDJycnJydnaVSqU8//RT6D+YmuAg6nc5kMvny5Usu5YqKioODg5qaGrPZjD8qwu2KigookRMTE0hij4+P3W53JBIBfGZyDwaDKysrGo2mq6uLtgA9pdlszsvLIxOYj39kZGR7e9tsNuN5fXNzg/UrTxgTPqPReP/+fbTGU1NT6XQajBcUFEFxY2Oj2WweGRnZ2dlh4So15iRvcKlheYwfjSAIPG2eCWneJpPp+Pg4HA5vbGzAxeAkQvqpVCoZR5xO5+HhoVKphHJF3BULXblcTgYLc+3S0lI8HkeSyETL6lraBEDv5G3f3t52Op0EXHg8HihUNTU1VVVVxcXFk5OTw8PDY2NjFxcXTqezvLzc5XKp1WoYT+ykIYgDLg0MDNTX16M/QyuN9zcHaGFhIe/wzc0NgIHdbifHeG9vb35+vr29Ha4gMM7V1VV9fb3VaiULoru722w2s1nAOpE8O7VabTabmc4FQbBYLASj7uzsNDU1abVaJIzk7YyOjt6/f/9nP/sZKXg4FuXn5/PeRiKR+vr6zc1NRDh4NUPKW1lZsVqtn3766fT0tHT0P336lKz4tra2vr4+JmM47XNzc3DNZmZmurq68Kfe3t6GNL+9ve12u4uLi3ENZdFAHoPH4yHgndCS8/NzWNx6vf5Xf/VXMQoGnPd4PD/+8Y/1ev2Pf/zj27dvLy4unp6e/vznP9fpdKWlpZyVnABUAnKpkhnvArp+Xt35+bnT6VxYWCDvjymTCgHUBokjnZWOmb0RZD5gPpPgU3omqUZmD5rCFxUj0n9TWUZ3X5rwUhlqrkTh4clI1VSepWCh/lHgk1ku6uwa+frSZClm6EhSxUplmRNRzKhG0iZVwpal0iv+khG8VPJpZEEp+e1S3cXjhjU2zzkWi+n1embQ09PTR48evXr16r//9/8eCAQQ1svl8pubm+LiYnwzaOU9Hs/09PTa2hqDUCgUGh4eltb5ELMhoLlcLqw2QqEQ7ReoBu0sPCBsepLJ5OXlpUQco0aSXgJjg7cRCwLqn0wmw5xEzJK98q6yX5fJZMjziCJAKEi7iZaJK41W5uLigjec1aZMJmMC5l1lluM2ubi4kJWXl09OTjocDp/PNzw8HIlE9vf3+/r6Xrx4gSpxenoa1pPX652bm8OqTaPRkKJeU1NjtVoZsARBMJlMe3t7RUVF2O9dXl729vaWl5efnp6im2HJcXh46Pf7iTeCpIorIB7l0WgUK4qBgYH19fWCgoLOzs7r6+sf/vCHzc3N3/ve9yoqKubm5lAEDg0N4TcNV6KiooK8G1oejgyNRiNtp1dWVmpqaiYnJ3FNpEu1WCwc5U1NTRUVFXq9nls9lUoZjUbEHujJIpHI4ODg1tbWzc3N4OAg++rnz58zRHZ0dJSUlJydnV1fXxNCIggC+EZvb29+fr5er0+lUru7u/F4HLLl5OSkIAi9vb16vX51dRXy/dLSEiY1bCh3dnZevHhRUVHBzqCsrAw1bW5u7sLCApR3mUym1Wrtdjum2LATX7x4gVM89lQsUPPz88vLy3lWcI9VKlVXVxfhHq2trYWFhZWVleXl5XRwbF6RwYTD4b6+vtzcXFEUu7u7Q6EQHjRzc3N4yuC3XlpaCjWGKTmVSlkslnA4DA3EarXirarT6Q4ODs7OzmpqavDQODo6Ylmr1WqrqqowKTUYDJ2dnfQWer1eqVTOzc0hvbq8vKSRzMvLIyWDo4QIdEpybm4u61WAU+wOlEql2WweHBzs6enR6XRer9fpdM7MzOCnWFVV1dzcPDAwMDc3x71UXFyck5ODC1JVVVVeXh4oOmg5DH5BEEhpLSgoAJBEzhSNRuH07u3tOZ1OeHC1tbXt7e319fWpVKqqqioQCLzzzju/+MUvuru7nz17VlRUNDAwsLGxwVH72muvFRUVnZycnJ+f22y2vr4++v1wOLy1tfXs2bO1tbXCwsKPPvoI+BdM+Pj4GASCwAqdTtfc3CyXy0lMQzCaTCbhOEDwYbf66NGjubk5bLsPDg48Hs8777xzfn7+67/+6z/96U/fe++9x48fi6IYDodRqXOaINdBAIe8j10y/GdOjIODg7W1NVo6elN2SJAvWLzR11Or0l/cVjJVyDO2AEJmlchxKWR5+kglSvZL3jrpLHpO+peYqxKthj9Qtzg9syk8soyNAP/EgoMfgdIiDb5C1lIzeynL084m8kgjI2+OmOW6l13ygTF5/oxTPBNJxMI4pchEfEtTNbczxxqFSgqlkcvlarVaJpOdnJysr69/9NFHz58/R4KZTCZJo0RP7/F4OPnj8fjExER7e3sgEHj58iUk9t3d3cPDQ/LIEokEWzNCl2l3IM+Losiy4/LyEltNmUyGOwdqY0EQCDDR6/UgFgSzAy3AceVKgB8k/6J9RDqdBohCsCcIAl4fUglUq9X8r0wmk1St19fXJPyA2SIXlGdyAsBFDAZDfn6+jHOwvLyc4ffs7EyhUKhUKjixBC7W19cXFhbi7g25PBwOM0GPj49vbm5K/B2r1VpRUZHOcHDg2aILPDo6CgaDgGAkVgKmi6LIbokoK+Bs3hHoxel0emFhAeIWTuXX19fd3d1TU1N2u50FUnt7O7H1sVhsbW0tFouVlpbu7e3l5OQQDg7Js7u7u6qqClPy/Pz85eVl5IZTU1Obm5sVFRU6nY4bmKshEolAqry8vAR6slgsExMT0jabwJ1EIsH0ub6+np+fD7gH5XV/f7+4uNhms6Hd3t3dvbq66ujoQEjOZIPxvSAINptNp9O9++67LS0tUh8HUVMQhJubG7/fX1paiiF+dXX17OwsfTq2cycnJzabjdVpX1+fzWbr7e0FOuvu7sbaLZlMomxBbIDJTn19PZ9de3s744VCocBTHtaMIAhNTU2UNEEQnE7n+fk57kU6ne7w8DAWi9GfRqPRjY0Nl8uFcB6TyZaWFgmoqK6ujsVisE6oCjabTRAEuMFtbW0sVktLS61WK2vj1dVVURRVKhWe0U6nk/gXWca8FM9CEniWlpbwT2BHsLKykk6ne3t7GYs5tnQ63dDQ0Nra2uTk5OTkZCqVKikpgQm1tbW1u7sLqq9UKmtra/Py8pLJ5PLyslarhVe8tbWl1+uRmtHZkFb9+uuvm0wmYP/9/f3p6WkIFzKZDDeAoqKi8vJyQRCqq6u3trYg/Xd1dS0vL7Mvyc3NFQTh3r17ZJw1Nzd//PHHMzMzWFqHQqHu7u7f+q3fslgsOp0O36icnBy73b63t/cP//APiUTi1q1b6+vrVqt1YGDg61//ekNDw+joKInBIC51dXUQfaPRaHt7O50cesp79+5VVlYKgkCoDk0tRB6NRvP1r38da4Wf/vSn3/72t2tqalZXV99//32bzXZzcxMIBDijUfKhWCAIRavVIgLe39+HcyFVlFTGy4a/YZSUwEYJsOVBxAyrBUQBII7NE/esmGUvIK395BnLPX4FGnSp9mTjtGKGSMl2g+OVf5LswqW9Wiorogtwj1lZzHKUlWW5JcgydFxZhogrZOGuUr2UGgVpRGYe4tdBZWAYTWdtZxnxJTYNM5Y0oPOKpLGeeslnyuviYdMZqm04HF5fX5+amkLpTqSgVHEtFguXcUdHR2tr69raGrxlDnm9Xi8FMzQ3N6NBEgTB7Xan02ki0xOJBI6YePSbzWbqKwxH3i68opiGQYZZ63AMkqnME5asSXlbQAVUKhX71JubG2ZZgNZ4xuVREAR6Wdo7nPbYysNfY5qiLwmFQvi5GwyGi4uL09NT8e///u8fPnxYWlpKhPfy8nIwGCQGC4WDz+cDn4SAh+na7u4uPMyDg4PW1tb19XXcqzc3NyORSH9/P4ocvV7v8/na2troxUBv4LBI5u99fX3T09PxePzOnTtra2sVFRVovbGCs9lsGHu6XK7KysqdnZ1vfOMbgUDgN37jN1AOud3unJycP//zPw+FQnj7ASMAnJLfBDlKoVCw1RNFEYppWVkZxkbNzc3z8/MajaatrW1lZYWPTS6XW63Wy8tLEC2SygGNRVFkHiUrWKPRrK+vM1ZardZIJDI1NZWbm+t0OjE2otjAzN7a2mpoaMAiYGNjo7+/X3K1TSQSW1tbtbW1NCtNTU18zFwoBCzzv3C7dTqdSqWampoiIAXvm8bGRrYCn3766YMHD87OznDEZo+FHlGlUhHKXVtbCyiBNWV7ezsty8bGBlgZ0H9TUxPvA8tUm80WiUTW19crKipKSkqgbqtUqp2dHTJJBEEgOriuri6VSiGpLikpgX2zv7/Pe8J2ll3X8fFxZ2fnzs6OxWKBjG6xWIqLi0VR3NnZKSgoYAnKHlSiyLJ+YKgl/a2+vv74+Bj/TDbWvHw2nVi5FhQULCwsYPPr9XqrqqrKy8tJEQADR7lxc3MDZHR6ekpoLRSknJycnp4eNEvgLicnJ4zOeCRtbGwUFRWh9WYmIMKTzzEnJ+fXf/3XBwcH8Q3e3t5m08wuk+1mOp3GKvng4ODw8PDOnTvZI5TX6/393/99p9OJhkQul4OyoMg6Ozvr7OwsLCx89OhRe3v77u6uIAgVFRUY0IN9nZ2dffLJJ729vY8ePZLJZM3NzV1dXfX19T09Pbu7u3V1dZ999tlbb70lCMLKykp7ezu/lyeJXHhiYqKkpKSqqupv//Zv/8t/+S9XV1c05hw3mB5gFgr8GIlEOK+5VKQKIc+43PFPEmoqFTn4aKIoEtcjZmQ/AKHpLJ6q7IuePrIsLx5p6JT+5kuT6C+jtRIyzOvin6hhoKCxWIz7WqrB6Sw7hezdqvSwsiyFaPaAK/uialOe5XkrlU8xK4NTqVRSpFUqlbTeYzrnvU1nWLX0AdI4KxVa6alKz1N61ekMNReAlGhhjUZTWFjY1dV1cnKCEo9zDwUEhRBQ6vz8PCcnBwYMnp3Q9SXrSvyT9/f3URbgEwSbDxmlTCZjDQ++ihhaoVBgCpbOIgwDFkobcelC4qbgncGrTlpp8fjgtMyHSqUSgiSRL/F43GQyBQIBXGdRhfIjLEe1Wq34d3/3dyQNgdLk5uZOTEzIZLL29naj0Tg3N9fY2Gi326F64h7JMWQymbBvWFpawgfu9u3by8vL8oz3LuKQvLw8lUq1trZGBdVqtbdv315dXcVmDPol1HmDweDxeIaHhyHWk0w5OTlZVVWFHshisaysrKjV6m9961vt7e3Ly8ujo6MbGxuQnR4/fsy4DNff7XaTUbW2thaNRq1WK1a0KDhJFmOknp6ehm1VWVn54sWLwcFB9nDkOi0tLZWUlMTj8YaGBoiytOeSUps3ZGBgwG639/X1Memen5/b7XZRFB88eAAsWVNTMzY2ho+SwWCYnp7GA2hubu6rX/1qIBAIBAIcLlI7dnl5abFYvF6v0WgE1+LwraqqQlZ7//593PIkCNFut3u93oaGBninyFL39/crKyt5h9Esb21tmc1mWMGpVApuDtp/riReAqYYrAY9Hg+bPCC4ra0tNH+olYiHUyqVbrcb2pFCoQgGg5B7u7u74aCSuFlSUgLOjFt6KpUiGgzyrcFgILA6Ho8TNI81nUajIRVgYWGhsbGRi6q2thabp4uLi4aGBiI7GOOw55XM/9jTcEO2tLQ4HI7Ly8uOjo7x8XGDwQAHAW4UiTHkcba2toI04g3k8Xhef/11xnEIBePj4xaLJZ1O4w9gMpn29/fz8vJg5G9sbCQSCeKpcaCORqMtLS3oTE5OTlQqFeF69fX1fr+f1gFAbGJiAk9tQRCmpqbwmWKXIQjC0tLS7/3e77lcLlZTxJu3tbUVFxfDQWtqasJoCSz6Bz/4AXBcPB5///33j46OSBegufnTP/3TsbGx9957TxCEo6Oj8vLyiYmJvr4+WnudTufxeAh48Hq9zKPstltaWn74wx/+7d/+7c7OTjKZVKvVoVCI00Cj0TB2SzIAiYQiVRoxQ0BNfdEYnWGL0YRWWxAENHKgc9TL7B+XSo40tzHFcj5KaGcqw3rNntWkOifRc7IH1myMl90EJYoBV7L5huEicVKkeUgqSFJhlsQt8oxnLKOPtDHlcfjXVCZ6TJnx4JXoxEyKxNHwSaWyKD/SdMjLZ8SXBtzUL7kuZP9ZzPCQGeVpr6uqqvDMy83NRakJex9ZPHIRnkAsFpPMY7l4oKdigw4sj3sASKlMJoNtC9MznrG259bj3WN1wrQjNfREM/E+8KZlgwo8jkwmYy8Gms3+MicnB2wW4z3eVRgYaFT4vYIgaLVa3nB+C1wfGf5bpA4BotbU1IAjX19fFxUVLSwstLW1sfaorKzUarVms/nw8JDkbgZblUrV1ta2uLiIetRms1VXV5MFYzabNzc3Ga2++tWv4qLkcrkWFxc57xwOh9PpPD09ZQYCWydDY3t7m4MApqvdbgcbWV9fHxsbg2fR3NwMwbWmpmZra4vbEu8emUy2u7t7fX0Np4Pbno6eAEWv1/vo0aNwOIyIYmtrq7W1FbOVpqYml8u1s7NTU1NTWVlZUVHBOwjgCXwP7qrT6YiXUiqVGGEoFIra2lqirAKBAHJ+t9udm5tLV0FRwYUVhWUqlcLuFW/VsrKy5eXl0tLSZ8+exeNx4kTYlimVyqWlJezljo6OpqenSWfzer06na61tZXVmiAINputv78f5b7dbvd4PKurq1x84HWnp6fcrrOzs62trWNjYy6XC76oIAiMoXBfb25uqqqq6NTOzs42NjYQ9WPWenl5CS8sHA6Dnzscjp2dHYVCAZK/tLTEX0ajUUhY5eXlU1NTqVQqHA6TPRcKhSorK8EeCfPr7u5m31leXk6szenpKai7x+M5PDzs6OhwOp3t7e1wx9xuN0w8zu6VlRVWJsQvUO+vrq4sFsvs7CyXNL4cBE8C18jlcvzEie1MJBK7u7vQ6BOJREVFRSAQUKvVCwsLp6enu7u7eLWfn58/evRIFMWlpSW32319fY1jA5A+zCa73Z5IJDweT1tb2+uvv76xsUHG1uTkZH19/cuXL6lhgiAwrA8PD3/22WdCxrsHIQqsn4cPHxYXF5eUlNTV1VFIYDJjdBcMBgcHB9n3SPl6X//61995550HDx4IgvDjH//4xYsXbI4jkUhLSwt+k8hLwJC5Mh8/fjw5OQnl+OnTp8hUyFhFw7q9vX18fHxxcSHJKykY4XAYd0bOfelUktg00uhDMcsepKhqKpWKqqnRaBAtCFkrPWl0yx7p5BnTH6lAZq8Dv1Qzsr9Hgl6B5iS6DV8cxIwm/LgqE4gtZklB+EplzMfFLMprOsOtVWScB4SMNFOCneUZqwRZltG8VGL5Ngmb5ZdiLyfN3xBnmMI5kyXUmjdf6gaErPiz7H4le9DH4YthGlrDxMTEZ599try8fHBwQFQOa3XsrxOJBBJP6vfq6url5SUOybji0W2ggERAqVKpCKvA8RGLb5YUiAl5zqlUivMcQiV3ItRZMUNxAozlySsyHocS+ZkuJ5VKoXzjfuGiRXgjk8nwJLi8vDQYDKIoSoYGjMg8PuUpFAqJv//7v69SqY6OjgRBuH//Plvck5MTGCVmsxnakiiKs7OzBAAxRxIidnx8XFhYaLfbQ6EQFupo1KLRaH9/fzKZnJ+fb21t3djY6OjomJqawhqea+Ldd9998eKF3+9vaGgIBoPYiKD7huFis9kY/m5ubkicEAShurqakXd4eHhpaUmn042MjAiC4Pf7//qv/5o9ZUVFBbLchYUFeKFk4YZCIXJIYLcaDIa8vLy1tTXk/LW1tbOzs8wESqWyvb2djo+gMQzzHA4HQ/DMzExlZaVSqcRA54033mDUQ3xJSjBQc0tLC6p8KEXQiw4ODohxGB4ehkt9enrKBQHdKxKJeDyeO3fu4KAIzQrRRUFBQVFR0d7e3s3NTW9vL9d6QUEBaCfpTlBAE4kETJmLiwu9Xo8IATcQYkbIK62srDSZTPxTXl5eTU3N0tLS8PDwzc3NxsYGVZkNv9/vhwaFI0EwGDw+PoYWRBpafn4+NQPiDAwFo9E4NjYmWY0bjUay9wKBQHl5+eXlJbUERebh4eHo6Ojl5SUKSzTRXLtc0NQtUFnm7NraWq5+Sjj3BjMrsEdLS0tVVVU6nZ6cnLy6unr99df9fv/KygputDjMgWdQh3AsogVsa2vDPt5iseBBMTw8PDc3V1FRIdnvEY+j0+kWFhY4hghuY9GLypkEukQi8ZWvfOXOnTsDAwOcnric19TUkGgbCoUY8g4ODpjq4vG4w+GApC2dzisrK8+fP2cfz8oHgkZDQ4NCobh37x6zUW9vL9lqer3+5cuXHR0d29vbubm5Y2NjX/nKV370ox/92q/9Gnt3s9n85MmT+/fvj42NDQ8PP3v27MGDB8+fP7979+7nn3/+4MGDQCBAPO3S0hKZoLgDCoLwV3/1V5988okoirFYTGrJpeNYOqOFjAUPJVbM+NckMk5AYia9hM+a04p7kEdmGmDy4H2QQEUxy0wgncUhkmVJSiRaTSrjACBhlekv0oLkGf9SfjtVh/UbrCWgQloxYMDsnRlVkxKS/KJlj5CVZSaVamnelWUcAb/0TBjRkCHynlDdqaNg1zwH3k9gSanPEDJeelJ7QRWXWEu8xmTGJUAq4bzzEkScTCbZgrO1iUQi5eXlV1dXhEgjcyD5BKJ4Q0MD25+8vDyEufQKJpMpnU4DYNCzEjWPWzKigIuLi3Q6zeYFWiyHCRcArjVIUKSWghcIs4m5E5IU8idMWuAhUkogHtJwmEymcDhsMBgQ9MfjcU4quVx+dnYGX4n3/OrqSgbDbXR0FFKG2+0+PDxkwhMEYWZmJhaLLS4ujo+PExxhMpngAQHuJZPJqampaDQqrQ9RKJrN5sePHz969Ki6unppaQnwltupv7//1q1bRqNxfn4+GAzev38f8DoajRLa4PP5sDiHrCVlvre0tDQ1NZGx9eTJE6/X++abb46MjLjdbkEQyEipra1FlA3KKggCqVVkj7BJgthdW1vLQaNSqaxWa3l5+bNnz0pLSy8uLtrb2/FLu7m5efz4Mas+PFxwzYWmhNa+rKxsdHQ0GAxOT0/X1NRg1AlkL4piY2NjeXn58+fPYVgQ+ujxeFKpFGYcOTk5xcXFSqWSRR0fFR1rbW3t7u4u/YTX63W73dFotK6u7vT0dHZ2Vq/X9/f3KzL+YZjeHR0d2e12erTKykriyw8ODhKJBMplqJ6IRxG2YrAHV5ZAcoPBALfIaDQODg5yFRIWZjKZcnJytre3JdlWa2srsc/EloF7JxIJt9uN6b9cLj89PcWs9eTkpLm5ORKJrK2tkWnMaUinwsL4zp07BoPB4XA0NjaGQqHm5ubj4+NUKnV0dLS8vLy+vu50OgnxWF9f7+joqK+vPz09RRAdi8Xw2MOH+vbt2whRHA7H+fn52NgYXktPnz6lrUHhMzs729DQwDMJBAJk5rBpxozQbrfr9XpA79HRUfClnZ2dYDCID9zh4eHS0pLD4RBFEby3rq4O0jjBQevr6/hYFRcX/87v/M7AwACGLNBKkbL09vbSgaE5IX7yxYsXgUDgSyWTq/33fu/33nnnHWgyyWSSTTwFaX9/n7o7MTHhcDgePnzocrn0ev3S0lJ7e/v8/Pzdu3fX1tb++T//5/fu3evp6TGbzS6X6/79++fn56Ojo+vr64inyf222WxIezmVQGvefvtt2mt6gkQicXFxkcoSUUiTFjMoJ3g6a8vIMZTMiDXRQkjTJycddEdZRo+RyFgFyTJhzlIRkug50iNI1UKqr1KdTme+sqcuqTBIpZTCmZubq9Pp+AYuEgZoIYPaSa+CFwUSKBVCeVaKtVTI+RUSBitkBmUhi6+bzPjZ8iXt7aSSDNadyHjZcyDzCKmMplP61YqMKXw2PswoSSugyMgiFRlLHeqQtN9lyMb1iSOI9I5AIABRnDJssVjYCLIb4mcRKzMHl5WVUe2gR5SWlhYVFQEqqFQqWLWQriHQwrllDccVKLGTIGDznNNfjARXKBSoX/h+dgQwnDnuYCrI5XKTyQTPKJlJCGDbCuTDe8VulT2aKIrin/3Zn7FHYRuxubmp1WqtVqtCoXjx4gXedZubmxaLJScnB/Rvfn4+FAoxAhKjwSmDNxIHZSwW6+zsJIpIpVL19vZGo9HCwsL19fWysrKjo6P29vbPP/8cL3wuhVAodHFxQQ7R+vr63bt3Aa/1ev3a2prT6WRP2dzcDGEHBLK/v398fLyuri6dTqOH+/73v19RUZFMJtGSnp+f7+7uVlRUHB0d+f1+bGYpVMvLyw0NDWVlZXNzc1VVVTk5Oc+ePcN+k64KyI4AyLy8PIx19vb2ampqUhmZRHl5OWxYo9EI2ZXM0enp6aGhoXA4XFtbi8CDFolpNRgMFhYWJhIJkgSoBGq1urGx0e/3s2l/+vSpKIqlpaXV1dWwvFKp1M3NzeHhYU1NzfHxcVVVFbrjqakpsu52dnbgy3EHlpWVPX/+vLW19eLiApt/h8MBLZkkgcLCQrSw5eXlubm5mKFThuvr66XxtK6ubnZ21mazYTSv1WrxfAf7pffc3t4uLy+Xy+Vstvx+v16vLygo2Nvbu3PnDrTb0tJS1O7SLYqNPh6znZ2d8/Pzt27dwgQDV/2CgoJgMJibm4uncSKRqKur44A4PT2FgwBjhTMXl0eIndxyXq9XqVTeunULuSoJOfRPcrl8f3+/ubmZra3dbj87O4tEIhhMplIpj8cDpmS323ElBHNOJpNcQgAk3NgWi4WGGt8P6D8seEii1mg0nZ2d/+E//AfAH+7JFy9emM3mpqamycnJWCwmEX9WV1fb2tpYeQIVSOAkTfqLFy/u3LnzrW99C/uhoqIiNklsNI1GI5PryMgI2jDMHevr6znsrq+vv/Od72QXY0Azae8ILUgQhEAgsLOzg7cG2h7ypSORyM7OTldX1/vvv//ixQvWVKmM2al03GcXJEqLtD5UKBSMDuyfOA1zcnIQ/sLRYP8kDXDZDytmJO2yL2ozhCxUNnuwk2XJH7MZQNnQJf8qYZ7SEjGZyRqDyCatDCWdDEQhMbP1TGckp2KGzZvMpHBIxV6eMU2VUFmpikuvke+Xipz0T1qtlt8ucWG48a+urqQaTFHnTYCSKkHcBC9LZZtNIeOyNHdKNZh3WMwS0jDJKZVKXLVFUdTpdJeXl83NzZxjTEHQ3+B705cDhrlcLrPZzCkkVXFia6l/uPPAVxAyvu2CIEQiEahPEi4tXRVct/yZboAPRWKTQbIhWfni4oId7cXFRVFREZ/O1dUVCMfJyQlSGWYk3liGYFahCnTNWq2WjEYp+yIUCuEOqtPp2F/iB+90OisrK2UyGXlSVVVV+/v7Doejvr4er7i8vLyxsbHS0lKv19vb26tSqcbGxmZmZurq6lgfFhcX9/b2Pn78mJofCATYR6bT6dLS0rW1td7eXtZsnZ2dV1dXdrs9EAj86q/+6traGlvlW7dunZ+fa7VavPpsNltBQcGHH354fX39K7/yK//iX/wLNB7YsIFHHx0dHR4etra22mw2Tgc+1JKSksePHw8PD29sbJhMps7OTgC3lZUVLiy2+n19fRcXF4eHh+hJjo+PKcnl5eXUHpwSa2pqHj9+nE6n8/Lyenp6ZmZmuru7z8/P29vbX7x4QU5bXl6ew+Foa2vjo4VcSg1jVWY2myFhw4m9urpaXFy8vLwsKyvjVbe3t29sbPAx8zUwMAATNTc3l+8JBALcw52dnTDTJicn29vbr6+vyWKjueNo9vl8kNwKCwsJwwJXSSaT2GixiFWpVDabDZjRarW6XC5oAshwkc1giCF54qdSqdbWVpwQ8IuZnJx88803Hz9+LJPJ+AZsxAsLC3NycpqamjY3NxsaGra2trKLh0wmQ20il8vJejw8PCwoKMDEvL6+XqvVOhyO/Px8InqcTifkKZlMRkPg8Xh2d3eRDzFzGwyGgoKCi4uL3d3do6OjwsJC1vAul8toNGq1WpjMMIygGrG45bI5OjribLLZbIFAgA+F65/Tjb0+UfUYB8ZiMfYLNzc3bGQFQbhz5w4rmaGhIV7y/v5+dXU1qDVBKMfHx0dHR4Sf4NLAQROJRN59993/8T/+B8ooKA/Ifpqbm6+urh48eECoGctdyTv+rbfestvt4GZwibe3t+nVOFkwh/r5z3+O5hXfZmLUZmZmLBaLXC5fWVnp6+tbXFxsb29//vw5hQ16hVR+mAA43Wj2FRmXH8DAVFYUJWON0Wjk6kK0gGcZtyG9LISA7IpCfZLwTDHD9xEz1kKyrGSS7OkwnUX2YZz60vTJEQz4KZVeqgUEBRgrqYwyRPopibZDNyDNmhL9R5Zxgc/+jVK/m/1kpC+GdQZZaXQDLZPecPaCYMjyjIoRDwq+qAFSw8ETkNBdfiMOdrylCoVCouwmM+b4VNlUKnV9fb21tSWXy8nVmJubMxgMpHfQW1AvYQDRu8MPODk5wawDzmo6neY6hFfF/hJCIuGgSEeyh3VeOE9JakS473huQiZlk+8BzCBlEh0810A4HOayofCztqMIckOBNnMO/D9MnlmK3pOelCvM6/W2trbiY/72228rlcrnz58zJhNWDHcgHA5Dvq+qqpqZmeF5j46OIi4kJuXevXs4A6ytrYmiWFxc/OzZM5iHHCsNDQ0mk6m5udnn81VWVhLbK4ri6enpzs6OXC6vra199epVZWVlY2Pj/v4+2Y0ej2d5edlgMFitVrVa/Y1vfOM73/nO7OwsYnxOh2AwmEgkGBGw/Zybmzs9PWX402q1k5OTzc3Nr1694rRivyiTyUZGRvhU8PDDYMjj8RwcHDQ1NdXX1xsMhlu3bpnN5oaGBtpPlUq1uLjY2Nh49+7d9fV1URTfeuutkpISq9V6dHRUW1tbWlp6c3ODLarT6bTb7U+ePJHL5ZubmxhY2Gy2gYGB/f39s7MzvD1bWloEQaioqGhoaEAiqVKpcnNzCbJgAiYchvPUaDSGw2F6C8LaiGHKzc1F/8N+Huc52KQnJyc47BBDwbKEzXxvb297e3soFEK3B/rKOgF8g02nTCa7urqC94StD09ApVI5HA5UQ+DVCoWiqanJ4/Hcv39fqVSCHHg8nrm5OUydDg4OoI+dnJxQVk0mEyZ/KpUK1hiuBc3NzUajUaPRDAwMVFRUJBKJgoIC8FiXy9XQ0NDd3Q2MDGk5Ho+3t7ff3NwAX+PkYLfbOzo6rFZrZ2fn5OQkfG9JhVJYWFhYWIj6c2FhYXZ2lhQzImuAYVFkXl5erq2t8bOYkgcCAUQgp6enp6enMCP4++rq6qampvb2dthYnFnSwAfkJQhCfX09Kl5BEJqamt588018Hoi0EwRhdHRUo9Gcn5//9m//dn19Pb8CbCYSiczNzTkcjh/96EfRaPQXv/jF+Pj4/v5+bW3t6enp7/zO7yQSiXfeeSeZTJrNZrannZ2dFRUVuMBMTk6Ojo56PJ6vfvWr0KYY8T/55JOf/vSn/f39giA8ffrUZrOtrKz09vZWV1dXVVXBrYhGo9BhpNqZSqWkE5nzTnK/o0KApN3c3EAdx55UqVQiXEmlUjA1RFHkL8Us31qqCDOuNIkmEonsIpfKWHvzPRyyElwpjYPpdJqXIJfLdTodIlEkc1wz0hzJgUtscCwWw25FzCxoCcegYPOd0lOVnjZHPLMdf5CQYWnI46lycAsZNBhPEoAroGCkjYIgwPzEyoqbFMavNNdS/qXFs5AxzgXdjWfitPiA+GbJSZ/XBXEGng5PjM+F6YKgC05vt9stiuL5+Tk0DtAC9G8Sq5b5D+QGsuT5+TncN9ogjUbDO8lYz++VPlmpNEpdkSwTEcOP00fyaKC7oH0GgyEYDPJuo1mHfCA5BTJCUGJh27J1UqvVyWRSpVLJOjo6JNEhObepVCoajWJ619fXF4/HHz58SGnEtLO9vX1hYSE/Px/DnXA4jAivtLSUBketVjc3N5eVlcnlcvqF1dVVIoWtVusnn3zS3d2NRQtOCFgr0VoKglBWVlZbW6vT6ZBM8NQ7OjoAzZiW4EFUV1f/4Ac/sNvt3//+9ycnJycmJqLR6MzMTH5+/p07dwoLC61Wa2lp6cLCAq+cIZ308MvLy6Ghoebm5lAohOdTdXX1/Px8R0fH8vIyiRwIG0RR9Pv9kUikvb09lUpRqzhJ9Xr99vZ2dXW1w+GAvnF8fDwzM4OPD3yzTz75xOl0Li0tLS8vszSNRCKFhYVKpdJkMsE6kclkpCKvr6/HYjEp3cXtdofDYbPZDKrQ3NzMO3xwcGAymcrLy3U63erqKpmI9fX1Pp+PeNGamhqtVru3t3d6esopgLeRKIp4dofDYWRYsVhsY2Pj8vKyvr4+Ho8j0sBkThRF3A9kMpnZbLZYLD6fr7Gx8fz8HJt14KCSkhKZTAYZnWRTt9vd2dm5trbGiSyTyZqammKxGNUXWXBNTY1er3/x4gXuBEajEU4g9rN1dXU5OTl7e3tcFVxIMNSwCOEyaG1t9fl8pIv4fD7Mk0dHRxcXF1dXV6+vrz0ej06nW1tbg+PX09Pjdrvb2tpEUVxaWpJ8g1UqVWlp6c7OztHREZY6x8fHrIpJMsjLy8NWnmQxu91uNpsx7cPKg+aGzjoYDBKhg+8dvGKcPbq6uigD4+PjmKF86UupVHJN7uzscNbwhWgV8SWn8/Ly8vb29ne+8x0QbJ1OBxGMRThQEpb67e3td+7cee211ywWy/3797GsAovjwbFBEQRhfX19fn7+3XffFTJZ2YIgXFxcLCwscFTl5OQcHR2trq6+9tprFRUVSHgRHVFXUhlbVMqA7IsqSXmWHR2FATUhpxuPo9Pp0MykM2buBKFwMkoYI9wQ6dCUYEypEApZLCQJF5Ww0+xpWMiiEYEQyjOOMECR9HySiEWiL/GUmPkkaJrRU5rnpBlImnRlmS9B+AKzV8wK0xa/uLLlJVPDKIGUc1BEdFk8Dd4ujAzRFkvTIZtvjFy49/nUmJRAMpn/aGL4ouEQMwtRinoiE3zNM4G1oNVqaVAIiGX8kARIZWVluN9hPMuYjsAd+xFMvmjZZTIZSdeAqDwTSonEb5IaEZ6MtLilxKbT6UgkgvcCoB3GnMBm/Pn6+joSiXD7M/lkt2JcM4lEAnIoacEoqRS5ublwFmpqaubn50tKSkKhUDgcxjp1dXW1tLS0qalpY2OjqqrKarU+ffpULpcDvXo8nlAoZLfbMU2F1khbxK+ETAshoru7+/nz5/X19ZAO4vF4U1PT6urq9vY2FjyRSKStrY2gCciuCDBGRkby8vKePHkyNDTExef1esvLyw0GA1J9eB8VFRXPnz9/6623OMJIt/jggw9EURwYGLi+vj45Oenv75dsX3Z2dtAjymSyoqKi1157DQeWiYmJlpaW1dXVnp4etVrNnFpYWBgKhUDqcBrq7+93OBxbW1ujo6Orq6u0//j+uN1upO5qtbq8vLympgZO09XVFV6pyWQST1q/39/c3OxwOIAui4qKWBym0+menp6XL192dXVdXV0tLCxoNJrXX3/90aNHQ0NDxGRiCF5bWzsyMiKKotPp3NnZSaVSoVBIJpMFAgFStwRB8Pl85Oxw0dMzRiKRYDA4Pz/PqIqwl6xKIp8MBsPe3l5bW1swGNRqtcvLy2y10+l0QUGBZOhvNBoBjvLy8mD2Xl1dtbe3s7GQy+XFxcXcYENDQwqFwm63d3V1QbVNp9OgF0CF29vbGLriMk+hwhsoHo+XlpYeHR1dXFywGeWcIlXGarXW1dU5HA7GLJ1OV1tbazAY3G63yWRi4YfZm8fjYeFKPEBubu7KygoOvXV1dX6/H2IRy4iysjLOfTLaAoFAa2srRJvCwsK9vb2ysrLW1lbmDySk7EWOj49ra2tjsZjb7U6lUgaDgXlXFEWbzSaTyXQ6Hckhn3766VtvvSVm1AjPnj27d+8exutvvPEG+EFPT4+QoWIy53GFd3R08A0VFRXRaPSzzz7jAOWsTCQSXq9XEITz83O3211bW7uysjI0NHR4eHhyctLV1bW2tobPC0RrvV7/k5/85Bvf+EZLS0s4HJ6dnX3w4MHjx48fPHigVCobGhoEQTCZTBKMvLy8TEdvtVrpeDidpbNe/KJaUaqUqYwLgZChBWHHiqFBfn4+7xVXqSTNTKVSeHxLrBkQUWlES/9SiLRUBZNZ2VtCRknypachPUNmC5ZnDFsSEggRWpGR6hNixYMzxzD9pDO7VRi//PlLVTz7aQiZEVzCP8UMsMyf4xnDd2ZKwpqoDVQRTl2GIUEQgHlYDEuQcjLLaB7Ikc4AHhlXjiiKer2ex5TQZmkPLS0X6V0o2FqtVpaxYqDwpFIpQAJqKicGl5lKpcI/lnuc3y4IAicAVRP0ERezWCyGnEaqlHzx6yTAIJkVtgp7FgCZWsuKFLsSXjucWKZ2OgA+a4lMRNPAlKhUKpnWKJn8IlksFnvrrbeAwu7fvx+JRDo7OyORCGEXzHmrq6sHBwf403d2dp6ennq9XlEUV1dXPR4PPEwMMDUazdzcXDqdhpqLhnpzc1OhUDx+/Bi+AF5KcB2tVis3OUQhct7lcnl1dTW+Cnfu3Dk4OJiZmSEUEO4GbRGS8Lq6uufPny8vL/+v//W/AAoEQYDRarVa/9W/+ld6vX59ff36+hrHGZfLFY/HCfS4f/9+Q0NDTU0NjEGWYfik45R0eXn52WefYTZE0jc3Z3t7O1AzuvXKykoKOTxkAFilUsn/np+fY01HyMbR0ZFarSZSjZOd2xKm7ujoqCAIDofj9PS0qamJlfPl5aXX611dXWVzwMHx6NGjgYEBhULxySefcMWMjIy8/vrrFB6EKFtbW4SKcw0hvUcyRMfA/eNyuUAFI5HIy5cvBUHY29sjDc3v92OOj0kFcyQBYWwCtra2IpFIcXExDWNZWRlmp3hKHB0dYVIxMzOzsbFBP+FyuTAxx7ApHo/v7OzgvIrzfjqdJm2Nt725uRkPBE6N/4+s9wxuLD+vvC8yCGaAyASYI5hD55xmunuCkiVbsiRbtrWWq3a3Nrlqw5fdrdq3tqxVlWvtLdtVtiWvLctWnJme7pmens7NJpuxmTMIkogEQBAkiAy8H357b7V3+UHV6mGTF/f+7xPOc855JAo7k0VC2+7uLgPjubm5eDyO4zyEt8rKSpA0/onFYmHditls7uzsZGymUqngSSkUCsxQwD86OjoomSEYY4kC0xhnBp/PF4vFuDwqkmKxCP0PopZarWbNNaQnSXAC9n7z5k0c2PlLtvdUVlaSEVdXVwcHBx89esTSnkwmw7KXFy9eENE4e7/xG79x48YNGHn0ZLFYDPUzLHE45H19fUT2+fn5Z8+e4ejr8XjQfUcikStXruAjn8lkHA5HOBweGBg4Ojra2triVEgpExELm+QFQcCmShBXhRTfkH8U/ul+LqkBldKq1DsqlUqCqSAIe3t7kpMANBYpwTBB4IfAHoJPROKURokS1CllxzfbUKnFlL3hyQ5fl/1WBdEugJ6MPoZIys/k3WFYIBe3JRdEQQt5V3IYKIojW+luSA03l/R/DXel/Cp7YzsKcg7yOsBALpeje0smk1JlwHyR084XNq20nkrRc06SppBU+OyM9wCEYcuT5ASRZZNIJN4cjoLl8s8l/hf2dZlMhmyE82g0Gg2Hw9iTSWtcaR5UKpVWq2XdpFKphAzP6i0wW86w9POlaatclDDRsdAXShNuSSyAlBlFXy6Xk0wEoVPxvrBxEx5TWVnZm4+MuwGEq1AoYFcovV6v2WxGKAOeQ0zMZDJzc3MajWZjY0Mmk3V1deFbLxfn6nzV1NRoNBokjLi9IFEXBIFAxrjlrbfe+vzzz4uiqe4nn3zCC9zd3Q3HRxCE8+fPs7oEC1yTyXR4eDg/P0/3o9Fo6ANqa2tfvHjBti8eyVe/+tXy8vLu7m72MGxsbHzrW9/KZrM/+tGPLl++fPPmTXDqg4MDm81GS7q3t2e1WpHQ7O7uRiKRs2fPssMol8uVlJRgUBCNRo1GYyqVstlsGG92dnZqNBrmr3Nzc83NzUwT6+vr8/k8rIpgMOh0OuGAIMiR3iin0xkMBvn+QqFQX1/vdruTyeTQ0NDe3t7m5iaIKBF2amrq5MmTlZWVQ0NDbMesqqpqa2t7/PixTCbr7u6+e/cu2pv79+93dHQwsYckhr0Ocs+joyNGa0R5tFBdXV3sftnc3GxtbV1fXyde9Pf3Q/aB7MCWUDYvZrNZFrXX19drNBq73a7X64mbjJ9XVlZ6e3v39/ej0ajL5eL3ejyeRCIxODhI8QQ9taamZm5uzmKx1NbWYhpCS4ofbGlpKXMRBhLMqiHgJZPJ1tbWnZ0dFrTt7++3tbWBoPr9fppIKj/kp0ql0u1281Kl02m4ta2trQxlmfy/fv2aJntiYsLpdE5MTPT09NTW1rLcRiaTAaKUlpZarVYQe41Gg5dmZWWlTCYLhUJoUY6OjthRg+8PXT4fJJPJXL16VRAt9BYWFjY2Nt577z2dTtff348yEss6ptQff/wx33/58mU0VHK5HH41iU3C2XgvvvSlL/31X/81ZCWz2czQFLRzfn6+t7d3aWlJp9OdOHHiG9/4Bk0DKylYbG40GrkzU1NTAwMDSDNZFd7f32+32ymkhoaGtra2Lly4ABu8pKTkgw8+sFqtZB3isvwNeo78jU3OUktdfGPjFSVjaWkp0UoaNyoUCnZcQwMB/CwtLUWcDn1UShXM4XjFSAZSVpYaJikUSv2KlDUFQQDw5DFJHBmFQkHw5VIlSFMul5OoEFgXi0VcHvlF0uyN3gvgTXjDw114o/+GOit/Y3uJlF+l66TZYu6o1Wrx0Dk+Ptbr9QQKkgc3jSoEtjkOcFJTWBT3ewjiPk7yHwgntcLx8bFSqaTL5xqk1V38NJXo0CtdqlTHSMQrqDf8usPDQ0pGpiHQDhi4SOpeKleZTOb1ektKSiBGSE+Qgbdc1N1Kj5IjwZ+BBChTSK4cqmw2i9uaIAhYPMrlctQESnF5DoAEdwYjXOBuWmp6Px5cIpGglZIjCaioqIAIcPLkSb1ez0X09vZaLJaurq5z585VV1fv7OzI5fK33noLe7bt7W2Hw1FeXs4GwYWFBYxs0Kv6fD6WqhweHg4PD2Pld+HCBSgnZWVlV65cuXr1ajqdZg0Tj7xQKHR1dX388cfr6+vLy8tMQ/v6+gwGAwzAsrKyhw8flpWVjYyMNDc3s6Xk7t27Dx48oH4pLS195513ZDKZ0+nEKZ7cwLiOpSJwLzF2KC8vb2lpsdlsKysrKysrqFyampqwdd3a2mpubob7A2N2dXU1EAjodLqJiQlOLfeNJ/f69Wuz2Xz79m1IQ4K4/nt8fByveZBPikSfz8ekk6XZ4+PjqHcqKiqcTufi4iJ6zfn5+WKxqNfrHQ5Ha2vr559/brPZBgcHq6qqnE5nsVicnZ1FNbGwsPD555+zdKW0tJRfgWLP6/XSsbW0tMjl8mg0yoLydDqNzW9NTU0mk5mamoKmpFarPR5PXV1dU1MT3v0ID1juKtlqgAdWVFTI5XK2RTLYt1gsCBmVSiXLClQqFX1hQ0MDHlIYaCwtLW1ubgInptNpwCJ8KePxeG9vb0tLCyM6VnUqFAocFdCKpNNp2i8Grkaj0WAwrK+vP3r0iKWPgUCgvLy8o6MDsh+V39raGr9lY2MD43u5XL62ttbQ0JDJZNBuAh6YTCbQ3UgksrCwwPiHccvOzg4dNjsJ4OV2d3cvLS2xhwgQhfYFQQgaaNByWqv79+9TGqLxQAqJ2oeWl9DZ1tY2Pz9/dHTU3d1NJIWRD4U4kUhcuXLl/Pnzb731Fp7UMpGKEolEAoEAmPDCwgKQAyefEN/X1+dwOKjWuZMNDQ1STRwMBvv7++/duwfvcWhoaHt7G8sOtVrd0tKiUqnef//9EydOXL58WS06oEpJ8c2hnSCO997MnaQ0SJIEX61WS0tHNpIoGDKZjGEtDJHsP/XJ49+qxC+luEdMotS+CQiTlSXipUz0kU+lUtw3frsg6jcoeSXZjGQMJM0LAfSUb9jH0/MpRL3Km9227I3xKndGui3FN9ZdSbeIy4D4QzDBQo8+jBRFZ0mOh2FEdlGLq77KysoguWQyGVj3jPdkomU8X7x3/F7gGYZ/oNNS90x5AQmLk5xKpRgKktq57RLwrlQqGW0CPRIHmL4zA66vr4dty1CTM4AWkSeSE7eQcs8V4qLvoijpAW+Q0GwGJaDQzHG5Tvp12lMy5d7eHmVEPp+vrq6myiEBg3bgOUP6x2szn8/Lz5075/V6LRbLzs7O/Pw8FVMulwNEhV3pdrt9Pt+pU6d6e3s3NjZoacF5VSpVMpkcGRl56623rFbr3t4eJnwGg0Eul4dCIZZLTExMnD59emNjg1RHxx0MBl+/fm00Gl++fBmPxyn5Hz9+3NDQ0NPTU1dXp1KpfD7f8+fPGWixmBNPlpMnT+LMggG/y+UqLS1lUQamB6dOnTp16lRDQ8Pq6ir1F20fy1symcyZM2eUSuXa2trMzAzMqOrq6rm5udbW1lAo1NjYmMvlhoeHc7nc8vIyU1KPx+NyufL5fDQaxU4PG9j29nbWM9XW1hqNxtXV1ZqamqWlpampqVQq9fz5c9qUg4OD0dHRQCAwPj7OcST/YX+qVCqBUrPZ7JMnT86cOWOz2XQ6HQ5EoVAoEAhMT08PDAxUVFTMzs6Oj4+3t7ePjo4yKqMr7e3tZdSkUCh0Ol1NTQ2T1FOnTvGmbW5uJpPJ4eHhsrKyQqHA8tT9/f2tra3y8vLBwUG68GAwiIkSxaxard7c3CwUCkdHR83NzUgh5XL58fExHJnj4+NgMMj5MxgMGo2mpaWFnowJKwZ4QCJDQ0NomWGpsTCnpKTE5/MdHx/Pzs5yHnZ3dxcXF5PJ5ODgIMS8g4ODnp6empqahoYGeguz2RyPx5uamuCm+f3+dDrd2Ng4PDxcV1cXDoe7u7tzuRxCzFgs5nA4mpub8/n85ORkQ0MDamtajZqamrW1td3d3Xg8vrW1xVqutbW1iooK0l5TUxMrQnU6XWVlJdBcVVWVXC7HqLmzs3N7e9vlchUKhY2NDczt9vb24Bo4HA69Xr+8vBwIBO7du8c2EpfLxd5Zu91OoOR2VVVV7e7u0mLyxSLYzz//HFRmfHx8bm7Obrfv7+9DucpkMhaL5cyZM6xoAHZmtkrD7XQ6nz9/fvLkSVacfvjhh1tbW9vb2zBXOaWCIGxtbQmC8PLlSyYagui9OTc3h0Uti7g/+ugjuVxOaTg9PY1KB7qK8E+Hl8U3iDBvJglyCQwgq9VKh03hyO8tiNxXpOQS4YipXlFcc6HVauF2CuL0Ny/a8chExqxMFEFybiVyDamFjCtdNr8RjFHKo9IITXjDQpYACE7L2ZaGakBWPIVischpkS5D+KfyULlIa5JGwhIaKYibsWmtAFTpvSTqNQAen4WfT4KEH0SXSdqAaEOyp60k66tE0yUKjkKhAEEd4J08LQ3/6GJJVxUVFRpxjQwtNT+QO1MsFrHslubK7HpiLoBibWtra2NjIxKJINKViURlRqfktjcBTgbVUs0hQQg0uwrRSom/p8tMJBJqtRodOQ0hsBwbjovFYigUUiqVsOXBR3OiN7JC9PNhk4RKpaqoqJDLZDJJJV1VVZXNZqmpk8lkLBbD9sxut9tsNqaYtbW1KysrR0dHsFuJOydOnMDQAFfrlpYWQhvdbnNz86VLl2ZnZx0Ox+PHjx0Oh9Fo/Pzzz9fX12Hq9/b2ut1ubu6JEyd0Oh3mtAaDASSzu7vbYrGcOnUKoTrzUVTnz58/LxQKjx49mp2d1el0H374ITvCfvazn8lksg8++MBkMtXV1Z04cWJwcLC7u5vtYHCDgX9xR7RarWy9AVWXy+UjIyMKheL169ctLS1tbW0TExN2u53W4eDgAKmixWKB90HE8Xq96+vr29vb3d3d2Wz21KlTgiCcPHlyfn5+ZmZGqVSeOXMGtiqDECJFPB5vbGyE95/L5ZaWli5duoQxFdOFp0+fSumN4SID4IcPH2K2h/sMxCjEG1AqEokENQSajf39fQl843RiOaRQKBwOB/wUBOykRt7SWCwGKVepVGLCRyOLpyspkxmtQqFYWloKBAKMHinYMQqmiYTmurOzg3UtjU48Hse+nw1WLpcLArbL5YrFYjwLVp6xyWR8fFwmk+Hed3R0hF728PAwHo8bjcalpaW9vT2v18sSErAaikK73e7z+ZaWlkwmU1NTUyaTWV9fb2lpiUajEOKNRqPNZqOOZnszaAG2q3CY19bW6E2dTida6Ww229TUxNqveDw+MzMDsYK+PJPJxGIxeIZoKG/fvn3z5s1QKLS5uTkzM0MsuHfvniAI0mh/dXX19u3bcHDeHIhARwc3Ozo62t3dhfKTy+WGhoba2trq6+s7OjoIf3AZiLm4c1AoDA4OWq3W9957j7XSr1+/Pj4+PnfuHAejv78fDGZqaopBJlnZ5XIplcrXr1/DyuFqQb8bGhq+8Y1vmEwmafgkRbT/a5Ine4MOQ8+HxJaMCzDIlIvA/WaapI8h1ku9BYNkUgs9B9VYXtytKBfptVJ+KoiGrlI2Kor7TMAJObqgrwVxf0hJSQnUJBp9KkLyOkzyfD5Px4mKA76eIGLpfOTCG/6oUrspdeFSuJfSKpdKbAGN5yYolUpMlfntYKocA7Duqqqq0tJS4GVQRxIkPSuUaYoGOmy5yEmWLCYogJgCcP9ReAPVwuWhuWTmR86WiRRW6SPDwYHFwrEMh8MsQDw8PEQaDkWAbpgmWCGuAKMQp2nmaAkiG45nmhNdDGWivwHbqPi2o6OjojjhZv1RLpcD8w+Hw8Ci0miZe6hSqZA/0RNzPyFL8mP39/flOzs7JpOpvb0dIQemo9lsFnkA3p5+v39ycpJT8uDBg5MnT9bX13s8Hqjz8HqPjo4g8jLiGhsbSyaTgJxOpxPN3+TkZC6Xm5iYKCsru3DhQmVlZTKZDAaDsVjs8uXLdrsdgabH42HOl8/n5+fnL1++PD8/v7q6urOzw+74RCKRSCT29/fr6ur6+/ubmpquXbv28OHD+/fvAzOGw2EoiO+///4777wj7bakojl79uzi4iINTVVVldlsrqqqGh8fHxwcPDg4cLvdvb29zLSeP39++vRprVa7s7Nz5swZaQUKqIJMJistLe3q6trb2+vt7b1y5QpMs4qKCla1ZLNZRJlMQ3G9YcEn4JtGo3n06JFKpdrd3QUKAAF4+vRpKpUaHR2tqqpaWlrC6LW6uvr69etyufzp06fNzc319fUtLS1Op3Npaam+vn54eDiRSFitVhxq9Hp9bW0tXjCMuKiOwWGmpqamp6etVuvOzg7bDKicYLsg59dqtTTBx8fH9fX1CoUCAW5DQ0MoFDo8PDQYDMvLywyfMHgC6sf7FOvturq62dnZ0dFRg8EwMTHR1tZWV1e3t7eHt9Ho6Oja2hq+E3izBQIBr9fL40ZX6vV6cS/Ct0gQhLNnzzLkJ38Ui8VsNgtwur29DXWeuB+NRre2tpLJJBs6d3d3Idz6fD7MmCAmxGKx0tJSr9cLW4G4ub6+Xl9f39nZmcvlKAgKhcLBwUFXVxceWH6/n+zY3Ny8sbFBJAUaUiqVPH2lUul0OjHP+sY3vkFrRTRh58zt27cTicTu7u6VK1eoMGizDg4O5ufn+U6FQjEyMsKf33333e7ubp/Pd+nSJVh4nZ2dgoiS3bhxQ6/XozGFcE8AoqQoFotdXV3T09NSDqN7+MIXvgBmy5AJy3i0W3j79fT0hEKhSCRis9na29v9fv/u7u61a9daW1txMnK73dvb2/BNpIEcoJ9MZLVISnyav7y44hEIBCUAjWOhUACkxVyFmAi9lsGeWq3m9ZEkmIIgIE9UvuG9zoN4kzPCNYCC5kX7PWD/YrEIIQMrKLpGXnCyGplJJboCgeDxK/A4ZYxC1CaESnY8sFEAjaX0KX3J3zA9kKZ33DQyGSNGPgWNNf0cY0JIOslkMpVKgXyACRWLRaPRWCwW4YsKIn8e1Qc0BYlPBGQNCAzMW1paCtRfKBQYKuEpxs+h4ADtJAHjWofFBwQ0CWCn2uAl5YHCkcYoNC0uyJTSP4+G+8xB4iFKM0tB3LktF60WFaJxrvBPucTJZBJzPhrffD6POSLW38ViEW9Uaf5Kv0FjxjWgP4aTjEQwm83KfvCDH3A3AZTX19cpYQCv8dDS6XR2u71QKIyOjjY2NuJls76+Tl2sUqmqq6tfvnw5ODioVCqh7ONWGo1Gz507h4c1gYyER6sK4TiXy+HWZrfbOTrPnj3r7+/3+/3nz5//5JNP8vn8l7/85aWlJaPRaLFYWPPL+yaTydBiJhIJu92Oaxq9F6VxX1/f3/zN37z77rujo6Nod5LJJB9+eXmZkrCnp6dYLLrdbtaGsPQxl8s1NjY+evQI0JWeHSxxZGRkYGAgFAo1NDRYrdYPPvgAWKxYLKKR6O7u9nq9jY2NW1tbWq22srLS6/XW1dXNzc01NDTAq66oqGBwyBRwbm4O50OqG0jYJpNpcnLy/Pnza2trOzs7SqXSZDK1tLT4/X7SGJu0X79+PTQ0hO9rTU0NBPGuri5GyCqVKhgMBoNBbCug5NTX129sbLA/tb29PRgM1tXVTU1NKZVKo9GIUuLw8BD/o97e3kQiMTIyMjQ0NDExAd67uLjY1NS0uLjY2NjIspF0Og3HGFQW9acETx0dHWFNiTcH7Al8XlDlrq2ttbW1bW1tIWNl31kgEECM2NTUxLFBtUkNQa3Gmprq6upAIDA1NWW32xFXzc/PS6U6r5bP54PoFIlEmO4UCgW2rLtcrp2dHZAlvJny+Tyknnw+j08FU0leJPgp/Ci4DNls1mKxAB8BNcNe2dvbCwaDp06d+u///b9j9EP5z+C8ublZeOOLVQdsFxcE4cmTJ2iX8fOk57t3797Nmzd5Qz/77LPr16+73e6Ghoa7d+/eunXrhz/8odFo/P73v4+hNt0GIezs2bM/+MEP8LcyGAwffvihUrRHV6vVPT09drudPMqD4xcJ//Qrm81CKWfUGgwGOWnl5eXf+973nj59qhJXTpLSFKJLnEw0UOW/SkkIbJYVrTJxHEs5QqVCHUkfQz9HX8KvAB4E1VCKuynenJ4KohUfAC/Bl+wrF63AieAwaKg/iMg0H7D5gF7S6bTU3RJqaXypd2UyGTMwFH6kTK6HbEF6+L8ga7mo6eRqJSoQzRyfi0wDPiRlMmacEkcG2hHZmnR7fHxM7chcE4oy34kPjkz0AsSCRxAZTHwPN4epMzcczwFBtEcA1ZT8d7RarSTEhPvD05dwb4bHzLBlMhmdpUwmKysrk+B6XmoAA6XoHFsUbZ5Uop++TNx7KnF/5OIqN+4h2VG6J5DdoJjhlieTyaLRKJctE/fE8UkhW4HV0WTTUtMRFYtFJUIWaC9yuRwSrNFoNJlMZrPZ7/crlcqmpiY4OPjkFQqF2tramZkZICD6VJVKVVlZmc/nA4EA96u1tVUulzPuWl9fP3HiRDQa5ZroL7Ez9fv90gh6ZWXl8PDw1KlTPp8P/ekXv/hFHmpNTY3NZtva2uJ2qNVq/HcYv1VXV9tstn/8x38cGBiw2WwymcxqtT5+/Pjly5dXr15F1YdAkFNiNpvRm2YymY8//tjlci0tLUnFHZ9ua2tLp9NFIhHsfUOh0OTkJJrRnZ2dUCgEMUwmk42MjDQ0NLS3t+dyOWi0GCoiQhofH29paZmammptbV1eXk6n0x0dHYeHh5ubm36/n4UtOp0OeQBeLRgDkYDD4TCD5/39/YODAzxUsbyB0FVfXw/QR39jMpk2Nzc//fTTt956a3Z2dn9/H+abyWSanp6urKxsbm5m1QmsFpyBMVxleRboYj6fNxgMJpNpbm6urKzs1KlT2WwW9QLGQz6fj3ahsbFxbW0NOLSsrIxrAKbe3NwE0pfL5ZWVlSaTSS6X43IeCARQ6B4fHxsMBhaMm81m1rrt7OywSdRkMr1+/drtdmO/R8soCEIkEmluboa9VSwWBwcHZ2dnWfqdy+X29/fJKzADCfR8qEgkYrVal5eXCX9oe9bX16nKIe5THZNHNRoNIBL7SvEuwF8ecl13dzfqVRpQOqdCoUALwptvMpkwTCgWi0NDQ16vd2hoiJU4b37RcDscDjzT8Rdsbm5ubGx8+PBhXV3dyMjIzZs3x8fHm5qa9Hr99evXs9ms2+2Wlu3AYz9x4sTo6CjHW6vVJhIJi8Xyu7/7u+ya/uUvfwkPiP13fLGD7MSJE/xqQRBu3rx57949rVZ7+fLlx48fg0wMDw9j+k9YaW9vf/r0aSaTqa6upkXLi26rBVGhrxLdUyXIkfdXqVTC50qn09hmAaAx7abB0ul08Jvgp0jxEUTxTTSYTEOfQcsrtbkycQ2n1GUSuCXJRLFYLCsrUygU9LuKNxZbYizH2I/+UupvSLTk2pS4JJKP82ZM5zolaFpCX/+vv5EqjIKowym8IUeRujqWctDSANhSQxDigbXRaElFBjeEyoBnlM1mGefTuHO8SVQykX1DzZfNZuHNgZmTEZVKpWT7wO+llwWaFgSBuYlMnGHDp2PyymSN+yyXy1kvKNnXSSQvev2iaLr7Zm0hF/nGEsbOc+cHSsNaHgqfF0IiOZVmEfC8urr68PCQT0G4gEfJe4oklwkLjSWAVmlpqVKlUo2MjNDyh0Kh4eHheDxeW1vr9/uz2Szt1JMnTxBQOhyOp0+fSvApQoW1tbWOjg61Wv348WOp1NLr9SwvZCFie3v73NzcqVOnPvvss4GBgXQ6bbFYeJ0ikUhDQwN3yuFwgAX19/czef7kk0/effdd9p+srKxcv359ZmYGZhDNDfp0Fojn8/n19XVuh9VqPTo6+t73vicIwvr6+sDAwPPnz0Ht6Szxptnc3HS5XAjU0uk0eQg24NHR0dtvv728vEwFxLx2aWmJ1amsm8bHgGOKkf3W1pbRaKytrWVaaTKZksmk0+nc3d1FkVIoFJCs9PX1oWeanp6uq6tLp9NDQ0MajWZ2dpYeyOPx4ICP5g+yFWY3cM98Pp9WqwUSLy0tdblcDI9xPxgdHW1vb6ehDwQCbLQuLS0FR+W4dHd3Q+stFAoOh4P07HQ6wVs0Gs36+jpl2traGvJK0AXeXpvNBsUA3LW+vp4OldLV7Xazkqy6ulqqSRkwSEr82dlZPOIDgUA+n4fMbLPZWlpastksW5dNJlM6nT4+PmbbM4O3SCTi8/nq6+tPnjwZiUSgNE9OTppMpmw2ywI7wgr07MrKykAgwNsYDocpV202G72sIAiYpHMZ2CcBG8pF+SP0EIfDQe3V2dmZTCaxbKQIUygUOPUzbaLPAwLq6Oj4yle+IggClrw0nWq1mhooHo8zF5B6O/KWyWR6+fIlf3PlyhU8B/ixTMQFQVhZWQHdZWE1mzs1Gs3nn3+O9okAjaXz22+/LQjC1atXJR8ufiZbTiXEUhCE58+f9/X13bx588GDB7Ozs21tbVarlTlrf3//0tJSR0cH9CLMMRoaGljwLvkACKLtWf4NEfqbFFZqGrPZjDgNHIgxGHImQAvmmgXRfxzCCxu2BdF2TmrRCqJ7H6QVQYTypNmVXFRKgDORvCXBBmxwlBJyUUGhUqlIipJ/NacIKzipt5aKA4pvyZWNnrVYLKIXlP1TDq3whvol/4b0UMJp86JRHKgJ15zL5bCqocgQBAEzGUaDgrj2JCOurYa3KJGBCa3A+FKnSBNPcYAGmk153M9kMik5BsTjcVoXMiLlBQIPLlXiHNG6kbrIdrBnScxMK1ifzDxbuvO0gNJQk2JF+KfrXEAcaQkkfhYVFTmenFcsFjGeBUOtqKiQGL+s0Njb2yOnUhAXi0U2RqCJkkyCotEoYJJGo5HHYjHq5YcPH0rGIqurq5WVlaurq7OzszMzM/jbARCdPXsW0iB6SsbFiUQiHA5fu3aNl6eqqorggpjaZrNZLBZIOviwXLt27dWrVy9evJienuZWsmumvLy8uroaSqpKpaJTxKzHbrfj7MX2SlQNKOtnZ2cZFlKALC8vw+ixWq2//OUvf/jDH9rt9rW1NZvN1tvbi4eTWq3e3t5mSc2LFy8kyz2n04nSTq/X06dDuBobG2Nc0dvbOzw8bDKZ4vH4/Px8LBZjJodDHn73DORIJPPz852dnevr66dOnSJier3ec+fOkZtZiNHd3b2/v9/V1VVSUjIzM4N0jIXPq6urvb29/f39er2eQWY8Hg8EAvF4nPAUi8UuXLhw4cIFhSivdrvdXV1dQMTFYhH/l6amJqIPI/22trb29naLxUJLTVkHv5cIPjs7C+7U0NDg9XrlcjnbuU0mE4Qvv9+PO102m93b29NqtZDNotEoVQV6LBitQ0NDVqsVhzxBEDo6Onp7e81mc29vr8vlAjgFJGQ0xTuDbthgMJSUlNhsNkEQ6OeYEnV3d0NYv3PnztjY2OLiosfj8Xq9e3t7k5OTxMRIJKJQKFCYeDweQFRBENBEwX+GuJRKpcDAq6qqVldXmSEJgkARCmDFtBgBq0ajAYOFCr66usrAye12B4NBSoRischsQqlUdnV1ERmDwWAul6PLHB8fR+wRiUR6e3sp+N78Aoi+c+fOixcvWHgpCEJJSYnRaNzb22M3O7X2hx9+mE6n+QmdnZ0mkwleLoYS2Wz2937v94aGhh4+fMiHEgTh3r17+/v7/MydnR32CJG0Pvvss3Pnzs3Pz0ciEbyIS0pK+LdUk1BncRC7du3ajRs3KDLU/9S6nXxAOnkzaxLvamtrqf2j0Sjrg4h6qVSquroaQgr8bUguguieSqqorKxUivxY+Rv2N4I4UpXkJYwAJQIOT5PuhH/FN5AgmcXAjEWny/ejeMnn85Kwh2ch5S3ynFarJfWSKcko5KrCG+RhqQOWiXRZzpKUPqUzAARNh0RwpwWveOOLrR10ckjbqSRKSkqYIHIzQYkw+qeUgfHEF3asgCtKpZIAmxdt82QyGTMRfrVEdsXKEaY9YB4DfqmOwUQ6m81K20t4oYrFIr4ugKi8UKDZEhJbfMOcSILWBdGSkM5BGhWTR+SiqyLmefx2QCZgAJ5yWVmZ5PkgCEJ5eTn+aEC79O4MOPB0QynHOEahUMh+8IMfFAoFr9drs9mOj4/j8Xh3dzdLmmKx2JkzZzDVe/Xqld1uR/UFF4Y7srGxMTAwwIIIuCeI/6xWKzkYKCAUChmNRqxWz5496/F44vF4LBazWq0wBfb29srLy7HA93q9+NJdvXqV1DgyMsKcj+2M29vbgUBge3vbbrdLwmcAirKysvPnzz979oylIufPn//88897enrg3aAZ4Kb88pe/HBoaov2CNmw2m7kVp0+f1uv1Y2Nj7DcmCbE14vj4+PTp07OzsyaTyWq1er3erq6ulZWVtbU1zEtPnTr14sUL1OLHx8dDQ0NsJC0UCrjJezyea9euJRKJmZkZtqFBkoJNms1mw+Ewtx2pA7EMIaAEp9BuOp1Ov98/Ozvb2dmJtGNzc3Nvb48GVyaTGQwGh8Px/PlzLOuYQNNhQ6UjZJeXlzscjq2tLZbeMUnK5/MNDQ3xeDyfz7NIvKWlBR8D1PGMQMrKylZXVzEazGQyjY2NsVjMbDaz4sput+P1b7VaVSoVK7VZfunz+aqqqpimK5XKYDBYXV3t8/lQbsAUOHHiBHZCCoXCZDIxCVtbW1MqlSdPnlxcXEQowlhCMgMzGAzb29smk0kQBJ/Pp1arsek6PDwkeWs0GnAhmFMwOXn9cJcMBAIwtCHQR6NR+nVYzSqVamNjAxIvgHZfX9/09HRDQ8PS0hIQGd1MJBJRqVROp/MnP/nJ2NiYTqfD+wk3A+H/+Xrx4sXZs2eZYgAZCYJw9+7dGzduEAc//vjj27dvC4KAxEv6h//XD/z88893d3c//PDDqakpPJz//u//XvqvWA/W1NSwQ+3169d0q4IgHB4ePnjw4Itf/OLi4iKMX51O98knn7hcrsnJyS984Qv/7zVj+XR4ePizn/3s2bNn4PaFf+ohQGLg79FjMAASBAEVUyAQoOlkXZRcVFzwD8lADI95lUg/kvjtTQT4zbkmGCn/nLZD+lc0IgR0fM/hIpEgCcrM52h6JKEUfSd4IB2SIAiS/FGr1TKrQ/uYFwUh0FLoNeUioVcClgvioitpuklaBQoWxDEwkLJktgBoRJMHVoduEG8g/iGtCNGACwZpDIfDRdH0AJse/DHgTAGxMqSU8is2KYIgUILAfITZC1ecoMRn56YxD8acS1JnFsW1JMxBBNHviWuAbA8OL/kwZ8VF2YLYkUt3kihEnQ2iwO1FrVRRURGLxciOYBWg6JWVlXh+sYOF3xiLxVSiMS+niHhLzcHFYzwgx/mMyRYuP7AK0UWsrKxIp5Bnb7PZ3n77bcy1BVF/nUgk8ACTi0tHMXPn/adkHhoaQmcpl8tJmSSSUCi0tLSUSqXsdnt1dbXD4YAilM/nf/nLX969e/fly5cnTpwwm81ra2sfffTR8+fPabe7urp4ZkzCDAYDeO/Y2NjQ0FBzc/Pt27dnZ2f7+/s7OzsbGhpsNtvXv/7169evwyFuaWmh9wKa4L43NjbabDbuaVdXl8vlGhoaevr0KeKKrq4ui8WyurpaV1cXj8cPDg5cLte9e/f0ev3t27crKiqam5thgrAE+MKFCwCzExMTW1tblZWV29vbg4ODMzMzjG0ePHhwdHREKYQtbXNz87lz51ZXV5mBAwDyCrGRKh6P09xnMpmJiYmdnR1gBGBJaY1GdXW1wWBIpVLsFsXlgF3TlNKA8Kurq0qlcm9vLxqNUlPv7Ozgeg80YbVa7XZ7X18fR7ampga9CkAHr1Nvb29FRUVPTw8rOdmGDZ3v+PgYOh8+5rgBLy8vm0ym27dvRyIRDmWxWHS5XChP4HzjzTs+Pu7xeJjYQWhi50l5efmzZ8/gPbGTiEpTYi2yAozGmqINXQrm7wiueUvp7Ond0V8Fg0EYSezGAh3K5/MWi8VgMMBfl4y0bDZbV1fX/v4+lhTUmgBlaEJ4t589e+ZwOOghHj58SIaje5O+Hj16BGbFllbaREEQbt26xejho48+cjqd8GmllPnZZ5/lcjlWvguC8OGHHwqCcPXq1fb2dqVS+e677/6n//SfvvrVr0q/5Sc/+YmEaj5+/HhzcxPkg/9aVlb2xS9+8eHDh+QtLOzffvttvV5PypR+0djY2Nzc3OLiYk1NzcWLF69fv37u3DlpcCghjVIvqBCV6TQuwLO5XI6leFQJ7GOXiH5EZ/5JKpU6ODhIi4sVSZOkTNqIorhRpPDGQmb+knwpCILE2qU3JTSXl5cDdfCdzCY4WvxYacMiU9t8Po/8nwhOMyqtuCI1wtPRiGbraXHHi6Q5KbzhlyQN7d6sM2i/SMMS356Qy6eGyyPdUrlcHgqFAFETiUQ2m+WQk0LgYObERVfkTrzA4F7wbXhKU5dLWC5zQVKgBL/xvzR/wL/0jlyzWq2mgwfE3t/f5zNizq5QKCDKkpiZIPJkmRbTi0v4NkUD4AE/FpiaqSJJh2fHf5VuVzabPTg4AGAH1SCFSdWDXC5HAMPwUqFQUFJnMhk6ExZLMHPEloH2WvY7v/M7eE7yzigUioaGhuXlZQj6NN10tXC7sQhvb28PhUKFQiEajbJIcmhoaHJysqyszOl0ms3mSCSCEfP+/n5/f//Gxsbu7m5bWxujbJPJtLa2JpPJdnd38UPgM584cYLj8ujRI4VCcfHiRbvdfufOnffee29sbCwWiyEGZxExHTCmbjjqTUxMDA8PSzzj+vp6q9WKKuDq1ater3dxcXF4eHh0dHR2drajo4OuBTPPnZ2dzc3NixcvzszMQNYlMSiVykePHg0ODkJtxQRgenpapVJdv34d4bxCoVhcXNzc3MxkMsPDw7Ozs62trePj49FotK+vz+/3a7Vau92+s7OTSqUYyYRCoWKx2NHRsbm52dDQUF5e7vP5UqlUe3v79vY2opq9vb1z584lEolgMOhwOB4+fEgvTts9Ozubz+ebmpqKxWJDQ8Pjx4+7u7srKyuZ/8VisdHRUZfL5ff7Ozs7nz9/Tjvl8Xg6OzsXFhbS6fTAwEAkEuHRV1dXYwQzOztbLBYZCh4cHPCmxWKxoaGhYDBI+QbSbjKZfD4fWBkGTHAxKioqePr4OkrkkePjY2i0W1tb7e3tGxsbLpdrbW0NMbVMJhsZGens7FxeXj5x4oTH49HpdDs7O62trbC4NRrNyMiI0Wisq6uD1nR8fBwOh41GI34XzLYjkYjZbN7e3kbRTNUci8X4FVardWFhAX0YxIGamppisbi+vs6dzOfzBwcHkUgEJm1VVRXG/bx72NOXlpY6HI5oNKrValkmCmxbV1cXi8XgOjEVJlQ1NDScPHnyy1/+8sTERFdXF7vwVldXy8rKPB6P3W5vamqanp7OZDIDAwOJRGJra+v999/3er1LS0tXr179yU9+UigUzp49C7Xq9evXPp/v9u3br1+/hvwMRZBbzbt84sSJv/zLv2SBPK5S7777biqVGh4ePjg4qKysXFhYgMpUV1eHt/PKygrccqhbRqPxzJkza2trfr//29/+tiAI7KiHtiOp8X72s599+ctflslkiUTiP//n//zjH/+Y/pVeShBFmZJukl4TvZZCocAO5uDggEkwcZBqjNSCCApQhPVhzOokRomk8QA6o3ek4SAy8m0gcgyuyKlQRYrFInUzHqI8aAZakL9YvUcUhhDLLwUwFARBMrKBbkNK1mq1oPQkMKahUmureGMBC/9LepCAX24aN5lQLpPJMDQnW8OjAadB2gFXSCnuDeURYDfNaIYYi5kcK3i5IdTQvMVUJAh+SGz8OqWoCIpGo3q9nnzGcwwGgzxrlah2FQQBiILSgYExHaRWq93f35emlSQ/CEeA5MViEehIEIFZyXQpLy5Qg5MF9YSWFwxcp9PxNzy7o6MjiFqVlZUYEkFClslkbOMIh8NMXiXmFJJcaQbED0yn08hbaazBomV/+Zd/GQ6HFxYWzGZzT08PKx1kMtna2ppGo7l06RKe5iSqvr4+2Iz0NCUlJUhTysrK1tbWqN3Qhp8/fx7bcQp2XtQTJ054vV4c2j744IMLFy4QWVgWbzAY+vv7cenkpDocjrt379J9hsPhyspK/GnpUVCOr6ysGI1Gu90eCoWcTuerV69cLldjY6NCofD7/U1NTW63+7d+67ekob0gCCMjI1ar9dmzZ1VVVaOjo8PDwz6fb3Fxsb6+Ph6PW63WVCpltVpBtFHFYChFTaRQKPR6PSGYowB4EolEgsEgufzMmTPsaLRYLDjjMACz2+3l5eUbGxtGo3Fra6urq2t5ebmxsZGGpqamxu/3b29vy0Rr+KqqqsuXL+/v74+NjVFzkIADgYDNZiMlLC4uFotFINxkMtnb27uwsICDrl6vx5jX4/HA8zo6OkIfIjXE8XgcXL2joyOXy01PTwPtlpWVJZNJci30XaVSiTiEOzA/P2+1WhsbG3GPAgAg4LJanJ1f2OKDpSsUCoPBMD4+zjTLbrdHo1Gn0zk1NTU8POx2uw8PD1lM5vV6eQS8NoIgkCHQC7GliwmNwWDAFiuXyxmNRq/Xyy1irTHgfyqVamlpWV9fBw3mPY9EIvCeWF2ERVlTUxOL5iUGo8lkgoeMYLGsrIwOjFvNenBpygIVC24Lv6K6uvrkyZMGg+Hg4MDj8Xg8nsHBwX/9r//1ysrKP/zDPyBoQcqFBPl3f/d3HQ7HzMwMm9rGxsbgGXR3d2NzAQWMjp/GlPlcaWnpiRMnGhsbw+FwR0eHw+FIpVJ9fX0/+9nPvv3tbz958mR4eLi0tBSK1sjIyJkzZ3gdZmZm5ufnm5ubHz165HQ6o9EoRhYzMzM1NTXMCMrLy1nzp1AoQDvUanVTU9OtW7f+9m//lpXvMzMzErhKjKM5I0oydaNfQXllt9sxSQDtwMKGXgf4hJauoqIC5JC1kewVh/dQLBZ5cSSuEAo3Gg6+jYBI1Cax8WSpulTiwmEkiaQf0EXSDLwSbC9JtFqtFoICqUUQBLBKehfiLMmP9kgyZCCn8n+ltvJNDjBZPyduCwHQZgjN7JALQ/VIR8skTzJchfdOlRmNRmm++ez8gfCFMIZML+VvkF4+L2kJ0TYhDgYNA2a0jORIGspkMqlUKmlJ6R3ZDQDjgcaRhpgaIpFIFEUzRahDdHgKhQIwmeEiGVEQl0vzjtMBF0RfCBKzXDQrkKbgnDq4wel0miYbZ9ZwOEzvwTGT6JAAeGVlZTnRmJdpulS3+Xw+lrfI/vEf/zGfz4+Pj7e2tj579mxwcBDglAGby+UiQVoslpqamvX19aOjo2AwKJPJrl69WigUKPDRyfn9/o6ODhoUUjqpZWZmhlkx25WZfPC8uSOfffYZ79iNGzdGRkagO167du3ly5fFYnF4eHhsbOxrX/va48eP4eM8ffq0tLTUbDZTF2u1WjiH6XRaWjFD4AZfGhsb+7Vf+zUpaz59+rS2tnZqagqoFh9UCKUTExNQc5lyZ7PZ7e3tEydO+P3+jY0NuCTpdPrMmTOpVGp+fn5gYODVq1fDw8MLCwvl5eVNTU2UMMiVFhYW6uvrIUoQhqxWK4M04q+0RHpsbOzs2bNsNkZxSEyfmJiorKyUXuDW1tatrS2bzYa5BjP2xsZGg8GA18H09LTdbgf+BXXB5WBzc5P1Xgg6KysraaHW1taamppAJ2QyGTsmeW0qKysTiURLSwvm9UAoCwsLRqORTVjb29tsgkwkEjgJy2SypaUlHP7gPe7v77/11lszMzM+n+/06dPl5eWLi4u1tbWArouLixjv4XoYiUSamprgu7KxBGIzOmjaFAxuQqEQ0SEej5M1saGnjqFJNRqNIMkajaasrIwTXywWyfo4OoVCIZPJRPYlgrAvlyqexdSRSKStrS2RSESj0cbGxs3NTaRyxEqTySSTyUKhEDpaQoBECMqK23XoBWGxuVyuP/mTP/n+97//0UcfMYF2uVygF1ar1eVymc1mqGdss7l06RIOz2CY1Drz8/OYGEAmh8FRX1+P+wG5c3R09Fvf+pbwT7/u3LkzNDREicOWhampKRA5v9/vdrvdbrdSqRwfH6+qqlpcXATmIuiDNJJXaC9KS0s5q5FIhP8KBKd4Y10XMbEgak5KS0tbWloYnlGJMongxwribA8QiB8iCAKTJ5ifxEfJAY4aCAgRtBbAUPq3jC0BD2Go4W4DckN4raiooM/IiWZ1bJLQiB5yarUaQQJYn5StCfQSEVfqorg8zklR9CR6k+FSeMNXr/DGak9yGI0XxZzElYXDQecKGYo6HgFMOByGssT9xHyGQSNJlM8FK0cCsUn2vEdcM90wfRVJlDtME8YQARCFV55pNIkA5EAa2SrFLdxcVVEUAkFr4ldwcwD2FAoFY0ipJMqLMiGQW+GfSnSkYXlBtGsnkpM+SZkcOTI3TwrmAVUUR0gSuXJzIFXRpjOCRSmOf4jBYJDfuXNnf3+fPb1dXV0Q+hUKBWL8lZUVQKTy8vLnz59vbGwUCgWcmvf29qhJaXEEQXC5XKurq0tLSzabTS6XWyyWkpISOEStra2wJ4hKyF0mJydZJc1Eur29PZ/PDwwMHB4ecqQaGxu5Oz09Pf/wD//gcrmGh4efPHmCUzYODrFYzGKxjIyMvH79uqampqSkZH9/X6FQoHScmZn5m7/5G1LmixcvCBwXLlyYnZ11uVyVlZXhcLirq4u6hi5ZpVIBmuHngGmq0+kEsfF6vZgDwN9Rq9UGg+Gzzz5raWk5PDx88eLF6OjowcHB7u4ufiv7+/s1NTXMnNnO0dnZOTw87HQ6iQKLi4tlZWUQkbq6uugjV1ZWWOdy/vx58HSM0WOxGBLS6urq+vp6l8sll8ttNptGo2ltbX39+rXD4bDZbGyC7OnpOT4+hoBTW1urVCodDgdwBwrazc1NnHSQxjqdTlZqIH7FR4odasAmKysrDINPnjzpdrsrKiqWlpaqq6upUdRq9c7ODvbiFJjxePzMmTP7+/tGo7G8vNztdudyOSQcr1+/tlgsra2t09PTYF8Gg6Gqqurw8HBvb49V1TAI1tfXI5GI2+2WmCBra2sGg0GpVLIFJZfL4doqkRGouIPBIGOM7e3tpaUlvV4PeZWJyMrKyurqKoItcgD2/djgWa3WYrHY1NSkUqkYZKLVCQaDSE5BqlmZUlZWVlZWFgqFYrEYXS/cRbVajbKTZjQWizmdTiTIgiC43e76+vrS0tKrV68eHh6azeZbt27F43He/5WVlU8++QS5FwVTc3OzTqdbW1vr7u4OBAIIRdAx19TUOBwOFMDT09NTU1O8cd/61reYjAqCcP/+ff6s0WiWl5chFvKfBgYG5ufnIYbAaZienuaCCdCQsMrLy+HvSGxVvIK3trY4HjAh6PmYMElNMFU/FOWWlhbUEYVCYWdnBxo8aZsPS3BEhULSBZ8HA5QmphQW/CviNdlUAjbpVDgDcCklJQZxXLKFo5ssFAoHBweI2aXel1eYYaeEPEvkIKBgnU7HZxRE0UhOtKdRqVSgphlxt7NM5NBKdQx/Q1MugbQkbH4vaCH/l6SFnU00GgUWgtYLsCTNC/ngXDOJhPtpNpuh3eJ4pRJ3mITDYTIfLp4kKvZF0lyipgVi5cfS3cpF8yZQVlKR5OXEMyIF0mUJouwSEwZqHRotqgGKEjIZw29aVYon6Q7T6QKVc58ZqDF/4XsEccApydaRvpSWlhJDeE8lJAAOfyqVCofDCNATiUQgEMhms5idaTSaeDwu++53vwtS3NHRgeeqXq93u934221tbclkMibGNTU13d3djx8/ZlKCK7RarbZYLKgYUV/k8/lAIFBfX7++vo5KDO+CCxcuBINBAqvBYPD7/bzGuGxvbm5evXqVe7G1tZXP5xsbG5uammZnZ3Hdwxc0l8tdvHhxY2MDxWcoFCLQb2xstLS0LC4uVldX9/T0TExMsCLj6dOnHR0dg4ODMIbm5+crKipQLpaUlHz88cdA8Gaz+fnz52fPnl1YWED5tLe3R/LQarVoT9fX19966y2fz0cxPjg4+OTJk1wu94UvfCGRSNAUAh4iJ2WVhNfrBWxUKBSBQCCZTCKhsdvtBwcHQJ3JZBJ0VxCE06dPYwcP/BIOhwOBALPbQCBw8uTJly9ftrS0DA0Nffzxx4ODg6lUikJncHBwenoahYlaXMsQjUZZE83AvL29HZ4RhGFW51CD462DSJ/ukwNXUVExPT1dW1u7u7vrdDo5D0isCChAuJCkGIWyB62iooK2Ox6P9/X1cb4dDsfS0tLh4eGZM2eWlpZQ7CiVSo/HYzQa2eGg1WpHR0ePj49bWlqAdnd2dkD7tVptdXU1k3+2gxEIEF2xLKyxsZG1aKQu6uiKigp2p9tstp2dHZb2BAIB1rviTgBYDc2HAqW5uZkhKH4imDdh8EsFzVCnqanJ4/FwPgEAMpnM4eEhfoQnT57EG+To6Mjn8zmdzosXL1ZUVLx+/XphYaGjo8Pv96dSqZ6eHlrVM2fOwPTe3NwkRmcyGYvFghaINI/CFeCRicbm5iYmAEdHR3a7HX6WIAj//J//8z/90z+trKx855139vb2Xr161d7efufOHZfLRQ7W6/VVVVUmk2l8fJz98P39/ffv36+qqlpZWQGXY9UGgCRMdeIjT4TvYQBWKBSYghfFfZbV1dUK0f+aYNrb20sw2draKhaLtCY4nxRFkQPNHw1TIpEAPH/TclZqNVBNCIIAUYUmCVKPUvQrIF2x4Yf+T/KgAQem8+Zz0cBls1m9Xs87SzIm1kmxnhQL+Kl6Y0kZ/1ziItHL8l+ZIypE5ahSVLUKokedxGZiMMlok1sNFMykTMKBMdiqrKyU5u6kQJIoNhSS84CklZLYMby/9JokP/4ME6ooruiiIKA+AHgHRCXfp1IpBDkq0UgP6Q4dHsM7Ch3uKmmPd0ohrhgDEAYnAAZQKpWSZDYnegKDqPNAmWvSXJHqUKJLJTv8ZzI39y2RSOj1eviV6DX1ej22Bnxembjyj6uigRZEpyGmb7zgsj/8wz/s6+t7/PhxSUnJyZMncSHApuDVq1dXr14Nh8MbGxvJZLKhoYHhKrMlOrbKysrd3d10Oo3PmV6vLxaLBoNhZmamoaEBSza1Wj0+Ps50kwwEIwYyCFaoZrN5bm7ObDaz2Eij0XR0dCwsLODZvb29/f7773/44YcnTpxIpVKhUGhxcVGhUBweHr711lu8JHK5vKqq6pNPPtHr9R0dHZFIZHNzc39/v7a29vTp006nc2hoiEN2eHj46aefarXaS5cuffjhh8jS2RgFgwDUC85kTU0N0VAQhOHh4ZWVFQCTnp6eQqEwPj4Or50FpblcLh6PazSaQCAAZnLx4sXJycmmpqaDgwM4NQsLC7A0qbOYt7W0tMAh4lXJ5/Orq6vhcPjy5cuCIIyOjnIT2traADSSyWR9fT11umS+urq66nK56Pn6+vrYWALrpKqqCqlvsVh89eoVfzAYDMCVeNgCo01OTnZ0dDC4ghSGdSLQRywW6+zsVCqV6XR6eXl5eHi4pKSEB0cC293dJZdHo9GBgQGIHrDM2tvbKeuOjo48Hk8mk2lqavrkk08sFksikaCD1Gg0GA3S6KApMpvNOzs7uVyORpz0xlSmoqJia2sLRk80GrXZbEQxSsVwOFxRUcFjDYVCFotF/oYzSCgUqq2tBYcRBMFoNPp8PqIS61PwcFhZWcE2KxQK6XQ6yZGupKRkd3c3k8k0NDQcHx8fHh6ur6/jHkJpz966gYEBRtqQq+vr6//u7/7u1atX//E//sfOzk6ZTNbW1qZSqZDQnD592u/3OxyOV69eVVZW6nS6YDAImQuGAYccfm84HEZ+h1GUy+Vi8KlWq61W69zcXFVVFcYulZWV8LeZ6zBtEgRhe3v75s2bLEgyGAzZbHZ8fHxra8tgMHCHkUJBHgEvJaoy++FlATyEcin1NwqFQjKoo2ElvOr1etYAkCOVSqXX65UYoVJkxCyb3EZw5HflRUEnuhHyAZwRyRwclAISTU5ceQ0tiOBLx0kDDQiJrIKmkOylEuX2EC8A7QXR25bQLNnm0c1wn1UqFbqjnOilJyGZJCHaTeoh5RvGquRRCdOWiwtMaLLf5IcDHvJGs+AvEokUCgVocSQelbjjkxKZbM20D34fUsBgMAixiI6NTIaak5Ew9QGcEhxZ8QHAkCiZTEIvkslkLK4vFAp4QdCAkpwkewegAkmdgvETz6hQKHB5fGoeN60eSZeCiTdXEOnHEsxAtpaJLGWJYQtlj8KlpKQEqjb/iQmLXNR3ShdPfs2KG1KVSiWwBOk8mUwaDAY5AGB/f39ZWRmWHxMTEw6HIxAIuFyu58+fI6RzOp2MKvFN7e7uzufz3d3dnLCamho6P1Yz6nQ6p9Nps9n29vZYFohbbqFQWF1dPT4+xiRsaWkpGAz29PRotVq3282DGRwcLCsrs9vtRqNRrVaHw2Gfz9fc3FxVVXX69GnEVeR/rVaLK4JWq5XGv319fUR/DFdbWlqqq6vHx8fX19f/5E/+ZG9v7+HDhxi3ptPpkZGRpqamy5cvM+pDNd/V1dXX13fr1q1UKnV4eLi6uso4gfCqVCrRGrLMsr29vbKykqQIU4DBIchJY2Mjg67JyUkIWvv7+2VlZd3d3S0tLS6XC6F9SUmJx+NBmJHP5/1+/9OnT10ul3TlDQ0NpHZaFkIt6XBlZaW7u1v6+NPT01SakLBmZmaIQTs7Ox6PJxAIjI2NESXj8Tjeb9DJgsEg03iFQuHz+ba3t1dWVvr7+8vLy2tra3O5HOeyqakJftrGxkaxWJybm/P5fARumUwWCASam5vBTsk3qB47OjpsNtuTJ08+/fTT4+NjaKhVVVXLy8tqtZo5t8vlglHJ1UL4kmYbAFarq6tkr2KxCJePJdv7+/tM30HaUVKzdR3I9OjoyGg0Hh8fRyIRvqesrKypqYnXz2AwMPPgzkCXpypfWFgAM1hfXzebzQcHB729vfCwwABQgOCdJElx5KLpGm0ii+GwN/rCF77w+eef4xxLzzo2Nga5uqqqanZ2NhwO+/3+X//1X29sbKyoqLh48eLa2tqtW7eCwaDL5aKBGBkZwQCS+l0mkw0MDGDqRA7G8AiQvLa2dn9/nwEbDiEWi+Xw8DAUCkHZJRmMjY15vV6gcrZysoQV0UIwGKQDkJBDoFdS6ZuJIZ1OO51OltUbjUaGYRQZTNoCgQDyDE4d5BRAOZoAhls0E7S2Eg3izQaRm8zHhCJ0eHgIVZWagHLNZDKhO5RAUZIoR5SMK7H84CsVi0UaelpJyKVI4IviUqpisSitZJGJIhneX2lCKYHzlPWCaPhARlGIvn0SSCuxjmWiFkUp2jhIE1DGmVQh5ACunAE5t516hQaXPp6ZMWUHZwZvbbA00jD3hEQrE7VJMpkMZFImk7G8VoJbUcJQuJNH+dX0eeRXEh6yOgodnHuppQD2CVAAs7TR+XyeWZtEJAZUSIn+wIU37BI5BsAefHCpjIM7yYMgTzFEz2Qy0Wg0EomQmMm+oGvcMT4CHSBtNORebCOVSqXS6XSurKzgAAcTlZUg1H0DAwPEjlgsNjw8DJcBR029Xs9SxpaWFo/HAwHP5/OBRprN5vv378OGlcvlDQ0NEEd5tcBekskk7DVUm3hPTExMYEmztLRkNptPnjxpMpmqq6v/5m/+BkiqvLycTqW/v9/tdu/u7hJ8NRqN3++vq6uzWCxarbalpcXtdnd2dn700Ue1tbUPHjyoqam5c+dOa2sr4NKXv/zl1dXVdDrd3t5uMBg+/fRTerhIJHJwcLCxsQH1oLu7Wy6XNzU1RaNRvGe7u7sRNmxubo6Pj9NJnz9/Ho9ciGQymayyshIviebmZnLquXPniL8mkwn1YTweb2tr297eptTgzlRXVzc0NDx8+PD69euhUMjr9TY3N8tkMtbRIRiw2WyFQmFmZubEiRPMmNlQzdBLo9HU1taGQqGurq7d3d21tbWqqirm2HjuyEVFP1BkMpm0WCz0BBUVFdL6CPZtURKxx7GiooL9IS6Xa25ujne4q6srn89DEdLr9XRatbW19DRyufwXv/iFXC6/cOECFgcUgBStoVCoublZoVBgwUrbSsNHlCFqEy+4TnA2ptocJ7pJmkgULxIbxel0wv6VwrpOpwMO2t7ezufzbW1ty8vLFoslEokwUmJvQz6fJ9zncrm5uTm6fKBp1gTJ5XL0KhsbG5xe0hINB1fe0NAwOTkpiAZ47B7JZrNra2u0yPl8/sKFC1hZzc/Pf+9738NMSiaTnThx4vHjx1NTU3V1dYgBsO1VKBRwC+LxOF6DiD3I5YxeqPGbm5uxesbB6vLly+Pj4ygW4IixS0CpVD558gQLRrDora0t0lixWKyqqpIQae4wsCFHmvdO4n0cHBw4HA78JehF0ErqdDos+2FE7+7uQkoHVGcgDe8GjRDIHuGP5oM4KKk8wYr54TS4oCOHh4eEUcjSMtEKHE4mp7FYLGIfnclkSMaSrB4GL6oMwithkEkeYgza2UKhQHlEYqBnhWzCQBTeDT+cN4JUKqVeSW0iEZcUotM9eZ3Py02TciqNvl6v5+J54rShRqORgpJGDZyco2g0GuEKCaKiA20VOWBvbw8UnZsmiNtvysRd1qBfOH/hl1kUd5IASOAWpFarQQgorCVuLYeQ15mRML8OrBg2A/NCEiqDBqVSeSyuWqMTpVygnAVy4BFLGiSAaC6bk0PlBIWKeotpJWBAVvTMgzHLW8yvoznBOQGOvdFo5DqLxaJ8bW0Nl3aHw4H6Ym5uDgmjQqEYGxubmJjo6+s7e/bs2toaVgYtLS0VFRW1tbXV1dVdXV1sX0Ifcv78+Xw+v76+Pjk5CTP45MmTWq22vb39xo0bOp3OZrOBLfDBGhoaWLdWXV1dXV2t1+ux9xwdHa2rq7PZbMlkcnNzk7vzne9859KlS8yKsNqqrKx0OBwtLS3QKcEiiKcGg+H06dNPnz7N5/MsyigvLw8EAq9fvwYt/PGPf7yxsbG9ve33+9fX1+Gqvf3227W1tf39/clksqenx2Qy1dTUHB8fU1PDmEArgoykvb0dR6RAIMBEsyguVUey0tHRkU6nITuAwuFbq9fr7XZ7S0sLK2IikcjOzg4cS4gY169ff/z4MVD2w4cP9/b2HA7H3t5eS0uL1WqlA4ZFDFthbm4OfG91ddXr9cZisaWlJVaIlJaWIqdZWFiQ3gS2nDqdTofDYbFYoEbjCEPTSZxCZ0k1RyihyN3b2xseHualZQMXs5ZwOLy2tra4uDg9PU0mTiaTQ0NDFHRra2sUTNvb21NTUyMjI4hJXr16tbKyUlFRAXZEMD0+Pl5cXMRMgGhSVla2tbXl9/t9Ph+7BPhP4OcwCQuFAs1BaWkpAiGt6D2EryZzGsIcVi/wKVha0NbWZrFYqEAJB36/nzkNbAicKGj96V0YDvH9jFrpACoqKjo6OuAd+P1+mUyGhOnrX/86XRfz6cnJyfn5eWg+q6urFy9e7O3t3d7exkDx9OnTra2t3d3d/MBCoRAMBs+fP0/RqVarnU5nT08PZTiLc9lf3dzcTJJLp9N2u91isRwcHPT394Nz4CPIixCNRuFz8WhA/4iJdJP7+/vJZJIXltoOPie5hNyG4FIul7/zzjsscgkEAhJo6fV6kRXq9XpUsBR/yWSSO8YPLxQKOHiQ+IuiOQtDTYmEwoRPgkbp5Oh30dcWRKsE8hbpkO0fQBF6vT4YDCYSCUa2rH6jweW0cP5pofBak2ovaQiXES3ZYGNCsEIyx14HCZ6FqyLlfv6eFiovCjQFkUkrzUQJ2aQEBBWFQgG6APmDN+7g4CAcDmPrptPpgFuh3mADBBgASSKbzVosFqxC0E+rVCraUEQjcvErl8uxtJlOFLCdWocuHGs9alxQzXQ6zRvxf6wARNqOxNyhbQXfrq6uZtYgCEJNTY1CoYCxRfd5dHQkedBjkAJ4rtfrKeuhvAKq87AYRnAkaKmRJmKLSLKgAcXnRMrHTIUZbyN1A3KQ3KqBHID98/n84eGh7F/8i38Ri8XKy8thmjB4WF9f7+rqymQyYDsSFt/U1ARVp1gshsNhm83GRCqXy7lcLrhnaGv6+/sRax4eHqJKPHv27NTUFL+4p6fH5/PFYrFz5849e/YM0YxKpXI4HKgdNBoNtBG1Wn3ixImVlZULFy5gqJhIJP7+7//+xo0bxWIxEAi0trb+9Kc/xfaFYdXQ0BBMk3Pnzs3NzXHW3W43EHFpaemNGzdcLlc0GmUzIjutNjc3vV7vvXv31Gp1e3t7U1PTr371K6l7o1g7Ojqqr69HRZBIJMbHxxsbG7Va7eTkJFTbpaWlzs5OUkt1dfWDBw8gJanV6sXFRYfDQVt54sSJly9fUk9dv379xYsXKP1ZJs7czmKxxGIxNpgqlUqXy7W8vLy+vn7t2rVisbi8vKxUKi0WC3st+vv7Mc7m9WtpaYnFYhI1RqVS7ezspNNpWEWNjY0AFL29vWycBh2FeoPzKoM6NDAlJSU+n6+yshKjJdZEHx0d4TTkcrni8fj29nZDQwOzUiD9hYUFABOtVtvT04NDgkwms1qttbW1+OBgREe/OzMzYzKZGK5gDY/iUK1Wb2xsYLWPJwMhFboWqQsPPGBb1q3wSuOLdHh4eHR0hPd9JpOx2+1HR0cMXFlBCvOQSlGr1c7PzzMB5eTEYrGGhobXr183NDRgp4CsZX9/X6fTbWxsIL2QqCJkEavVeuLECeokIu/Kysrly5d//dd/PZ/P/+hHP4IIfebMmXA4HIlEuru7v/zlL4fD4f39fSzLT548ubGxodVqf/7zn2s0mvPnz//0pz8tLy8/e/bs559/TkP2zW9+8/Hjx6z9qamp+fDDD99+++3d3d3FxcWKioq9vT2fz0ekAJ+gxU8mk+iLOjo6WCmTyWTwDSaI8ILTa0peLRJVh4SkVquPj4/ZoQaMxkrO3/md3/nxj388MTEBlR2OUi6XY4E5LNyNjQ1avdLSUspEWgeGFOQtybFLqVQyrOX/MtyCwkaHSk0DpZE5hcFggG0OUB8KhUBTaSCUojaGOEvfxj+XGke4VPTHiUQCJhT3B56LBBeXlJSAqfBjCdlkjoK48UMm7jIriF6ARVF/IqXMrGg6Tz8EAYqmGUCYngyEhiMnk8mggPL0uZ/g86WlpSyVUqvVmB4TXshM3G0mEZTRJpMJd3KWXJFEmVDyX8nKfGoeEwQRmUzG7Em6SHhVer1eQqcR3SYSCZpUTAP4t1ByIBgD2HIM8Kln+AJKnBeN9HjFAO2Z6ytFRyGYxiAKKHeZxQCVE1jgcEmD1TdtmxB0wmOXGF6kDPY3kAj29vZkf/AHf3BwcGC1WltbWxk69vT0MA7BUgHqCmPL6urqpaUlq9WKEwo0POJFNBrt6upSqVRLS0v08k1NTXa7XaFQrK6u1tbWTk9Ps62CxoU8xOA6FAplxEVocCPxTcUPVqfT3b1794tf/OIvf/nLGzduzM3NQRT0+Xw9PT3JZBI3GSz60AAxh/P5fMVicWlpKZ1OS9dmtVp7enrom7HfnJmZiUQioVCora0tFovt7+8nEomurq67d++SKVGRnjp1CjDqxYsXly5devHiBSugJycn9/f3Ie4yBTEYDMlkkl58f38f4wLqPoPBYLValUrlixcvJKjh6OhoaGiIkqekpMTr9YJKqdXq9fV1IOKSkpKxsTHseFQqVVlZGRu4WJo9MTHB6mDMcfx+PyA+wCYamNraWmwyOEDSIpfl5eWGhgZCktvtBqu3WCxra2uwtJLJJAulIdcRs4xGI/UXhgNs9ZJMp3i4RXGzJsm7rKysvLzcaDTi0MSeExr31dVV2gJ24xgMBl51rbh8mM3hsVgMNpDZbEa3SkiiPY1EIrSMZWVlm5ubTU1NmUwGox/8mzY3NwF4CQeSKQwkERRWEjOTlwcGPxAfTKiFhYWamhpEq8FgEL4rxwZeJUqY1tZWMPPy8vKZmRmn07mxsfH++++3trZevXr1//v//j+tVgsScOXKlebm5u7u7vv379+4cePp06cXLlyAF93e3k6k+PnPf+71el0u18uXLzUaDagDO+Y+/vjjy5cvM7bZ3t7GPKiuru7+/ftdXV1+vz8ajaILisfjuCbZ7fb9/X2n08m0EutX6g884QjuvJKU2MBfWXEXMbKEtra2UCgEI+Pg4ODUqVP/7t/9ux/84Ad7e3sY3EMDEQSBggP0vrKykj2A3ChIqlDZaRkl6goI07G47hc8DUwVypVMXO0HuiORTol69OJ5ca0jVTUoFKE5Ly4oJDEbjUYaFBA53kGlqNSCQARYShYko8OvIYILog5SYjBJDCC6BUGk/tKTKd5YDUafRyKRSBsSD5ZWjJwK95CMqFAoUAZnMhk0xwAq9P0SLCwxg2QyGUGMp1lWVgZmTjaFwUQLzvAbFBTNz8HBAZiKRM7CIIJnVF5eTkIiPgCE7u3tUSWALuTz+crKSuQ0BoOBYog+DzoVnSVlMbQG3k1SJsQiXkZAcrI+FRJpnvKFooe8CzcQ4JdTwYufz+eZ+FIB0KnzsDCyZ081nppc5PHxMbddfv78+fPnz9fX18disdraWjLq4eHhvXv3VlZWXr58mUwmGxsbPR5PLBabn5/v7+8PBAKwtnw+XzAY3NjYqKysLBaLT548uX//PtNd7EtKS0uXl5d3dnbKysoo0KLR6Ozs7Pr6+osXL5jMSYJ6hUKBQLu/v1+r1b733nusyL5z5w5jv9u3bzOQ8Hq9kFRLS0sDgUBHR8f8/PzOzs6TJ082NjYmJiZYc8ZkBY7c2NgYreHCwsKrV69kMhkzUa/Xe3R0ZDab0UrCEz59+jRSmRMnTtTW1i4tLQmCsLOzE4/H2QOMlNBkMtEZl5aWjo+PkzLb29uZrWo0GhJha2ur0WhkVUg8Hl9ZWTk6Ojp79ixjie7u7p6eHgSUPp9PGj/s7e0dHx/DTbVYLOFwuKqqikoll8txBBsaGra3t8fHx7u7u3kb1Wr1/v4+4pbe3l69Xo+Krr6+Hik6TSeWgdSJlZWVbMDR6XR4wDY3N+dyueHhYYkWC7EFI1C/34/fxc7OTj6fp6dUq9WwOgOBAOYJvM+tra0crfr6+vb2dhze5XL5zMyMVqtdXFzE96CmpsZkMuVyucXFRYPBAOezvb3dZrMZDAan04kwF9o63jFKpZJDCKO1WCw6nU6gFblc3tHREQgEeJn5pPDISLq8mdShzGAk3n9NTU1dXZ3JZLLb7Xa7vbOz02q15vP5vb29xsZG+qpwOIznp9PpBMyMxWIUrVAkysvL6+rqGDVNTk6CSMdiMYPBcOvWrf/23/7b7u6uVqs9f/48Q0QI7uXl5Y8ePbpw4cL6+vrTp09bW1slQuaXvvQlVoSeP3+ec3XhwoWPP/54ZWXl0qVL6Ebu3bsHxw8c4sKFC69fv0ZqRSUBtw4Gh0ajmZ+fR1QHnZVRLrmTRoSJIJGX3CA1alqtlgJOq9Ui1BkYGGBv6O7uLqob+iSqZBIJc0EMquiKeD05oow5SVRMFhklINUg/NHogO5WVFRI9BnCrky0jsNVmD/TU9JtEJHgvjLHOTo6kiZYYK2QR8iaUuLne/gUlFNUD3BbAKtpHAEJqTkgyEiMGIn7I6VMZlhF8YspKbkT+FEQZRUA3alUyu/34wwAcC1NlJnP0YwCbCIxpASktqusrJSKj8rKSlAl6hgSISUL0Air5sFFaS5h9xREPwFq92w2CzyQzWZ5fFzJ8fHxwcEBECCvJ+0+389TqK6ulhxo8/k8YQrvQ5Bq+isw6kKhgLSBAwC8DJMLQgaYtkSkoq8FvUewQN8CFZYhulK0yJDYDBqNhnYZ5xOZaGXMcjROaTabVX7++edmszmbzTY0NKDX8Xg8TJhpzJlJ4I+KVbHFYgGZQQdTW1u7vLzc3Nw8ODiIyUtbW9vOzg7wdENDQ2Njo1wuN5vNk5OThULhrbfegvEci8VaWlr29/e3traGhobUavXDhw91Op3JZFIoFD/96U8dDsfU1FRjY6NKpfr000+xkwU9yOVyra2t2PLV1NQ8ffr09OnTHR0dy8vLmUymrq4Os4VsNvvq1avGxsbOzk65XI4TgtfrTSaTAwMDH3300dDQkEKhsFgsxWLx3r17LCCkIMAktrm5ORgMoo1FRbO/vz85OYk3AjAUEw4Urq9fv06lUqdPn2bjIwlDr9dDhspms4ODg7u7u+yR1mg0bBohPDmdTnBzbOHq6+uxcn3x4gWZYGJiorW1FXstGghGxYlEYmVlpaOjg0jNlWxubnZ1da2ursKmaWpqYicXPEaVSkU012q16+vraA+YfECuGx0d1Wq1bHnDVx2xaWNj48zMTFtbGwOz6urqWCzm9XqLxaLJZOrp6VlYWBgaGoKsq1QqPR4PRm6wN9mHMzc3x0tFVQuDt7q62mg0ut1uiHnl5eXMJtPpNJzPkpKS+vp6mUzGXhdB9Cb1+/3Nzc0MlWUy2draGtp/JqC8cjChAHDQsFutVmZFNN9S2qAkok1nSG+1Wre3t1EJw6OJRqOopAh8xERCQGVlJfcEGahMJotEIrASHA7H6OiohHt7PJ62travf/3rhFHOjCAIzc3NyFiBPfGSTaVSrOPu7OxkWvPbv/3bqVTqgw8+GBgYAEdix5lCofD7/dPT0+Xl5Wq1empqipxB20c4A5n0+XwHBwcQqaippRKe9ohiQprkSZZp9KM0CsFg8Ny5c1/96lePj4//+q//+vDwEAyAaK5UKllBg/UmNwRiF5BGOByGhacUt3rRLJIJaOBI2/S+LCkiQUJ1wc9F4n8qRWcDsgg5nlQEsgUwK4gWsnA7j8U1xXh1RSIRxopkNXJkNBqlzgBHobMkXsPZAcPkCkkwnMniG9uVhTdsDUC8yaZ8cNBCekdEJoxvgWGZKUq1S0rcRQpRhY6qqqoKYjmsN41G4/V6GR+STnBEosBiCBoMBjkhGnFHGMDpwcGB1L8iNaFdS4nbS0CPODZcKq1eLpdjuAZpA81PNBolcfJMaXMpMUmEhL6kuO8aChKTAkEQID1QuOdFVwRkUQqFQkqcAJ90nxL5lg+F5htqLhdPtcTsnFhKpw5WzAkHBIZazw9XKpXyq1evAnn7/X6w5o6OjlQqdfHixUgkcunSpa6uLkwi4N08fvyYDVZ1dXXsBuHZsNuPE7a2ttbX17e3t7e+vg7D5bPPPotEItQ+L168oIsym82vX782Go1VVVVut5sTAHeura2NW3zjxg2Hw1FeXt7Z2Xnz5k3g1tbW1mAwmE6ny8vL9Xr9xx9/DO/j008/rauro6xGSJROp61W6+HhIbWnRA+BzZhIJKjHt7a2RkdHSQ82m+3169df+cpXdDrd7/zO72xvb9+4cePmzZuMKuvr6/PiMtujoyO32w3JE+c5lnjDgmG4ZbPZoJwMDw/TJfBJa2trh4aG2tvbSf+9vb3o3KloGhsbzWbz7u4uVN7a2tqBgQGUcGtrawsLC7jYt7e3Syyvnp4epVKJYg/9jF6vHxkZkZhWgiDgpFpVVVVeXk7bhME9+08oVMlMknhmb28PARxjTkZHDocDwgtpY2trq76+HnI2VZvb7abkj8fjp06dYsEnPrqIH1jyhRhmfX0dbhTpCqCG7TGhUGh6etrtdrPYxOl0Ylmcy+X29/fBWBQKhd1uJ1+SMKqrqyHO6HS6hoYGgjuTMJa7gRcBXLMF3WazUTVGo9FAIACKe3BwEAgEoANAZOD+MN2k44lEIhh+oscABtTpdJTY2WwWryWlUmk2my9dutTQ0IBWp6+v7/r161//+tfHxsa2trbu3r0rCMLQ0JAgCGx2g3a4sLDQ2dmpUql+8zd/M5PJrK2tjY2N3b17VykuUDw4OMhms42NjQ6HA4epZDL5/PlzCo7d3V1mk36/H2QvkUgQbQ8PD9HhQJeFxCRxNwiL/EEpWsrBawPcpkdJp9Nms/k73/lORUUFBhpWqxUvHkZN/ECj0Ui/2NTURC1C4R8Oh8ltxFBgRjobQjMph7YVCBcRKtdAnIUExIdi1ggAS0ICPiX+5vP5/f19fibTdFwaUOPR9ORyuWg0ilRGwktpMcnrwKe4QyBVArBViOs8+b1QCOWilEIaZ8pETaGUkml6JKIQUZS+DTCcKhl5BlNDvG+YLAJXclVUkNKIN5VKBYNBUiZsJnQK0tWSOxk5a0XD2MrKSsBh2t9QKESqJq9wt0lj0FxloiM3Rwi3PG4geYjfTjaSVldKhK9isej1eguFAhdMM0cZCu0LCjf0Zo24sUsuOgLKRVsl+mZOjsTGohRALy7dW61WCwrCZ+Tmc2xkMtnh4aHBYACUhqpdXV0NfkABVywW5SMjIzAV9/b22ECyuLjIZiiYHevr68x74vH4gwcPKisrQ6FQZ2cnVWpfX9/k5KRGo7ly5Qo0RaC2hYUFwrrNZvN4PCysR69y9uzZ0tLSBw8exGKx9vb2zc1NzHRkMhl+HMFgkCICLgzu20dHR8+fP0cAMDEx8aUvfWl6etrhcLA+icPR2NiYy+X6+/sXFxcPDw8lvTmcWLZR4o2H7Qvbz+fn58Ph8NLS0uLiIkvtv/rVr6pUqubm5t3d3f/wH/5DLpczm83/7J/9M06YQqFAIFxVVXX16tW2tjaCApaz+Mvv7u5y01dWVnCFzWazzc3Np0+fZk/s4eHh8vIyPzCfzz969CgWi9lsNhazzM/Pw3aDZMR4FXiNTMCdr62tdblczPlevny5uroqsTYo4U+dOgV9d2dnh1E2B53ESdU2Nze3sLDAoq6mpiaEX8fHx/39/bFYbGtrS6vVdnZ2hkIhegUcejlhmOSxWLS6utpisWxtbVGgQHCFOsFhXV9fT6fTz549e/r0abFY3NjYyOVyTqfTbrfTrbJuibyu0+lqamrIppTAjDrsdntHRwf4CdMaohuTSDp+iKMskcb1lyvRarXb29sAd8j4sJbt6Ohwu92RSAQUl5FMMpkkVeN4wPjZYrEw2+B+Sq83ngDAlRUVFWzw3tzcDIVCsK+hDgiCsLq66vf7k8nkyZMnh4eHX79+ffLkSYfDcevWrc8++4ymk6mM0Wh8/PixzWYrKSmpra3ld33hC1/o6uoaHByUyWQ/+tGP1tbWzp8/PzY2lslkeB2cTueFCxd6e3uj0ajX6zWbzZlMBkJyJBIh5kpcDCp3oDmmWVI/JBf9a2BvqsSVR+h8DAZDR0cHFImvfvWr9fX1brf71atXhCGz2VwU106xAIdlALQpRDGoKywrtdvtsG3pIBUKhbRGGHSRP2s0Gp1OB07AE9dqtTAqqVoKoqqSLKtQKGhA4/E41w9ll0awpqbGbDbzknKWQC8VCgVQATghJHYsEXTiommUUfB+JXIQ1CHAjP+jTxCVnRKzDMSYpyzdakgrErRIhUeaIWdT0yBYBMCje6Ou5b4hvgIurqqqAhpViwaE7JIsFosMbumuYOggf9JqtcFg8OjoCKsvWj3Ybew9hSLEE8HnXSVuEacOA7ui149GowDmxWKRoYmEXdMUYgh1dHQkCAJMIqBXqhak4UBEuOoDAoFPcDNV4iJM7jC1HV8AIWTcbDbLpIaGmAaGTyeIXscIIIGLuWzmLxAq8Q8iiUJEEgRBqdFoWltbKysrNRoNIlaMBcLhsN1uf/Xq1bVr1xjYLC4uXr9+/fnz5+Fw+ODgYHh4GDeW/f19r9crk8kWFhb6+/s53ETV4+NjLrqsrOzGjRsQQDY3N9vb2ysqKiYmJmpra4lEfX19VI6XL19GOtnU1MQsZ3BwkNdmdXX1+fPne3t758+ff/r0qYQQLi0t9fb2Pnr0iFT30UcfqdXqYDDY29urUqmgt6RSqampqYGBgVwuR91dX1/Pq3L+/PkPP/zw9OnTtEpK0elqfX19cXHR6XRiuIUoPpvNovPb29sDhb548SLEWiQoh4eHCwsLZ8+eZYyEpQv7N9bW1ioqKljIxR5TGqClpaWKigog1nA4jNaFBujVq1f19fWCuEOutbU1n8/Pz8+rVCp2oeRyuVevXg0ODqrVaqhGh4eHrJ2iN4VVn0wm9/b2MD4Fpo7H45FI5OzZs7W1tVi+5XI5t9sNIspNg5PF0ptisWi323lGpJbV1VWQbavVKlmwptNpLHn39/eBE2h26b3AS/kJgNu0QZWVlVgMok+A7WY0GrG/hx/IO0CFzmzy8PAQqJkSmHejtLS0rq4OZQ6zYSiyOp3O7XZrNBo+LMaKuVxufn6+rq7OarUyfXC73YVCobGxET8w+E0ymYzI7vV6IfczboQgCgBOhMJ6d3l5mc5Ao9Hs7OxYrVadTgf4f3R0hJsdBwwpF5HU6XT+7Gc/+9KXvtTT03Pv3r2bN29eunRJGoNBVvqHf/iH3/u938vlch9//PGlS5eWl5dhyW5tbWGFodVqV1dXaYv9fj/agLKyMuobPAdoLI7F9c5MryVFBPEIwJBYCdxKh4SJB6m3srJycHDQarU+f/786dOnNKPk4JKSEmnlE9jvzs6ONGMjMfASgYKAWhElUXliPcHPBMzkVJBCaOkkWQVGwUdHR+B7NTU17JMnmsOBJJ9BeOGzw9AGpSdPwzwqLS0lo3DeiKQycS0JLhmSIx1NKnBoOBxmqsW8MyvuLJOJDkcycbOVBPBSdUnEQJmo4oebIwlSgY6z2Syy4KLoVxcMBnGxzufz8GB548BgmBkzYT0+Pt7f30eXnE6n+YFKpZJJP5+Um0AVAgVGIVrSAwxQ7qDhUavVmMHB+KuurkaLDCcW4BRDRAjqcrkcZhNFD7+I6o1uj4FCKpXihwM9Atox5+ZKJAUIBN2iuDmVGpqEyluZFxevwvQBigdOB+SA7scUn59Aj4EMpCDu+yS1F0R7B5lMphwaGkomkz6fz263B4PBmZkZHENaW1uRQ2CgA6jt8/muXLkCJzaRSFgsFsSdly5dikajKJbwI93b2ztz5gwQEMdxaWkpHA6T7d1ut8Ph6O3tLRaLrFtZWlrq6+traGiAAYS3GVXew4cPI5HI6dOne3t7dTrdr371q0wm43K5RkdHw+Ewi5ag2rKJCb8er9e7sLCg0+lisRhYis/no47AzRws6NNPP2X08ujRo56enqWlpZ6eHuKU0Wg8efLk8fFxQ0NDPp8HHyAV1dXV7e/v/9qv/Rq7UGpqaiYmJuB/UviMjY25XK6dnR2Sis1mU6vVPp+vqakJ3/aXL18WCgWWPFMe4owP0pvP5+vq6txu9+nTp1lXQt2n1WojkQg7JtFpZbNZNlD29/eHw+GVlZWc6Po/NDS0uLgI50IaoRO8nE5nIpFgMo3bHA1oOBwG/uJG5fN5ZLi8MyisAQba29sbGhogsi4tLbW0tNCX0Mdwlmip4eBsbGxgN8N8tKSkxOFwkCDRklKuwYZnWQE0WtyiU6kUS7mVSmV5eTmrTMlVMGMxQGeatb6+XlVVxeycqAE2wCxgY2PDZDKlUims5xlTof2Xy+VGoxE8dm5uDvzf7XaXl5fv7u7W1tY2NjamUql4PK7X6wuFwubmplwux9OKYgsf+aamJqjgkUgEaEitVrMw57PPPtPpdP39/blcTvJPhyCjVquHhoZoYiiW2YrqcrkePnyYy+UcDkexWIS1fvr06QcPHly7dg2yz/j4+IkTJ5RK5UcffWSxWF6/fs0c7vDwEOgMbFAQly4RoJlcgHrRR/Jfwb6gSgmiEJZyB9Eqke7dd9+9efPm69ev9/b25ufnq6urIa8hDwADICInxN3jOp1ue3tboVBAodSINkPEX8mfRXLjo+/BT0BSdPD3XDYAA4NMFtRUV1eT1yEcUE5Jr0+hUCB6MgKE5AK4AskFlg2dnMRNJdrCISedUzTwspN9AQOj0agkqyfCSgwgrv9N3mxeFGvSwqrFnZEgxvx2QjZTQ+o/ThophE4L1hghi36Ibo97RR0j4av0oHR7QJGpVIp2WUrMVAxI9ZD2M4kDg6WCp/QkfGGqIJPJLBYLVxuNRq1WK3NE7ifTRz4+uD1KORRxYJnpdJphZ0lJCdgpjSbDI6oNMjp1DKdaKVpWUVFxHmQi81mhUCA4Li0tRcZDcYMAnTEf2VH6vGrRg16hUKCT5i8x5KmqqpK/fPnS7XanUqnJyclwOOx0OpeWlrRabTgc/vTTT4GwcQxBNzk7OwsOwztZUlLicrn29/fn5ubOnz8/Pz8vCALLNFKpVCAQ0Gq1+Dwx+hocHOzo6GAaEQgEkL6hE5qfn29paREEwWw2u91uk8mEOe2lS5cY/4yOjt65c0er1cbj8YODg+7u7uPjY7fbTRc4PT3d1taGX8GzZ8+w/UNSRpHb29urVCr39vb6+/tfv35dKBRisdjly5epifr6+ubm5mw228OHDxkpMSF4+PAhNexnn332/vvvd3R0lJSU2O32t956C7Qd6/mqqqq5ubnGxsaamppLly45nc5kMkmttLu7CyzZ29sLhefhw4dMhWmM9vb2GC8RStLpdHt7O6TWQqFAT7a4uAhpa3Z29uDgYHJyEsTJbDYzkFhYWPB4PMVi0Wg01tTUEKeYLgAvWCwWo9HIctO5ubnt7e2enp5EIgHAQF7PZDKYyFMUY8Tq9XpfvHiBk5EgCEThlZUVKB65XK6pqYn6BjglnU4jrKTwl0pL8KuKiore3l7ElzKZrK6uDqZrJBKx2+01NTXNzc0kafTXYDIlJSXb29tklN3dXWI6HkOVlZU7OzuYOlHhms1mcB4MePkD75vP59Pr9RaLRboqqmk6SKAtAG2UuFQA9B/hcHh+fp7BDKQwOglCKulfoVCgGcVRHQuuXC73la98ZXBwkAWibW1tYM5Go/Hp06dAsgxWcRtYW1u7ffs2du0cxYsXL+JMGwgEXr58CZD+pS99CX44WXljYwOJS2lp6alTpwYHB0tKSmizCLXFYpE+SS5urUKqwR+YNSrEtSGEZmaNkCkikUhlZSUjIrVa3dTUdPPmTUwucTaGCcLuF+iabH1CGgF0gayeqEoYQTtLCufcFsQVlUzTOefHx8f488nEVWVMs2iqQCCOj48x2SeSUgjSw7GgBnk+RWQikQCgVojOpbA3iJiwtVUqVXV1NT+ZXiedTjNQp4agRSsrKyNpAaKSyOnViOAF0e8e0I7nBZwoE01TeUDcQ+o2gGUGumq1GicBbqBMJgNcBYYJBAJcp07cb2gymaDx8xyRDjKHjsVicDNR4NCTQXWk56aopaHkc2G9CWGKIRogLac9HA6nRDtZnk4+n8cqhG4V3Jh2DdUm3RTfjDUEbxNPU6vVEgbBdWHuSBisStzoQkLNicbC2BkSuzhaMnEjOml1f3+fIReOWhx7ToIgCFDGaPrZBkO/R43Ig6BrPzg4kP3hH/4h4jN8LPf391dWVhwOh06nW11dpawmgHJYaWYBWLA1oBtjCri4uAg2xWuztbUVi8VgbzY0NAQCATotyEcNDQ1Pnjypra0FrAcoQ/xXVlbm9XqPRd9OqEkYfKfT6Z6enq2tLaVSiSYBeyNmSGaz+cWLF9RuOp2ur6+vUCgEAgGoH3CFEKcXRVd7BEb7+/v9/f11dXWff/55R0eHRqP5zne+w/7FtbU1t9t9/vx58igLVWgNM5kM4X5ubo6s8OrVqxMnTsCAYDH1wMDA6Ojo4OAgGGYgELhw4YLH41laWsLDhcnHxMQEVUU0GsVfnwUjhULh8uXLjCWmpqaqq6u7u7snJyf7+vpev37d39+PIRYsm7y4u6Cvrw+DZlQ3MplsZ2eH24UTByQX+LroI/EoX1hYoPJi0VggEFCLlusNDQ2RSIRllmzMBt+joqyrq0N7x0QEY9jBwcFIJILYJpvNIqI1m83UTJWVlVgDIizJZrOsk2NAi36G0e/m5qZGtCjTarX4uZOqQY2g1MLGhGKNdTsRCi2E3++vra1FMuR2u+lxgb/wakeDIYjcSJvN5na7nU4nzkf8oqOjI34INu7gioS/qqqqtrY2CEetra3pdHpkZKS+vt7r9f77f//vb9y4wf7n3/zN35Rw13v37tXU1PBagtZOTU15vV7J/UoQBK/Xa7fb//iP//itt97K5XKPHz8+ceIELhBPnz49f/78j3/846GhIYATYGHOP06BGxsbiUSCpQhsSsEdQmJCEmugFBJ0oIQAQmLygP8fZhGFQqG6uvp//I//oVAofvWrXz148KBQKBiNRvbY7+7uOhwOuBU0FswawR4YGTIMk8aoNEwS84hKHWwN/SvSBRpluFcETb6NZhEciGSjFncrknhouYArMZ1IiY7BoK+AyRCV6W+Is2Q+8or0zWRurodvIHDTqcPRzYl7NN8k6PJtNGrkUZohUgsHm1DAehZ6bpVKFQqFGIrDGE+Le0x50WA4QutlYRyDG/Q8SHfgn2ezWVjHgAGQYihuqFxh/0KMkIv72mhzaQG5YNhJgCV7e3tAJkymGROi9ECOSbSnitVoNNRekkBTEE0eqFwBBngE4EbSNdCYghnIRdsN+GJMWCUwmVpWOlS09dI4WSaT8f6CcyiVSp4vgArtHOMAbj5lpURTgnct+5M/+ROcoFtbW1+9egWzBgZjR0cH5UYikbhx4wZLCnGadrlck5OTpaWlfX19SqVyfHycWyOXy9n2JwjC1tYWrQlKUII43+B2uznZFouFXc0ej6e3t3d6etrlcq2srNhsNog/Pp+PH/Luu+/+7d/+7fDwcFlZ2c9//vPOzs5oNAo8xRLg9vZ29N30TOzzgkrAQeGT19TULC4unj9/XhCEYDAIoYAlWX19fTMzM6dPny4pKZmdnbVYLN/4xjd+8pOfOJ3OQCDwu7/7u2xlEgRhZGTk9OnTf/zHf9zU1DQ5OSmXy69fv/7Xf/3XbW1tW1tb1Fn4xRBQgDiAiDnZaCEMBsOrV6+KxaLFYqG4ow2anZ0dHBxcXl4G8Ono6Hj58mUul6uqqkL5Xl1d7Xa7m5ubP/vsM/4GoSSvIkFzaGhod3d3b28P7isWwSsrKxgoUnBRE9A5YZTI3KtQKFitVlQ07e3t+AXC2zKZTCqVCixOKtLJT7OzszqdrrGxEQZZS0vLzMxMaWkpMk21qBcsiPsZKLzq6uooVMPhMGhPQVRhMwUAFQDaZVwaCASUSmVFRQXWaCpxy7xGo9nc3ETaQdAkTFO8E9QQKkgWqU1NTRBMgsEgZYFGowkGgx0dHbAGoArD+2eeRJGLRYBKtNbUaDSswERkAuwzNzeHBdKVK1disRi+HH6//5vf/Obs7Kw0C+BrbGysoaGB9M8XXFBBEMbHx//xH/+xt7d3a2tLp9N985vffPnypdPp/PnPfw5/qqamZnt7OxKJtLe3f/755729vXNzc1j+bm9vq1SqnZ0d0iFdAg0ZTQPxkeZbyitgD0CsjA9hRuRyudOnTxsMhm9/+9sffPDBn/7pn3LbcdtH5C61s6jFKTvoKniyaPVS4hIVZs/EL3IYHW0ymaSBIC7TAx0dHcEzInGmUimyJk+WZoU6gHaQYAoyqVAoCFPFYhEHLgTKNLhF0eicIp7Lk1gnFFhH4qJmmh7OLQLK0tJSicQrsWnIoCDeZFaZ6DcrF619+VGCIEBVpTmG1QLaxBsNBQ+NEHmXyb1KXDuq1+u9Xi8aBCBridpNY4o4FR4Alkk4BpD7Y7EY9jXZbJZKjtEvECUPBeMUGi/SFYA2MyaytQTDUtTSseGiAPQoqSqZjMDAkIvGvFA9eILAyPxGwHYp0VIByGQyCiZuJo+D6opSiaMoF63wiSqsD4MIQszB6QxjTokGRcRA+iE9boVCEYlEZL//+7+fSCS0Wu25c+fkcvn4+Hh5eTnsfI7p/v7+1atXp6amrl69ClIRCoWWlpaamprYfwnjWaVSYTxWLBYDgUChUCAJGQwGr9fb29sLX1+pVK6srAQCAeJIIBCgB9VqtfDBoNrPzc1duHDB7/cjJOjv72d5dTqdZlnjRx99VF5eziNvbW2lxnG73XV1dQsLC8PDw8+ePeNB2u12j8czODgI8Rq2bUVFBYtC6QwODw+HhoYKhYLH46HoczgcY2NjVqv1a1/7mtVq/eijj06ePEnZtb6+nkwmr1279sMf/nBvb+/b3/623++fmJjw+Xx9fX0+n8/r9XKaERiwywJG0qlTp+bm5tLpdH9/P5QEtHcoJuHFSP3Q2NgYtwXjdWp2IsjY2BjbLXgidXV1L1++7O/vl8lkz549I3a0trZub2+zrGZiYoIMdHBwcHR01Nvbm0wmFxYWwCVaWlo4iG63Ox6P9/b2UlYrFIqjoyMiJoordgsD1VZUVLAPBEIK67rY0wI7kShJw0qzW1JSglcADBHYa4lEArMb7G2VSiU2C9LLT0HA6Foul/t8vpqaGp/Ph3/CwcGBzWZDYkF0k8lkLBLAul0jrvMlBuEXodFooNfSDUAxwDAS2RJLrWkxYSjAgN/Z2WF+ifOUVFzD8TEYDPX19Ts7O3q9fnNzM5FIeL3e7373u3/wB3+wvb39s5/9rKmp6datW2q1+qOPPnr33Xdx7+MFEf6fr8ePH1+6dAl91NraGovtUADzWrELk7vh8/nOnz8/NzdXV1c3NTVlNBqXl5cZtnm9XpyfgZppRMAbBUEAoudcgaQRYRsbG2FiO51OGmu46BcvXqRR+/73v0/nB2qNqf3u7i7rS/P5PLDt/Pw86KLBYGCfPNQYs9nMWr2cuKCDME1okzIKqSiZTEJ2xQaEcCyIBjckJEIni1qZ1ZWUlORyuVgsBpeYsKvVamHsQ6iRBmZ4CtJhE7gl9gf+hXjuMFEjbRDiwQMlfcvh4SEdCZmPL5loDyQxWaTsDgQKMxEmDixuUHT4KfSpUjWJXx1wLndGAkioitTipmVSDnJkMhCTZnpHsFmZuDQmKS4WRQ/NHJcPyCCAe0hdC+YJtkwJC+hN5YFlD0A0cxakIEajkc+SFz2NBXH/F0SW8vJyxtIcgMIbtr00A0CmpMNisZgX/f3JuzTKfLP0n94cchfEPed4E5LjIYLkcrmysjLuJMvRAEXIvnwiADZ5a2srx2JqaorkUVpaCr0CD7OTJ09Sy8zPzz979mx5eZnUxZ5n7v7+/n5dXd3k5CQACzsFZ2ZmuAhyKtVuPB7P5/NMLsEu5ufn2eiLvo0BBn8Gd2XtuNVqvXHjxuHh4crKiiAILS0t4XC4sbERgcrBwcHS0hLyg8bGRrVa3dfXR3Rg8T0+c2NjY5xLSE/AUOSVbDb75MkTMMxQKPT48eMzZ87AdZ6dne3q6mL/UWlp6dmzZ6PR6Pj4+Pvvv//d7373pz/9aTKZ/OY3v/nNb35TEITDw0Oc4oeHh9955x2Px7O8vOxwOAYGBs6fP59KpajjoKJEIpHl5WWFqDisrq62Wq2Ye2F6h0wFivbx8fHx8fHMzAyTzoWFBUbL9fX1jx49Yl9NNpu9fPlyZ2dnNptdXV1tb29nulxaWtrZ2YmdrM1mKxaLWMO0tbVRSeRyOXwYkAosLS3xttPrGwyGTCaD4kUper7QHC8uLqrV6sbGRmr2169fw8LFCmB7e9vn81VVVR0dHcnlcrvdvrGxwaZio9FI0YeHAKbSPFmZTMauSpSaVqsVZ91isUhhwf8C+bLesrGx0WKx2Gw2NtoDRFPGSohQLpejei0UCsxEcXZUKBT19fX19fUwctVqdSgUohmtra09PDwErmEeAwmFjMs7TDemVqvb2toKhcL6+vra2tr6+joKHJlM9tZbb3k8Hp1O98UvfpHqYXt7W6/XLy0tsUCbRc0vX74khs7MzPBnmUz26aeflpaW7u7uohP92te+Vl9fHwqFkLV88MEHly5dwq7o9u3bExMTHJLW1lbc8LGvOzo6QjeiFJe4QYqGvgfLX6PRoBgpKSmBPQdRiJrMYrFAje7v7/f5fBqN5o/+6I/kcjkGDoVCgWUv7OakX2G6zK0Df4MwQkmnVCrhdnE/mdjRxjH4hEXFRJNWjA4AMAbIEVYwAnmIS5J7Pj9BGkPC3yEF8l/z+TxCFIhvNFUkYEEQSBjEWZlMhucwCDPBGvyZ8RgoKJcBJkxGJOhLDZCkyJSJMlCFuO+aD6IS94jhME4mLhQKaPyAPUpKSkBryf3wp6SnUF5ebrVaMf0BHSXxM64rKytj0knjCPkAgJR5J8cjGo0Wi0XIgPTlyWQSsIdTxKeDMEWlVVZWhjqLDh4ARhJ3AvxYLBbSLYkZEAj3JUaJJDPJRoM7BvOrVLR9l6jIgsiuEsTVm3nRNaIgyl4F0ZKJjEgTTz0Rj8cpF/gUWtH6mH8Fp4xHzP+CUjAFCIfDcgilnZ2ddXV1sCqsVmtlZSWbE9599918Pk/35nA4INPW1tZqNJqNjQ1MRuLx+IkTJ4i8MKOoswwGg1qtHhwcJD/fuHEDu5z+/n62hczNzXV1dXV2dup0ujNnzuzs7MzOzl68eHF2dra+vn56enpra+u9994LBoNbW1ttbW1zc3NXrlwhk7Gnmpz3i1/8ghNZUVHB4mKsaphmcc4wW6HFptfZ29uDpoSjrFarfffddxcWFuLx+IULFzQazZ07d+x2+yeffLK8vMykQRCEly9fPnjw4PLly8Ck5eXlX/ziF4+Ojh4+fJhKpVjbAi1IpVLNzc2xvmdubk4QhGg0CsylUCjKy8tHR0fr6+vhOhYKBa1W297ejviX7dlarba1tdVgMPT29lKbq9XqhoYGBHMul4sEPDExQSe9uLg4MjLy7NkzhvlDQ0NPnjxhzQjQCpoW+BoQeZaWlpglqNVq5nzYmFVVVZlMpmKxWFdXVywWY7EYukkossCqSN/QUI+NjcEdt1qt2FESv7BapVpkpA0AQExkKMhLsrGxUVdXVygUFhcXJRYJvFmZTIaNFB685EuoJbFYLBqN7u3tQWJKJpPMPmGfQ6OFMUQbJHm8UZ6zsgaIaWNjA6wP/6P29nbsUXgQbNJgzgoVk49Ah+FwOEpKSubn54FJGxoaSAxKpZJBQ319/Z//+Z9Ho9HTp0/L5fLd3d1YLNbR0XH58mW32z0/P19ZWXn69Gle2r6+vtOnT798+TKRSLz11lsvX76k9f/ggw+wimRi0traSmWj0+laWlrYKMdPWFlZ6e3t3dnZUSgU6KdB4QjoYG5Ef97WcDjs9XpDoRCwE5heV1cXDhiVlZX//b//929961v/8l/+y1u3bvX398/NzYXD4d3dXafTiaEEbSITJnKYXC73er1EH6VSCfBAMkCTbjKZaArVajUdJ5ApMC/kVfqGvOiPw7ia9eDUxKAIyO+QOTJ/isViuVwOhFatVkMpODw8BOEoFougJuQ8UimOcdBKgccpjHQ6HU8ZMgtdJvQlqPW0qghSIUwB6NH60G8RsqGk8WOpivhDubjsk9ZNAmkJ1tK6CIvFkkqlWGkHCoKGkvtwcHCAnzAPAsAcJACWCbUj5SNZVq/X02XCIEX7gSkHFS0tuNFo1Ov1/C5oXAg2zGYzaZhmMRqNUoGRoQVBiMfjPp8PX1/uJGkYwiAIBO8jR46RjcQ6LCkpARsA9peJYvSiaDgge8NliWwqDTVJlhIqKxftJnLifmxqvp2dHQLa0dERFLO06ISlE1e3Hh4eAkpTBgmCIPut3/qtGzduIO1KJpOzs7Nnzpwh5czPzyNuu3r16szMDJYri4uLiUTi1q1b7BZGu6nX64+OjiKRSG1tLSpG6IsMmaRevq2tbW9vL51OI7efmpo6f/68z+fjSdhsNrlcHo/HIeWqVKqamprKykr820ZHRysqKs6dOwcr+uOPP66rq8tms/X19cvLyxSh7FdCsLG2tsZxDAaDLS0tY2Nj9Dc7OzsDAwPYyn/wwQc3b94sFArJZDIajS4vL3d1dfE2spjXbDaz3ZAjyGP43ve+JwiCz+dbXl7u7e01GAyCIDx79gyzIb/f39nZeffu3c7OTrZ2PH/+HPelmpoa6qaZmZlsNutyuRiV0/0A0lZVVZGfVCrV3t7eyspKZ2enx+OhCaZwZo/K+vo6m1Cbm5tZ5AlCwp3PZrM4dGs0GkxbwuFwV1cX7lnFYnF9fb2xsREfgN3dXaB/ch6SCX4jRycYDEKuCYfDp06dmp6erqmpYcKPpWQwGOzu7kYVMzo6Ojw8PDY2xugFBiAaLEEQ0OfBl3mz54NSRHGD6wJZamdnB+kLXS/qdag3iUQiFArR7SkUCnjhRGdsEORyOS8DtVQqlbLb7ay2xtuduhghNjKGhoYGNtNRRLvdbmJoVVUVDia823Lx6+DgwOl09vX1IWZlM6tOp9Pr9dvb2wiaf/GLX+zu7h4dHUHyLBaLDQ0NOzs7Kysr165dexOSPT4+3tzcdDgc4KWrq6utra1/9md/VlZWhuzq888/Hxwc9Pv9bW1tT58+dTgcOzs7zc3NExMTKysrbLqW/DlXVlbwjpC8V2iJwBtp3aDJaLVaIqPJZEKBfXR09Ju/+Zuksa2tLTbjtra2+ny+xcXF+/fvo22nTaFxMZvNtNeE44ODg+bm5p2dHYBQpqrHx8cVFRVAO5Tw4JncGRSZWH7TnmIzRHWFrAK5J3Q50FqZ6EgO3ZpEC3IL4oecicYCfB6NAPmbqYdEdSwUCswFGI/xBwKuZChDPtOIju0KcX0Yf6bEQdELPY1onhXtlgTR3E6pVBKdEZJqNBpyfKFQ4HizzBJhJR1kMpm02WxM4umJyfQIKnh/QSZjsZhkAEJBQIlAQQAMC6OHm8+ggWtTiTuFwBsYeVIbKRQKZvyUO5SqMH1IyZgJ2Gy2eDwO+sX4Ri6Xw9TV6XRsB2GjA0IMAqwklCLzUaBwVMDM+aUSUk2jKTXuktSEiMo7xTXzz9XiPnPa5bxoIsjokG8DEeH5vnkx/CWHSo47+dTU1KNHj3w+X0VFxcuXL5VKZUNDw5UrVzQaDd03U3c6SBL+6uqqz+c7PDxE9NbQ0HD27Fk48WVlZa2trfiVU+/ggLO4uMh432azbW5u9vT0oDzBNAdWVW9vr8fjsdlsGo3G7XZ/9tlnsMbLysoqKytXVlZmZmbGx8ftdntpaenJkydrampsNltvb6+EDAwMDExPT6fTaavViiFONpvt7Ow0m81Op9PlcuVyueXlZZlMNjAwcHBw8OLFi4WFhVAoRIMLxGS1WgkB4Ift7e0U5m+//XY0Gv1f/+t/3b1798qVK/fv3xcE4e7du+fPn799+3ZpaWk2mw2Hw93d3YIgdHZ2Tk5Ofuc73xkaGmLFNFKqsrKyK1eu+Hw+2LmI0E+fPl1WVlZXV7e1tQXvhiEZVTBgOLYjh2+Y8ctkssnJycPDQ8wECoUCjqyCaDFDFCgvL2eTF/BUsVhsbW1Fq2AwGBwOBz1ZoVBwOp2Hh4esLIW/A3pjs9lw/Qbr4E3L5XI+n6+2tpadHlVVVQsLC4ODg/A7iH2pVArWFYwk8kcmk+EiYQdQ/6ZSqVQqFQqFLBYLEk+iUjweh7iLqUWhUCgpKdnY2CgpKamoqGCrVyaT8fv9BAveN+B3i8VSUVGxu7t7fHwMe75E3IIEMSSTycBi0Ov1RqORnOdwOCAZNjU1sbIRaJfWgc9CmGbakclk1tfX19fXmfDhdEG786/+1b/y+/2CIODABZmcUda1a9cWFxfv3bvH6z0/P6/T6axWK3IUfLh+9atfvf3228lk8uOPP4Z/xJ35xS9+AYxMpaxSqc6cOZPNZnd2dvhQPp8PjA42H7aI2WzWaDTSiyjeUM6R0si43P/Ozs54PN7S0gL0irHl2trawcEBK+uZU5aXlxMHjUZjNBoFxQJCdDgcQHAY0zDlqqmpQSRKu4mzKz+EpYSZTAYsQRC9XQRBgBgM6AdYgjNcUfScY9gG+EHQp0mijiEygqYifQbbLy8vxxUd1g/kW+ipmBkxmSopKaGXZX5Jy05lRs7A14WLLxQKmUyG8TwtPqkuLRrqSjm4INrpSWRdojmzeZiiWFlJCZX3pSAa3/COI00mMUMKlQaQvPhkRBitgiCUlJQwDc1kMhjiZMRVMwi34vE4wg/JlA130nw+n8lkwuEwhYvFYuF/SWMqlYofRRPi9XphJtOucWEcGL1ez/SkKLqro9Uh4ADSSHdGonkDvEuIN8UHdYlEaZaJa0oFca5JTpW4ylxGVtyvQnOZz+fp/RhbSC+FQjRUgVIKWez/cJcY2HR1dUEr7e/vx439xYsXY2Nj9fX12JcfHR2hhW9vbxcEYWRkZGhoCGeDQqEAefLVq1cTExMMtFZXVwkcfr+/paWF29re3g4MyBlaXFzM5/Pz8/P7+/vj4+PZbBbFC2pltVp96tSp/v7+9fX1V69eRSKRxsZGuFgnTpxg5vro0SOpu4c7Xltb++zZM0zgBEFoaGiAHu31ejE1hr4RiUT29/eXlpbo7tHwQbrxeDzASsPDwxUVFS9evOAjx2Kxurq6Bw8e/Nmf/Vl/f/9XvvKVv/3bv/2N3/iNJ0+eXL9+fXZ2FlTht3/7t7u6uqi+7969+7Wvfe3OnTvLy8vxePzixYtra2ug3HB2cDgkXObz+c7OThCVpqYmiFsmkymfz1PeRiIRvV7vcDgcDgeHDJ8H1pciqMdEo7a2VhAEj8eztbUVDAZramoYkUKhhMiqVCptNlt3dzeqNdj87Hp0Op3sr/b7/ZRNiFIaGxubm5vD4XBbWxvdErA8AbGurm5+fl4mk83Pz29ubsZiMZfLZbPZoImxdJP1yORmj8eDfoNmBUuRw8PDVCplNBpNJpPT6SSX53I5s9mMXxXmcBA+JZ0y4YYWXKlU4pBCfEEvCzbFicd0goIjmUzyDtN57O3tmc1m6mLgo/39fazpBEFg4gDux6yOUTT6S9In9QFeqalUiiET1MS2trbV1VWHwzE7O/v06dN4PP7s2bN8Pn/z5s27d+8eHR11dXU9fvzYYDC8++67giC0trZOTU3xWh0eHr777ruPHz8eGBhgDnrr1i273c54fmVlJRaLlZWVra+vS3MpMjQpBEk+sAHYBnM+uVxeVVWFzFQul2M9wduKwCYcDn/961+/efMmhieDg4NPnjzBdgOhG+RMMFLaBQiTEAlJHuArNAcg3rg5os7CKpLUyxwOlqxMJpMUh0zUUCCAY6H4hExLY834lkwGJgynhjeFx8f0gRAMXwk5IMAdN0qr1cZiMb6BO0m7A4BJ8CVSg0wi1qR+IhaRg1OiCS34syA6iRdE13vAQHo7voHBXiKRYIKTTqclhp1Wqw2FQkydQYm14tptafpeUlLC+whHulAoMIfzer0AvxlxBxx0qvLycqgxdrudC6OO4crr6uqUSiUDSF6N4+PjVCoFkw7hkFwup8o0mUz0x2VlZTabzWg0Ui6o1WrWw0nnjXvCJAgoqFgsYmlLjqBIIsPhzyB7Y88a6RBEnUcj4d58NJ6mXNwbIxUiUgLmQfOL0uIO10QicSju+6T/hlTM/eHhCqJ8uaKiQvajH/3oxYsXtbW1+Xyeph71q8lkymQyVVVV7GE4c+bM3Nzc8PDwo0ePJDsMSAeVlZXnzp3jmnZ3d8FhwuHwlStXpqenW1panjx5otVqXS4XNhAymezFixdnz55dXl7O5XLs+bJYLIgpJyYmYNOsrq5eunTp/v37Op2ONmJ4eHh1dZWTcerUKbiaHo8nk8m4XC6r1TozM4OBtUwme/36NbNlhpq0aOXl5Ts7OxaLZX9/v7m5eWxsDHLv5OSk3W4nnXR2dmo0mqWlJYIpbqi41VdXV9MqdXZ2zs/P2+3227dvf/TRR83NzbW1tWNjY9euXWOIC3MKk34ww0wmMzAwEAgERkZG6JuJ/oVCYXR0FAX3xsYGk7auri6G0qBtAEqU0rW1tevr68FgsK6uLp1O19bWZjIZioBQKHTq1CkQbzBMTGH0ev34+LhKpaJvttlsgiAYjcZisajT6RYXF2Eaw06CJwYphp0k2M+WlpaaTCbMg8CIyDEUIs3NzQqF4tWrVy0tLZB6wCco2I+Pj3kzqc3ZLcW0iUt1uVyLi4tacf+A0WjE45Rzj+NBoVAAAV5bW8M+HmhIah9RrcEgQ3mMwQXQEMM2og+4NKJP8jcIGDcE9Tr9TSqVktYggGpyhVBUUqkUrhf4Izqdzvn5eVphWpPOzs7/8l/+S0lJyV/8xV+8/fbbTqfz7t27t27dcrvdW1tbIFq3b98GkSbTzMzM+Hy+W7duffLJJ2yAYYPQwsLCwMAAPX0gEDhx4sTOzs7Y2Fhtbe38/Pzw8DAUVuydGbHv7e1R6UqTHtg3kFYIOhAxrFYr87ze3t7S0lKcFwVBaGlpIXMfHx/fvn37f/7P//nLX/4SkmQwGAQYZ7FobW0tmzHQsCJMIthht0n4I1Vwt6WUBgZAGkin01AoiaT7+/uQnAm7BoOBrgjMAwyA+gb3FrnoBoXldSqV4mzodDrKSrgnpHmaUakRgTVTKBQktRIjhmQyiQyGT8S4WvJSkNjmZBG5XE5BUBQFpnnR160gilOVomcnqb0o6iOZARGX4XwmEgmz2Yy5N66BUk/JxUNrUoiOu2q1+uDgAOsrmjPSMyir2WyWy+UM+6ktGMQygkFeAkxNu88ADiN+aFO4omPbmRcNCsC0KGEdDsfu7i4UB8BSkG0o68BjfHZgAGlujVYkKzpL0/VCs6KJBHeFXkduU4qyV4lYS44ESZbAW/6h9G3SZJTMyt3jL5VKJUbf/CLUDQQEKjZqu4ODA/na2trQ0BBME4I4BnLEZUx2CHa4JWk0mqGhofr6epfL5fP5uru7eSF3d3cjkQh7oLq6umDGHx8fQ6tjqLO0tPTs2TO8h/x+PzydhYUFr9e7sbGBzoS7T7Hz4MED/Gv6+/sdDsfz5889Hg9mCLyZBwcHAwMDw8PD6+vre3t78Xi8oqIiGo3q9XrGihSABwcHr1+/lsvlL168ODo6wtLh5cuXfX19kUhkdnaWbp3+9fHjx0+ePGlqatJqtSxNg9vCFjAGdclkkn3xDx48aGhoYHnnV77yFb/fHwgEPvjgg1evXv3BH/zBwMAA1jxdXV3d3d0ajaa8vPzUqVOpVGp9fX1lZeXFixehUAg1RSwWY3EEz8ztdkOXZ1RcVlaGLoJtJENDQ2VlZexuw30+GAz29PRwyGA4t7S0wO0krLe0tPCS2O128Od4PD45OUnHCQFSrVZ3d3fThx0dHbHykxebHIPAmVgMRROREoQjsh3oE3xgSjaDwYAdMUgybq7wj9i7ubW1VVtbW1payhSce05cANdllyeBDDCQeEFVsb+/j18gHTPPkZl/OBymtsVm9ujoiJ3hvC0ajQYRLSOc2traYDBIvQi1hJeTDC0ZylAUQ1bCf1wQhLKyslevXiGRTCQS6+vru7u7qFaeP3/e2tr66NGjTz/99NatW0Agly9fvnHjhtVqHR0ddbvdBIsnT5709fW1tLS8fPny7bffLhaL0G41Gs3Jkyfn5+ehIq+urjLFYHbIqku9Xp9IJE6ePNnT0yORayg7IMXodDqaMAQGMHQgK6BalsvlExMTVVVVd+/ehbXr9/vr6+uvXbvmcDju3buHvzzkNYPBAIsE/BAgV0Is9Xo9rDeSGdPTdDoNgY6bdnx8LKlmEZgnxD1lMGCBxQ4ODiinpOmANOsiMzH1lDhBpEyEmIzZisUiSY4mryD61wPbMq2UIE0UhAqFgkBEuwNpAMWn9JG5PF4xciGRkKhNCpdAwqKoiOADQkQH/qWAkKxW8RxlGoq5bmlpKQJrMHm8eCAeciyNRiNuJNFolPaUE45sjN7daDQKgoDdNHNl1oT5/f5QKASsSiFoNBolPYaUgTjVmUwGrjtnRqFQkHRJP0ajsbS0lE2FjAmotyKRCL0+JAb6e41GA+LFfkBYxLzvUklKYyrlOcoO6mD+EwAGOZVSgBQrTTEVogqFfCx/w/2AgonDCSrL8JvfwhSZSSfyG54pfYic4LuxsaFQKJxOp81mY4SZSqXcbvfly5cZVCwsLGCI09nZiUEMvGeHw2G328fGxiKRyO7ubjab3draOjg4gKEKvyCTydy6dWttba2/v5+lURBn0un0/Px8NBq12+09PT0Oh8NisVy+fHl3d/fx48csiWTEODIy4vP5mpubb9y4gfIMnQmfOZVKXblyhRlkaWlpeXn5/fv3aREKhcLq6urq6mpLSwvMGtqIhYWF9vZ2mUzm9XodDge6C4/Hc+HChXPnzpFNx8fHEcCMjY1NTk4eHBzwYq+trd25c6e8vNzj8YyOjpKJz58/v7u7q9fr79y584UvfEGtVv/v//2/XS5Xc3Pzr//6r09MTFCVQ5Q/d+6c1Wo9c+YMr9alS5fOnDkDrmuxWJC7geB1dHSMj4+fPn26ubl5Y2PDarXOzs62trZCXr106dKjR4/QFZw6dQoabV1d3ebmZnl5OfYROFKyoEOv1zc3Ny8tLdGX1NTUpFKpzc1Nr9cbDAatVit2BHTwtbW11PKVlZVtbW3MTvCdaW1tBe47ODjAHk8ul6NcglwOgseOIZvNlkwmmaDAraCr2NrawoZ+cXGRsx6LxXChYzuHXq+PRCIkPCDWqqqqQCAAC2N7e5sEwIihurraZrPRbtbV1WG2vrm5ST2HHIUUSLtMl9DU1NTQ0ID5BsyLkpKS1dVVQdRoRyIReP9EBAYE6XQaWFhaiMFON/CD5ubm0tJSh8NRX1//7rvvrqys1NfXV1RUvPfee6BMz549EwQBAdXAwECxWHznnXd44QEYQ6FQT0/PgwcPiBdsXLdarVhimc3mL3/5yxMTE69evYIl19PTs7GxMT09PTU1NTExMT8/z8I4unzGSyCf8FYo/1XiokR6cTZKVlVVvXjx4vLlyyaTqbe3d3h4uKenJxgM/v3f//2vfvWrcDhMXAa6zOfzZEGQ3nw+T0diMpmy2ezu7m4oFGKWxqCOqM3Z5vUUBIFJJF0mshliEy0sUDPoH5MzIjW5MxKJlJSUoHSiPqOt5BmBVTLywOMU7JQZoeR0AwlWKTqqAwsRcPkebFEhuNIfE69Jigw7ge6pL0tKSgCHZeK6bEluCJ2QZlEQuaPwVxlCp9Np8GSekTRohBJF9yMx4Y+OjgDDuZi9vT1QcR46HTkhhfvJU4MKWyKumaS0ZbsUmDl57ujoiB6Xeo72DiSAoTL4FnUP0kZBENxuN9gA5RqzGMwEeLm4yYCfvEe87KgQ+SccAwlN5TaCIdM7UtZzS0lpUh4lufJt0iMDs4Vm8ea3kRSBfPhLcBqwaC4JOgsngWK6tLRU9l//63+lB2IFGPsCC4XC8PDwzMyMTqc7ffr0hx9+ePHixaWlJfhayKidTid2J6dOneJ+HR8fOxwOt9vd2Ng4PT0NoJrP5wcHB3d2dnhVsuLq8Kamps3NzYaGhomJibKyshMnTlCo7u3t1dXVmc3mBw8etLe3M1qTTFI0Gg09KKa4dLoYIMTj8Vu3bn366ad4HFdWVtbX17OtOh6PW61W4hpDOKfTOTEx0dfXFw6H8W9TKBT19fWYy3R0dLBMYGZmxmKx9PX1eb1eKMi0QZjfYlTGKuZ79+7duHEDdJEXI5fL9ff3+/3++/fvt7a2Xrx48Y/+6I+Qur569UqaeEEqnp6eFgSht7f31atXAwMDMplsbW2NkhbslwAtCALuE9Ax6uvrtVot6iJmb11dXayUIVk2NjZubW1NTU3xz6GKra6ustl4Z2cHNxkGYKyjmpqastvt+/v7hEteLUpvjjvEQj6gXC5nOZ/JZGLrJ1mKR+l0Ojc3NxlRsFQEthQWGeh3SV00rIzoIdMeHx+DRpaXl7MoRlrZgwsHMNT+/j6semIig4ZoNCqhK4DkcXHNLOASLM3m5mYmNEhUsXEHGY5Go3hNJBKJvb09TOB4xzLil06n6+npAURl8wM8MhJtLpezWq3Xr19vb2+/cOHCwcHBX/3VX/2bf/NvhP/ni91qLpdL+puZmRk2p7L55MMPP8zn81tbWyaTiSlsoVCYm5sbGBh48eKFVqtl1rCyskIVX11dPTs7q1Kp8HHl/ef1AfUCfKPilMlkbW1tSG4aGxs1Gk1TUxNcGBiwp0+f/uyzz/7iL/4CgXVnZ+fCwkJLS4tCocDVkmsGOpPJZPgqA5/iuAkdg1xLNFSI5jgGgwGaEpCMTCaj3aTRIVhzt7n5cnF3Fb8OVS4mbQAP5eXloVCI7yT7wmRh3EjPkRd3bhN/4RnBAyJlSvwRiSMqyUgEcbmNXNS/K0RTVoI4qgzYqnnxSyZ+CSJ7tlgsohuRiRuYIbXyk/EeKYiusPhOMKHAfwNvFugXTCsCgQChSSEayyFV5zZK0CLoNMMRsjinAj0YECXIM2gN8g8WkVIZSIUjN59mlJE2iAv0kUQiQR0gNe7cTMpN6DaUQWRZqUfHkJYnCJgvkV0pJqRmURA3QRVEFWzxDcEJhVThDX8DHqvEXgauYJjNrJdrk8lklOk0XWrRlx+fV+KhHMZXLpf7+OOPmT9fu3bt3LlzhUKhq6vr2rVrh4eHiOU5ENXV1R6PB8cp3AgfPXpUKBTggjKyZoIIJScej6+srHg8HrA7IAWDwTAzM1NVVSXpQCCqQGGorKz84IMPWltbVSoVMCNyNDZAYUm6vb2dy+U8Hs/29rZOp+vq6mJRHE2GRqOpqakZHx8vFArBYHBtbQ2tOpKSnZ2d58+f8+pGo9GzZ892dnaWlJTAB25ra6Pgjcfj9fX1pPzDw8NwOIw4ZHR0VKFQLC8v83sjkchf/dVf9fT0FAoFm822vb3d1tYGoKpSqerr6zs7O2Uy2fe///1vfvOb//bf/tujo6PBwUGOGkSkvb09g8EAgYXxErQRNCRsy6qurj516tTAwIDVakU4S7upUCiYBxcKhb6+PplMZrfbV1ZW8vm8x+M5PDzEpR341+fzwXc4OjpaXV1lg9XW1hYI28bGBtlCo9H09/dvbm6CQ2QyGXabcMFms5mVogMDAwxgMD9yuVwcSoPBgEFgMpnExQYXi3g8vrGxsbGxQYfd2dnJXUK+WVVVBXWIHo5oKAgCiJNGo2FhGdMFhrLwszg5mUwG23eMCDKZDGDm+vp6sVi0WCwymQxzfJ1O19zcrFKpMKBgaMG2cJ47IQwpIYZbEmWAEM9rzJY03vnKysqamhq4uNyrVCrV1NT0+7//+319fYFAQOIySF+ffvqpIAgLCwtzc3PknunpaTgELPminkgkEr29vc3Nzel02uPxuN1umUz2k5/8ZHFx8aOPPrLb7XV1dRsbG6Q3biwBNBaLRSIRogn1OKQMSKewOqEFqlQqcHi5XL65uRmJRF68eCGXy58/f97Q0PDJJ5/80R/9EYtlKKzr6+ulygMCBE0/HtEymQz340KhgLRAIRowcd8Y/BfF1ZXEZQafqP2qq6txWaJLICyQt7LiqjiVqKMHgeBz8WERIFJq05XCEGbYptPpOLQkYBIDxDHJgg7wEDtcBiKwZGnQuU4aFP4hnwt9Gn9DIJaeNX/ml0opQcoHCIK5D5x/2LxwWPj+XC6HX0ckEuERsyC2trYWIxEAXm4RGnoKSrvdzuEkwXMZcBekhUuISUB9yW30uzlxVRntPncASR7lO8gN+RViP9QezgDo0f7+PpAGVBitVssKAW4gF0MRwxxXEBe58JQh9VDh0b5LEhHyX0HcQyCIu3qkSk4Q98lQHTKUkVImH1Ai34JpwwsDt+eDM9SgCGCae3R0JGf3+t7e3uXLl+vq6nw+3507d9CKFEWPhlQqNT8/X1FR0dra+vLlS5gpkuzdaDTOz8+bzWZe+M7OTnh06+vrR0dHFy9eBCiz2Ww06VtbW3q9nl6TW0CIn5iY4DF7PB6z2byxscGWx8PDw+fPn3d2dj548AD1ZH19vU6nOzo62t7e9nq99IK1tbXECwA6n88HQFpdXZ3NZpGgCYLQ09PDFNNut8vlcrq9xcVFtgTQAOXz+c3NTUlvBGyytbV1+vRpjGqJMoIgoJHv7e2dnJz0er1+v7+uru7DDz+Mx+NTU1OJROLP//zPq6urW1tb29vbY7HY559/fvny5ffee4/dwpiV53K5trY2Konm5mbsjRAV1NTUMD8gnEGxWVtbYzywurqq0Wi0Wi2yPF7XqakpuVyOv9Lc3NzQ0JBOp6usrISCsbu7yzpVaFlkXN4K6DCZTGZ7e3tmZgb7DGBPNuEolcr29nav1wtsPjExASBPjT81NcWpBVFQKpXBYJDyORQKORyO6urqyspKs9nMQG5xcdFutzNohBKJnw5TOoI+cylB5BkyieG5oBXB8s1ms+ESBV6EWRVMJRaPQ7OUeEA6na6+vp5Csra2Vi6X19TUoJBLJpPBYJD/3d7eNhqN+Ljy5kskTFajSIusDw8PPR5PaWnp9vY25BSYcYgxbDbbp59+yvjT5/NhyOB0OgVBcLlcfX19yLr7+/vZpQpuzIY+pVJ5//79+/fvv/fee3q9/syZMx6P5+2332ar6+LiIgPFQqHw6aefAm5vbm6yRILKj1EcvQ464LKyMqZitA6M5TKZTFlZWVlZmdFoPHv2bFtb2xe/+MX19fWNjY29vT2mzjC/Njc3qbNNJlOpuMSUUNDR0YHjxPHxMXNiCnYJCkO4nBNdthOidS0ojiBqM3AMIGRLjRq8fxpEoF2FQoHPFM4nCtFyFsCTBhRdEOmnKK5YYY4A+4b4i0COeMp0DY0pA7xUKsXZJgRrRKf4guhkBFGoVFykUxAXehPZuf6CaOiREx0NZaLDbSKRoFikRWYyQhpWKpXoNCh9MqLpD/NaoE5+kdFoJEXlcjnECArR0WZ/fx+JJyUOiR9NMzgBfW1OXFgE/YcszriXEofUYrFYkGy63W6j0SiZPR0fH0v7aLmkgrhWmvucTqehIElAtzQeJoHRLPI33DTIByrRDRggXUqrcnF3el5U8hRFpSbBkONEvpSMBkmZFLJSHSYIAg5B9ME0vizGkFIy0ixBEOSBQODcuXOsQ2LX0vvvv7+9vc3ukTt37giCEAqFAMrz+bzD4djc3AwGg5999llzczN7mnK5XHt7+/r6utlsjkajDK55qKOjo+3t7adOndrd3YVw+Pbbb6tUqpmZGfTUyP9hV5M4e3p6isUiOxpXV1cJeVVVVcPDw7W1tQ0NDXNzcxaLpb+/v729/dq1a/l8fmdnp7y8HPQSNwBBEF69euV2u5mu2e32U6dOraysACCbzeaFhYVXr17RSOn1+uXlZTbG0UBYLBYGvUtLS3K5HCM9FlK+evWqtrYWU0C4iPF43Ol0jo2N+f3+2dnZnZ2dQCBQW1urUCiampqCwWAikaBzampqQpLIWtB79+49f/7cZDIlk0lceDAKp17u7e0FNNBqtf39/SaTKRgM7uzsYGZbWlpaU1PDnM/v96MX3t7e7u7ubmlpSSaTbW1t/f39brebDWIKcYWW3++Px+MFcSuvx+MJhUIqlSoQCDgcDmyS2tra1Gp1MBiEVs1G64ODAxxtpJlKbW3t8PAwr2JzczMBlCEBMh4wN8hH/L1OpwNCr6iooFEAWwZNMpvNhBuNRtPY2Njd3Y3TE8ISiEjQIKHmMy9gzMl/am1tZeDE0AWPvaqqKqbm3E9mNpR3Xq83JW7nYORDWG9sbETpi4yEdlMtrn/R6XSdnZ3souEVTSaTi4uL9fX10Bd5G/V6PUcon8/fvn17fHyc3UGZTKajo4O5hsfj6e/vFwQBQ4CRkRG32z0yMnLx4sV79+7Nzc2pVKqBgYGf/OQn0Wj02bNna2trmUxmZGSkoqKira3N7XbDZ66qqmKOCJWP0E9AhytbWloaj8fB+QmFdBtU0xqNBpzg4OBgdXX1s88+GxkZ+eijj374wx82NDTg2MKrrVQqXS5XLBaDMZTP52tqauBn4r5EQQnhgGEqyYzFc8ViUa/XS4p+idsJVM4dxqiIaRnTYopLpL0IJDQajVqtZseyyWSSJpGSCR/5EgMTlmYQmk0mE3JePDroCgDVc+LibkaV9BxSzcGglD5Jal/QvMGlolOhB5WGbTQ9Eq1GqhjowpmTcRl8Fn5vWVkZ8Z3OEvIqzRZZE8ciujeKAJw4a2pqSkpKpIoNYipALvv4EomEtN2F0SlSXU4+DF5BEGBLCYIAbRBOmVx0VzebzUja4OghjOYFYdotl8tJdbiLM73mKJaXl1MAMR8BhEePTk2gUqlwEQKcl6aMUKmlhlI6V29C34LIt5JktTlxER6PhhQutf4SQiu8YdXEL5I4vWBIhULh6OgIJp08EomMjY1BN1hcXMxkMjs7O6AEVqvVZDLNz8+fO3fu5s2bgUDg3r17TONgimcymWAweO3aNblcvrCwgHcXGwE7OztR41VXV8/Pz7PEo6mpqb29fXR0FKottpZ0BoIgnD171mazNTc3/93f/V0wGHS5XJLps0wmc7vdpaWlr1+/xvbvwYMHz58/r6io+PTTTzc2NoiMHo9HoVDs7Ow4HA6iAAV+f3//wsLC9va2Wq1ubm7e3NxMp9N1dXU9PT1MJXGib21tnZubq6qqwmkI6Vs8HsdRAWJkf39/f3//2tpaeXl5c3MzkZrPaLPZPB4PPc3U1NS9e/eePHkyOjo6PT39/Plzi8XS0dEhk8nq6+vX19dnZ2fv3Lnz3e9+Vy6Xd3d3ownJ5/N1dXXRaDSdTkOL9fv93GTS88DAABxXo9HY0NDgdDodDsfGxsb58+eXl5dDoVAoFMK9hdgnqch5JXZ3d2GsoZQvKSmZnZ09efKkw+Ho6ekpKyuLRqPRaBQvdbphBlGdnZ3U436/v1AoNDc3y2Sympoaj8eTy+XAkwuFAgwpKIKcRfjGvP9ra2vsKuEEA/Vjw0s4ttvtICEAzsyqoXfygvHCmEym2tpaZKY4pRWLRTxgE4lEMBjkBEKLp+rCdFej0YB20Jp7PB6Xy5XJZKB/YwxUUVGBzeH+/j7WmvAYGcBQwGGs4fF4iI8YL9jtdp1OFwgEEOGUlpZ+//vfFwTh5cuXHo8HTNhut798+RL8jWB9eHhYFKUICwsLMpmM7U64673zzjtDQ0OIeZqamm7cuFFfXx+PxyORSGtrq0Kh4Pitrq66XK7Nzc1AILC1tYVyhp+PckNikzIDBsZIp9NssJGJdgFsPWxubn7nnXcCgcDHH3/88uVL0CZM9lkpKAjC0tKSRqOBRUVhhAsEvAE4sTwdglQsFsMuQ2rUIHymxb3Ndrsd226gRfao0KfyIiO6NZlM7OqBwQQyX1JSQl5BqWI2m4EuaKSwgkPCIV0hSDvYvkpcy0w7FY/HOSrkbyjBBNyC+MVkjvKIdM58FICUppk4+yYyzycl3cpE+jHJgy5H2lLOXRUEQZq7V1ZWlpSUHB0dUR/wZslkMpoZJq/w2wGrZSKt1Gg0IqKIxWIsOaGFYvLKEzGbzSR+CBncN+4GDjOwiqxWK/lVIjSQupCUUKVROmxvb7N7HAg3Lq7DqqioQNYIDMuwA0wbJS7pkJG8NL+UClNBZFTJRAoPGY6bzK+geOIZ8T0ycckM9Yo07JSLDsD00+RXWhQGt6ACeJVAUKK/T6fTcnTK2Wx2YWHh8PCwp6dncnIykUg4nU5p67rH43n48OHVq1fxX21vb79169bJkyefPXt28eJFfFB9Ph/ldmtr6+vXrzHe6+npyWazLS0toVAICePKyorT6UTCxZ1SKBSRSGRra2tmZsbj8YyPj+PetLu7Oz8/PzQ0pFQqe3t70cO0t7dLLqyDg4NsKhYEQafTjf7/bL1XcGNpet99cJAIMCeAAAgCBHOOTXZgp+meuLNaSaPgvbBVsmxVuVSWy3a57PKFq1S+s8q+kGz5xp/LSrul0mpVszszOzM9nZvdzWbOCSRyIsEARuTzXfx03o/r+vpiq6e3GwQOznmf5/mn5+1bZhqWtTqdTkBXqlEoFGJEoKPv6emhizw6Onr69GkikUilUvPz81AsGo1mfX29sbERXYnP5wsGg3Nzc8PDw0hXmpqaisUiqY86nQ5qEJ81TV9DQ4PZbH706BHdVkdHR1VV1dzc3OHh4c9//nP8+Ddu3IjH47dv315bWyNW6dd+7deOj4/Bcq1Wq9VqTSaTg4ODo6Oj5+fnr169YiWnyWTCZej3+7e3tzUazZMnT27fvq3X63E+uFwul8tVV1dH+gRtclNTEyEJGo2mqqqKQBaXy7W4uDg1NXV2dtbS0rKzs6PX61k2yayGwSYcDp+rKZHIAsGNFUWJRqMnJyes1zg4OOjq6lIUJRwO2+12Tp98Ps/ac0V1TSEU4qcTHUDXH4lEksnk9vY22sLd3V26LrwHer0e7xNjBOy1x+OhpcDNkkqlWHeKdMvhcCDrHxwc3NragtDFrcHOwsXFRZR7aH8ikQhGl1gshoPt8PAQEFij0eDXBIdg7Nje3qab4TmHy6FatLW1zc7Oer3eGzduvPfeew0NDdFoFHgfdXEgEOCstNvtP/vZzyRJ+uijj0pKSjo7O3t6ejg0QXTn5+efPXsGhAjftrq6ClUcCAQGBwdpDmiu4eHgliDJBMnC71nT3djYaLfba2trScsDkUulUr/5m7+ZSCTYUAs60tbWJtKFWKZYXV3d1NTE/YPhBwqQ4GJGCoba2tpaDmJZlrkz4aiYsTQaDamt5+fn6XQahWd5eXldXZ1BzcfBPKfVai0Wi1YNx0ERzYmJSguDGaAfblqQVd4Yr0mVEvkvKDP06m5LodiksWBQ5roxlzAlo3flNiZjSwCt/OLjc/EZXgVmCPZI+eTI5iFCqgYVhYuUTyfohkKhAFhKW8CZE4/HhSiXq8q7FcoXmBeUHMjEGIhR8ldXV6P15Y3hSqIsoSwRZQYFshiXFUUhyLBYLLLDoKmpCRkUdYTkFsg1Lp0YPeFEeYdYVphBEXsD+XC7inGwoBpqBSQrq7EGdHtiQORLARCl4nJNeCn+t6Dm0EoqIapc2S8GPkyx5D9harnNBEigKIrOYDBgyWAPVHNzczgcvry8/Prrr8fGxsxm8+vXr1tbWxnGw+Hw7u5uY2NjdXU1D8nR0dHR0dHk5OTw8PD29nZlZeXk5GRtbS3x3+gUysrKJiYm/H4/ooa1tTWr1drW1kaE6fn5+fHx8b179yRJwiSK9AAAfXl5GSQHCdKtW7eWl5fb2tpw6fX09AQCgZaWFozqMF7vv/9+NpsNBALkngA6dXZ2arXacDgMGfP8+XMWs0xNTb3//vtPnjzBV1BTUxOLxeCc2FB/dHTU19cXi8U++uijJ0+esGyrUCjMzMzcvHkzmUxCy4EaYfqhnFdWViKkamxsXFxcxDPX3t7e2tpqt9vNZvPKygqzb2Vl5cuXL5GtV1dXt7W1MashZmH4IJenWCwGAgEGfXRVRCmxPxl8sqGh4eLiIpFIAKGwmKyurm57e9tms+Gj7+zs3N3d9fl8l5eX+DhZ1AVD3NTUBNFLRqjNZltZWaErNJvNOzs7smpEw7ML2Mh2awRi3NxkB0J4nJ2dkdMG1VQoFKBzksmkTqdzOp2AVIDhVFBGZM4pzrtUKsUKTAB8JCe8w7Ozs3g8Trbt8fEx+ybpsguFwtbWlsPhIEgBkadGo2HVF76FeDzucrn29vZ4aOmoOKQkSaKy4hrCYsEO0Vwuh+mbYZR1ZrxIKpW6efMmp/bMzAyuWcyagIQU0d7eXp1O19LSIknSq1evJiYmxGjy5Zdf8tWUl5d//PHHBoNhbW0tk8mgL4PZGhsbm5mZicVihUJhf3+/pKSEZ0pSd3MyAImEHWAuCgOUc7FYjEajxHZrNJrW1ta1tbVisfi3f/u3Wq0WVIlAaZbDwF0xtqIBgaXmwDo6OqImMdbTlZaVlYEiVFZWcrxi8OWp4UvkK5PVncOIrom2LhaLQAuYX6H66JkQxCHTJXuBc5Z6JkkSFCbtjlarhfgQohLQkePjY5FVC0rPJhA0QRrV+ZdRk2apXqKEoCADY+ORZ1IRR7k43BV14TnTD/ommNGDgwMWAjKjk/gDxsYgG4lEMIeQDg2+kk6nHQ4HukjmOThskG3cR83NzbxtDFqAGborqbZcVaAUhFf8J7Q0+eTiZEMTa7PZ8mqqAGQTbxudNo8kYAY6aloi9DVoshBPVVRUcK+KqoaZkDKpUTPzBJHJ77mSsvpLIK6iygpdmKKGx2bVHWGKmiJEhySKpfgpFMWiupvh6g/lFvqHot7b2/u9732PvTB3796FMHvw4MG9e/dKSkrW1taGhoZw1IEkEJt0eHg4NTVlsVhQM/f29m5vb4+PjzscjtbWVhZCPXr0yGKxELIFz/Tu3TvgdRz0b968IfrcbDaDm52cnFAmaZ8Rj3Be37x5c2BgQKfToadfWVk5OTn54osvenp6gAj6+vrq6upu3LixtLQUj8cdDgevCWbC6oaqqioExLW1tWtra4FAoKGhgYXYHBAdHR3BYHBqampra+vGjRujo6PNzc16vZ6UIr1ev76+fufOnTt37oyMjHz11Vf0ehQStKA+nw/Lv8vlam1txXtKxMbh4eHKygrJtw0NDV6v9+bNmw0NDbW1te+9916xWAyFQrlcrrW1tb+/f2BgYHt7u6+vr6KiYnFxkQzedDqNq/Ls7KyzsxPwU5Ikj8dTWlpaWVnJ0Gw0Gmtra4eHh8kNQMzGoMY4lUwmy8rKmpubib3NZrNECpMVx/OMOga2rK+vT6/XezweJpXLy8vd3V1+3MnJSSAQOD8/j8ViECednZ1EtNMjY+owmUwcmvCpFRUVdrs9l8s1NjYaDAb8PxwKFRUVfKE0MdCQ4XAYtSd8rdPpPDk5wUKaTqfxFNE68CBRQnh7HEnwDsCD9fX1VVVVsixTU0l55PQBRUcvA3kGCKYoChrL2tralpaWs7Oz9vZ2SZKuX7+Oy4JOCEi5ubl5bGwMX6YkSU+ePDEajSRTPn36lPNxe3s7HA5vbm5SyWZnZycmJr777jsmvLm5ue9973uQvvR2jx49amho6O/vt1qtCGiNRuPm5iauIc5uNCyyLHNqM2HwzvV6PQrP4+NjZB3YLbq7uxVFsVqt9fX1/+7f/TubzZbL5R49epTP55HvIQ+htb+8vGTkRSUrUMRsNtvW1kbbDf0MLEx/Q9sBic6mC2RunM7FK+HaGo3GbDbz7XMdIO9PTk4460EdmBr5UJzRjJjCVqjX61F7QuLW19eT9CQiGBGdoVenSHMswhaBCXMBOd8YHLGYIzrjPMUbSjlBNM4HB0EF5uUeUFSbR1FNFedFwEK5LcvKyrjH8JCw8AC2QrqiRqGA0Zfs7e01NjYyMpaUlDQ0NLCu9ejoqK6urq2tDQUWkGY+n6+qqgIhCAaDqN44+ZFWUdhQP5SUlAg+TxhIhGCYu4isf4zsCKYKhUIqlcrlckKcQUiyCN4ym83QHGi10M2SgcOwfpV6FNbYoqqa5g2IOlq4sh1MNEN0P/xDXgEGRFaT/YtqWgL4hGhfeGUGd+Za/lxWzUL8OFmW5fn5efo+HMStra19fX1ffvklYB37vJxOZ09PD/ooIVGxWCxouB8+fHh4eNjZ2Tk9PS1J0srKSiAQODk5GR8flyQJycbu7u7169fZKXjr1i3oZUIJ1tfX2ULc29sLITE6OqrX6xk6vV7vgwcPhoeHZ2ZmHA7HwcGBXq8nndVgMPz6r//6zs4O5gQ2EUKbm0ymw8PDt2/f6nQ6r9fL400FJZzB7XYnk0mfz+f1enHNE5/x7NkzrVY7MDBgt9vn5uaKamaH3+/XaDTj4+NGo5Fo+Hw+f+/ePRBFrVa7tbV1/fr1jo6Orq6u2tpabiytVotCx+12021pNBrOu5/85CcGg+Hbb7/94osvSkpK2FbGFra/+7u/+8lPfvLu3TtJknp7e1FpIgkm9uGDDz5ANQpuYzQa3759SyxRsVisrq7e3d0Nh8NbW1vcsuDGu7u7gPJWq9XhcHDwIeINBAJOpzMWi8H4sriK4CdaSH46xCSrykZHR1nFbrfbETyz4CWbza6vr5PMl8/nab0hvYxGI/s46+vreWI5u7HcULEQbSL6ZUzZ29uDzTKbzZ2dnZhh+CDFYnFjY8NoNNIZRCIR9lSjqCQbUq/XYxNsa2vr6+srLy8vKyuDv+ftQeTzUBG2QmsVi8X4+uDYEH2ALpLQ6/f74RqYv5kJ2KUDnvz9739/ZmaG3J+Li4uf/exndXV17e3tMFVdXV0VFRXsvUmn0yMjI0tLSzRtcAFzc3N4zBnF3nvvPZKVXrx4QcoE33hpaWlDQwNdC7pZAZ5rNBp0g0RMcPpzqZnVoPTYS9ra2vr27dtIJLKxsSFJEjZcpFLQfmKWktVENxGqzgOuUU2QxWIxFothP8Ohe3h4WFtby4jPAUcNQLydzWa5S6lqlBDQWsBYeiNmSjAA7lvQQlBB8miEYghfDXKEgprkzA+CqGNo5v4UuhIRYyuplkrs19DtPL95NRn1Ut01m1dz2ozqDmfqAQWAThEkkFMYeQ4GRJ1OBw2PXA42DiUOoxuKa4fDgcFGp8bQw/eXl5f7fD5wcgoPmBaoeyQSAWZg7SWXETIPSQ6ZwCUlJSz5QqSTz+fhTaAz6Q8wPSOKhvMrFAqHh4e0DpeXlzabjX0+BoOhqqqKvdlALHQecMP8CEoyB7WkRsvyuSQ1PkJUPoqWsFpelf8IxbKsLlYTEK6kxv2IrkWjRvGBFvCaOXVNiiBQxc/VquFTfI/C0KLRaORr167Nzs5aLBaPx/OLX/wim81OTk7m83kqGcnRlIGNjY2zs7PJyUmXy8URw70OYwSgwfqqs7MzJAyUopKSEhzZxFgvLy+ze9nj8RwdHY2Ojh4fH8/Pz3/55Zd2u72hoQE3Aqoth8Oh1+u//vrrhoYGtqwMDg56vV7gsuXl5ZGRke3tbdSztN5ofxgWGYDm5uawMA4ODoL9xmKxBw8eEF2UTqdDoRDDEwsrkslkS0sLR3MkEkF6Y7PZkLooirKxscGwYrVaHzx4AJb19u1bRVFOTk6oOiCEYP0wOqFQSFGUW7duEctweHjIWqjHjx/ncrlkMvmP//E/rqur+/jjj1nECMbCi1BvPvroo87OTrg62AiXy7W8vFxXV9fS0kL06O7urizL3MeKopDrnVE3WnDSLS4u8kyy0IBWFJmx2Wzu6ekhf2tychIaFfdkdXV1X1/f/Py8Xq8H3UV4vLGxodPpotFooVBgaiFegDjTsrIysIRoNMo2Zpp9mDYiaRwOR09PTzweZ1tnKBQix4ASxVYyHjPgF4KnS0tLm5ubOcQpsYqiHB4esnOD2oApno8DkHV2dsZfuLi4oMUGxkcxUVCDvAHGcWjBuIDaoQOy2WzMBF6vd319najrTCZDSLLP54MZomXk6f3t3/7tr776ijjDra0ti8WCdFaSpGg0Go1GiccaGhoaHh6WJIn/JQT44cOHk5OTJLO4XK4XL148ePAAbfPZ2dny8jLtM0JfLiwSTaqU2IFDxGhjYyNRR5COwODXr18/ODj4r//1vzKvGwwG4aUmlbS2tjYcDpNTw9BJngC+BYfDweaccDgMok7PgYisrKwsHA4jksAicnZ2hm4LSFYk3ilqkgA61Uwmw6olwGdJkux2u8ViQTcECg2oQEsBZk7spSzLGHzxYwg9F/JmdEmUWMoDhyZRR4CcuVyOaRt4VrQFIHXMLgx/XAQUnhyv3C3aK6s0r4K0DE8FNQSVy0vsKrQl75bMDbO6lpJ0kXN1ayHAKSMdjmR2iiGiptehAygUChaLhT6Dbok6jdiYvhDjCnjJ/v4+dH4ul6PntlqtTqeT33MPWK1WRA/0JTqdjsWfkiQht2Y6R4WObYnQR846Hp+zszNaTGqeou6XVq7s0WRM16s7RwvqqmrGTb26uFTQxqJ8Cp2zpHLJKvsh5dSwC84TRY1CFC8lxEGCtBZDqsyxxVqoy8vLTz/9dHZ2tqOjo66u7ptvvllfX7927Rqqp4uLi/Ly8o6Ojrt373733XdNTU1pdYNxIpFggzQK9VAoBKu0vr7++vVrFsFvbW0xC1ssFgLKHzx4QFWG0ujq6rJarQsLCwiWxsbGSD8xGAwshW5paYECAetraWkZGBiIxWIszgwGg++//z6txNu3b5l03759W11d7XQ6URKRuUMpcrvd09PT7e3tzc3NxICNjY01NTVlMpn79+9vbGxMT09fu3YtFotxZTOZTF9f3+npaXNz8/DwsNvtfvToEUJfNjaAc+Zyuc3NTd5Pb29vNps9PT0dHR31er1E2oJsk1AIHjs0NFRVVTU+Ph4KhcjsDQaDv/7rv/7Xf/3Xt2/fBm9pbW39+OOP7969m81myey9detWVVWV2+0OBAKyLEO18pC73e7h4eFMJrOxscHRk8vlbDZbS0sLz0Amk+nv72fXBGA4p2Q0Gp2amgoEAkV1FRHj4/Ly8v7+fiqVslqty8vLLpeLUHvoVSo3wQsYYCRJymazPp/v9PSU5zCfz5eVlTmdThBChDYcIqhasAdgGUSDWllZmUwmd3d30UzCjBIeZrVaEWqC/5DfzWvyfcmy3NDQANOMUWF3d/fi4oItKyS5a7VaZqx8Ps9SCNoL1pOB+DE6gAcC0oITSmr2WCaT6ezspCvf2toqKyvjRBgcHPzhD38oSdKtW7c+//zze/fubW1t/exnP2OZCWgHBzTryjs7O+12+8LCgniqnz9/zm/Gx8eZ5Jqamh49evT48WMubDKZxId3eHgotoVQ4wXrxjFaVJNThGxHCGF4hFmj/fjxY6fT6fV6I5EIwJ0sy9vb28FgkKgmxm5OHIPBwHxDW3N8fIwriZflfIQQOjs7A/BkusLnJ2QyGjXPBS8EIyyfhbirfD6/ubkJ2QbVQlsDg0XVxH0PCVJXV9fY2HhwcIArF1lpWVkZKwt5ZURqWBqSySQsADMZhkv4bAY7bKPMRqLgyapNkHqJX1aMgLy+rCaJa375F1IjlMxYJOvq6ugw6Pmqq6tJf+Sl8FkyNPPQ0akgM+Ti7d2OAAEAAElEQVSlMFUzUFIgQWuIAWL+i8fj7GAArmPSBQpOJBLMElQavN38iSRJpFKAjiJ04DXhdNBgX15ekqBis9lY+QDTzBd91TeiqAsD+AZ5vhjNuT70E1xbAaVSw6iLYo4UwLV0ZaemaE1E9b1aMhVVkEjrw8xauJI3RL28Sjz//w6s/yCDpq68fPlyYGBgbm4OryGSE4/HMzc353Q6U6nUzMwMqa1wBlwXj8ezubnJMstsNnt2dtbT00Nwn9Vq3djYcLlcbrdbo9FQLVKpVHd39/b29sDAAHuOysrKfD7f6OgoNXtmZqZYLH722Wc//elP2a90//59rhFdYWNjI2m3mUymu7u7WCwCVYFYejwei8USCAQ++eSTly9fbmxsdHd3n5+fP3nyhCql1WrRFs3Nzd25c+fx48fpdNrv9yMfxw+zs7PDmq0HDx5Eo1FCvG7cuAFtycEEjodcqKqqam1tbWlpqb+/Hxbt22+/dblcLS0tBwcH3d3dx8fHeAqrq6tbW1uj0WhHR8fp6anP5xsaGvrrv/7ra9euYZ/a2NgYHx9vaWnRaDTz8/Mff/zx3//93yNoOj8//+f//J/7fL7JyUmCddbW1nCgU4FSqRSuEp1ONzo6GovFyBuanJzU6XR4LqurqxcWFrRabVVVVX9/vyzLiUSisbGR59Dn862srLADMpvNLi4uGgwGq9U6NzdHV+71emFlGP66urrA9PA74x0khJ1hi2ZQlmUCx6Eta2pqEolES0sLq2nIIsa3pyhKa2srzBP4qizLiGyTySRKjUwmo9VqqZTNzc1Fdc0IIxRtPkchp63H44HcJf0Ejo0pDUMIvQ6YEg9hIpFAwAlqRJHT6XSkQzBRVVVVJZNJj8fDsIWaAwkouPe7d+8GBgampqZGRkYkSWK3SU1NDWtn9vf32cMqSdK7d+/Gxsbm5+f7+vq++eYbfujr1685NynSJSUlJMLYbLbJycm6ujqPx/P69WtRZhjcObMgQWhZ6urqyBdVVJO+Xq8n+qqyspKw2e+++w7Mg6UI1Nf9/f1CobCzs6MoCqiMIIrITHc4HJyw8McnJycWi4WUaVoxygnVFO8mRYKOjW+NmiTUItQtti0Ch8J3QrBBVRqNRk46zjIoW6wLR0dH4gYQJQqajdGTg4t/he764uKCwQJeE1MmdDsjEezV1UmRTSCSJNE0oAUFthVWejH9FNVfkppHwxh3cnJClF2JuiuGwx1yBz0HJ22xWERnV1JS4nQ6+cbRXlFuRbwf5Y1/AlZM6hl3Nb0pSXiKokQiERZk0kAoilJfXw+vDFjNX4PdJ1eSZB9cQJwAmUzGZDKBbJ2cnCDHJV0SQZ8kSVgwwXI4FuAEhdyG75HIC25+PousKmZFgRSFUKem4lHv+YKuMpHirxXVfZwC8s2r6zP5t2KIFHA6hwzeJ5psQcBns1mdRqNpb2///PPPcYsnEonR0dHS0tJUKsUcQzZKIpHQ6XRDQ0OFQsFut29ubuJOIYafzoLlaizzwtoF+bG0tAQ6REr706dP79+//+rVK+HXwVM/NTX1gx/8YHNzk+nh5cuX+XyewLxkMrm6unrjxg1SM6hDJycnfr/f5XI9f/4cQa/VarVYLGtra5ytbNIgrbGxsVFRFJfLBamwtbX18ccfb2xsRCKR+/fvz8zMkMHd3Nzs9/uHh4dDoRDLIAHuMVyilCsUCrdu3SoWiwcHBwMDAySz6/X6/v7+1dXVQCAAGNvX1xeJRLa3t8/Pz8PhMHIMerEvv/wSXkqj0fzJn/zJwMBAdXX15uYmctN8Pk9iu0ajwe2E8g3D6+eff3779m2dTtfa2lpfX0/WoNlsbmxsDIfDEHtGo7G5uVnwGYqiTExMeL1eES7qdDpra2tXV1ePjo42NzevX78eiUTKysqWl5cNBkNfX9/e3h7G5+bmZqQ97MWEHkPzCZqKb4TDDlSwurp6Y2Ojvr4eSU5JSQkqechdnkBS3UOhkNVqhVDZ39/PZrN0AICNXq+XCsQHBP5CGAJyYrFYkGAcHBywA5kiUSgUotEo1DWHZiQSgaZCikK+oKBh6LUJi1DUNRoMEGBlVFOr1drY2Gg2m4nDRVAKzYOXCwEtblr6J5fL9W//7b8dGxtjSRwlDX6IGr+5uZnL5To6OpBtg9mWlZXdvXv33bt3iqL87Gc/w20SDAbfe++9N2/eXFxcTExMLC0tTU1N8RVUVFT4/X6iZQuqdw1jIndvRUUF9YDDPZVK1dfXl5WVJZPJH/zgB3a7/S//8i/hoZkOSSHAqcWCqurq6mAwyIGCh4R0OoZmp9Pp9/s9Hg8FEqgANU1ezQQgp5CwLdGRMBkYjUZ4GZ1OJwKEOXzz+TzeCeYqFBWAAfCUoVCIY5F/sre3R5GAj2fQyauJa5WVlThEASGYovgSZVlGCAqsSvQYpCx4ZlF1NUiSRNdFJlQ+n0f6ALgK/kFXR3UUA5BG3RPJj6PFp3JzJcEh2eRFJ2E2mx0OB7EtwCcctlCh6Ie1Wi3tmsFgIEuWKVZRt6jynu12O48huCWb1FKpFNI8jUYDU0P7xW7EQqHAXQQJjdINIhATM3M2iVrxeLy2ttZoNMbjcaSR8PFms5l8SoPBgFMcoz+0N0WIcsVICopOwyHwWK4koqSrpZEyRkXMqWtw4J61anheQV07I3pidLD8K9GZcZX4vvi3cLGAvUKgxIvIJpPJ5/N99NFHHo+nvLy8t7f38PBwc3Ozvr6+oqKCxHrmla6urqmpqWKx2Nvb29vbe/Pmzb6+vg8++AD8+uuvv97e3satsbGxQQXSaDSIIfmSUDe8//77wIAnJyfT09P7+/s//elPQ6FQa2srydcjIyMnJyfXr18nDCGZTL58+bK1tfXly5cajWZqampmZiabzcZisdu3bx8fH4+NjaVSqefPn5N5C9uUy+V8Pp9Op1tYWEin08QKn56e7u7uQux/+eWXKEWfPn3a1tam0WiuX79OgxkMBgcHB4m429zc3NjYYIdUW1uby+UyGAzBYBD5ZTwev3btWiaTmZ+fT6VSbrdbp9MR6QD4WVFR0dvby5fR0tJit9uPj49bWloePHhQW1vLAIG/pb+/f25u7tq1a93d3TU1NZFI5NWrVy0tLZWVlTab7fd///ffvHnDgajVamHFWAb7b/7NvyGJ7fLyMplMNjU1jY+P7+7urq+vb21twWOjQWU6j0ajBP9CACMHAPPs7Ozs7OxcWVmpra212+2yanlmbzbDTUtLC1rcQqFwfn4eiURKSkqE4T0Wi1Gr6JNIh2FCgtZiUid3DUijvLwcxAx9pt/v93q9hUIBvyzGAJAlRVFgWC8vL3E18MzwvKFoVxSFTAC6kLOzM8y1JK/SgDc0NMiyzOgTCoVAGkmHMarR26zWoVunU2ZcAFOtr6+n6ELngD0CNVdVVSGfjsVik5OT1Pi3b982NDTgiSR7EorI7Xb39vbq9XrE5Kenp/Pz8x6PR5KksbExzOPhcDiVSvX09FxcXAwPD7e1tRG/cO3aNWZfPBhoLrgN+LDAgGBiZrN5YmKio6OD4wABCMGWP/7xj3ma4A7pHra2torFIl8um9dMJlN1dTWVBokH2ktOUofDEQqFcHNCM9OuESNATA/dMH2MVqtlRsH1wbyFXpfviOgoZkoK/MnJCYESQGc1NTXoiYiaQhnEuS+AdBrHQqGAK1RkonJMYyoVKQdHR0e8DpNZVVUV9DxZCjRYIr2IoxzsGvCZUgeayhnNr6tzj1bdFkmbhUbdYDBQMrl0xWJRqMAYyrFdJhIJ3jnCH5PJJCYwQqyAIkgIElFujI+kigKNWq1WUWvpFchJvhq8R69vMBhisZgQ6pMzrNfrya/m+vN1cA/EYjHKcENDAxJlIiAODg6y2SyCZLwoFCGOIxoX7DT8Nbo3qruI3KOw6a4kygrtj04NK1BU64jQDWXVMMW8+ovHQRykAgngnhToruA1xYQqNF+SJMlkcZ2dnQUCAToUUKx8Pm82m7/55hvcbHa7HUxPo9FsbW0REbK5uZnJZEZGRnK5nMvlCgQCPAncXgwfgIFlZWVdXV2RSIRDig+ztrb28OHDXC6H9QUNBYszEbKT9NbR0cH6T5PJpCjK6Oiow+FIpVJ7e3solfL5fF9fH6uy4AaQcrhcrvLycpPJRFxAU1MT+p1IJOLxeJqbm1kEVl9fj7Lm1atXpaWlwLnFYjEajbLG0u12AxK+e/euUCj09/dvbGwgYIlGo0RU7+/vc8jmcrlr165JkrS4uAhaZTKZsL7gtsY+QTjA9vZ2Z2cnHP6rV69SqdSPf/xjFJtms7m9vb2+vv7ly5e/+Zu/GY/HP/nkk++++w5Bx4cffihJUiAQGBsb29ragn7WaDROpzMQCJSVlTU1NWHacTgcW1tb4CHHx8dLS0tl6qZJv99///79kpISAvPgclgNJnaxkcek1Wr39vZYpOz3+wkhIju0tLQ0FotxvB4dHZFj0t7ejjwVXo1k2p2dHeRIIs0EvyYDMYpWXgG5IBaa9vZ2PgimFO71lpYWBhR8FyUlJevr6z6fj3BHetXW1tbm5mbSVkE4WabNeimsAoVCoa6uDqCCvSV0wYxHPJN0lzU1NS6XCxAbZp1zNh6PA+eyI5CzmymN9qupqWl4eJidoIeHh+vr6+/evcOeu7CwgHuEpwwQmODs77777i/+4i/evn2bz+erq6vr6ur8fj/7yOx2u9frjcVis7OzcHU89mhbBDjJNGM0GsvLy1miqdVqd3Z2mBIODg5cLtf4+PiTJ08ODw8h3Y1q4jlejnA4jAyQ4sdMAKTJaXt5ednQ0MBIF41GkajAnYMBgjTSs/KUoTRh5qNXQ5ApZgguOx6VpqYmaEUiMhCUURvcbjdnCGQquT8MTLDR9OharRYT7bm6ggNajmLPKElXRHXn3GRnHBiduJIkGGhUEyFytkwmgxeLE5ZayFcAwS/UQIKNA/OHC8ewSKadGHokSYrH43SKkLL8E2JvyZdubGzU6XTsg9LpdCyvLRQKgKtw0oqilJSU2O32w8NDcBG9Xs9wTO4STQ9aE6oX9YYtgbW1tTzgV+c5RnCRNgWfXVVVVVtbS/hMPp8HrufBLBaLYkkfel3CELhFSaIQSLtwgAjAlkmRIsdf4w4RfyKp2RGKmoFAa8ITwR0iqanuzI6oT4SwSLqilc2rRnMxzgqMV1HjFOBT5XA4/PLly7dv31IDFhcX5+fnw+Ewy0WHh4d56oxGIx6dyclJQEioJvTiQ0NDHo+nurr65s2bKOZZNF8oFD755JP9/f2GhoYXL17Mzs62tbVVVlZ2dnY+ePDg/Px8Z2enqalpa2vL5XK99957BAn5fL5EIlFdXQ0llsvl7t+/j9/x5z//uc/nY5Owy+Wqqanx+XzPnj1jF8Ta2lo8Hif6nEuG+4qwb8KoZmdnMSYiNmFJMgghBAY02y9+8QudTgdyqygKmilyZ1ZWVhobG9++fcujiNKhr6/PYDCcnJwMDg6yX+Xu3buIMzmmz8/PA4EAofCKooiVIGz6vbi4WF9fZ6XJ9PT0z3/+85mZGd7qrVu3/vRP//SLL77w+XwPHz5877336IYODg6IRrpx40Zvb29PT4/ZbL558yYGVrvdDipCZq/BYCAvqb29HbflwcFBVVXVmzdv7HY7gziXmqvKfMaB1dXVBWmRyWSIRstmszTdMLs4f0pKSmhjWYhxdnZGNM/JyQmydRpzWZbZbcSuaTpN/q0kSTxRhHvpdDoikIhBZiqtqakhph+TJcscSktLrVZreXk5Lh30SsJ+4PV629vbeYVsNmu329fX1+m6DAaDzWbj1CaVXmzVRghQVO1iZ2dn0WiUrzuVSq2vr2Na4C1BZOKTubi4+I3f+I3FxcW+vr5wOOxwONCyMQaxYIcMaFSyHR0d169fx7U1MzNz79691dVVFOm8h46Ojt3dXexPsixvbm5arVZKKT4rEZVHxy3QJ9i1uro6cgbIBCDoI5vN3rlzB7039qR0On1wcIB4FUoYB7DAA7HWRaNRktWYGpk4BW5ZLBZ9Ph9zDOprhGDIjlhzRp4+Ch2NuhyYqYXQdrPZbLVawaI468HwTSYTEamBQCAcDufzedTdQBdQpxRdpp9YLCZJUnV1NUNVUU1ZA0Elug/aDyAEbJzhUqcGKXBQ0gLiSgSK4NtENZa9ko9K7yKpZn9F3Wklqek2nMKymkYkPr5AaGVZprOkihQKhVQqhfv87Ozs/PycxGY6CZ263Rouo1gsplIps9kMeZFKpTjcoAZAbpET069IkiQGRGhI6g1IL8gzEzA6BllNl4U9bWpq4qfzdCeTSUmS2ANvvLJmi7eXTCZxBHCw4NqkPWVuVlSpjqwmoeIUUq4k+CtXDDxF1fkqqqyouLKqfRVTPv8E7bTQ6+rVDQEg55JqVhE/EeBXMJpiupXv3bvn8Xjcbnc4HCZNdHR0lLmemxVHwfr6ejwe7+npEZzt4uLi8fHx5OTkxsZGKBR6/PhxKpXa3t6+efNmU1NTZWWly+V69epVoVC4fv16Lpf77LPPSI/z+/3BYPCbb76ZmJgIh8OJRAIpoJjBDw8PKyoqnj59yn3AAzk9PU2KQjgcrqiomJ2dDYfDL168ENHke3t7AwMDPT09c3NztIElJSV4ac1mc19fX7FYTCQSra2tAwMDtbW15eXl7e3tiqI8fPiQTZ8lJSW4aMrVnY7t7e1bW1vMgkg5SPlpbm6+du1aNpsl5B2gb3V1lR+6s7NTX18/OzvLYkvmtmw2297e7vV6iYY4OTlpa2szGAxdXV3ffvst7szp6enV1dWmpqaJiYmvv/76+fPnT548OT8/12q1LpcLj00sFltYWPjzP//zYDCIb5I74/nz5yg4xIrj4eHhkpKSnp6erq4unhZUiDgcuF8pA8TydXV1mc1mNkDl8/mKigryCAlvguRgqUs+nydLCFeWoihszgENZqEKXTz3GSABDxLgant7O8lNsF+FQoFTj6cFXorvlIcBVDwYDKJob21tJX5Mp9N5vV6tVmu1WhF5IuZsbGyE+gLbROYXCoVSqRQJDxByCGhxQWCrVxQFVFOEtfL92mw2zIX8YnEpJxEgKtJWk8k0Pj5us9kGBgby+fzIyAgtFF8uNjhZlj/66CNJkpg7oVEdDsfu7i7f5vz8/Js3b6AS3nvvvcnJSY/Hk8/nP/30U5fLhVAWa/ze3h4cM2wiYKZOpxNvlelwdHQU2oWl0Ol0enh4+ObNmx6PBw8SrSHnMkcJPcrJyUl9fb3BYGCMwCcAzmY0GisrK8Ph8Onp6d7eHgOlIO00aqgNLmRGc3QMZ2dnSGCSySTTJ0A0yW3Ug3Q6DfuAdFlEt19eXnIxGZ0vLi7KysrgfTFWMSiQUpRXN3sgsgUzAMkEEqdeUq74PcYkrVbLKAYviBVEkiSmPVBldEagaLlcjjonnLKM3dCcQr0ilJz8nhrP4MsXx82GGgtqkLkfryo/LpPJkBALL4i8v7KyMpvNBgIBl8vFSMdMT0mWZZklRQS5MFCyzo+6yxSu1WoPDg4QXqXT6WQyqdfrMbTASSMahwI4PDw8OjqCRYYIh7IhGR96kr8D24rYgt4aES/znKIG8VAjeT+ymhOkqIGFoqrJ6q/iFQus6BFpdnlBmhKBuxKIwT8UGGxGXaipXNF5yWrAghAGymom3/9HVP+3//bfkslkb2+voijPnj374IMPaKshn8/Pz+12ezQaZdBeWVk5ODgYGhra3Nzs6OggchMZ0erqqt1u50lAfZNOp9va2lCscfK2t7evrq6azWbqDVq7ZDLZ2tq6ubnJrNbZ2anX65uamra3t9va2tbX15EdidXwo6Oj4rj0+Xzj4+PRaBTd//DwMKF3bBw7Pj6emppyuVwwDaTE9fb2Pn36lBWYs7Ozd+/ePTg40Gq1i4uLBAfOzs4C3IfDYUVRGhoadnd3HQ7H3t6ex+Ox2Wwsvnc4HKurq2NjY6Rlvnz58sGDB4SnW61WgAhWJyLhIx4dpdLg4GBpaSmh2+vr64qisCfP6XQuLy/b7fZbt24tLi52dXW9fv2aiJ/Ozk6WL/7ar/0amVuVlZWPHj26c+cOBhhJko6Ojqqrq2dmZo6Pj9va2v7mb/4G8kzQb/l8Hsss9O3Q0BAWt0wmQ0waMIjb7Y7H4x0dHSaT6fHjxyTp5PN5r9dLuGgikXA6nVtbW4SUkhFPcHFTUxOoIw/b/v7+5eUl1kC6VLbiEDnU1NSEYB1ddD6fJ87w9PSUd47xV6vVEvnLibC5uVlTU4NQheMMKoW6zm2DtARjKOxpLpdDp6DRaOiLOdQ4nfFZlpaWAmNwrRRFodt1OBwtLS34EUUh1+l0YGtsHuX1SSW8ffv2Z599ptVqf/SjH4GSsbmdXz6fb21t7eOPP5bVqGuceS6Xy2QyTU5OPn78uLKy0uPxuFyueDz+4sWLe/fuvXnzxuPxLCwslJaW7uzsEAHo9XqRyCKyQKABKk7RIojxs88+y+VyP/3pT/f29uLx+I0bN8bHx2tqan7+859rtdqlpSWeL1yter0+Go2itTEYDJlMBjaR2QtnNn8B2ByYFGUy9Cf9E9lSRLrgc8jn88hNi+pWCioZA1axWMRFwwlVWVkJKkOpK1N3ODOuMYWDaWOpZCZm6Ce2ZW9vj2LJZxHCH62aZkB8DxxhOp3mdCZjiIEBaEQgXhl1IylQHjMTcwldKX+BI16MoRp1+YkwzMD6Q83S04PrCuUROQ/YK7mwDOJ4Q0Uxg57MZrNkGuCw1Gq16Bb39vYYxAHPT09PsWzxLHMpWHJCp0uKBU1MsVhEA0hzCbQALc3NT6dFuxONRgUKSiEkA8GgLvpGLJlXAx9EVYN9l9T1lggURGaQcsVJIi6pRo3To+zJqmtTUm0h3MBiUtdqtXxZCG6Lak5QURXT8m+LahIQX1ZBjeUTKLGozUzPMoNdJBJ58eLFnTt3YrHY+vo6HNLi4iKNJ9dlYWEhFAqxOvj8/Pzly5dv3rwpLy9/9uwZ3jjMxYjXj46O2tvbDQbDzs7Ou3fvvF4vGe7FYhE3VVlZ2dHREQErMzMzOp3OYrEgY0EYgjMaamR/fx87nU6nW1tbOzs7I//2o48+Qu/+8OHDsbGxt2/ffv/736dtT6VS0WjU5XJx+1ZUVLz33nu9vb1sCgsEApFIZHh4GE3s0tLS7du3uQngQoA1RkZGuGPS6bTH4/H5fM+fP8ermslk3G53oVCYm5t7+/ZtbW3t27dvl5eXPR4PagLivOHP29raCoUCyQMffPDB3t7e8+fPGxoa1tbW+vv7CYI5PDzc39/v7u7u6en56quvFEWJRqNoc+bm5qipBwcHW1tbIE4Gg6Gjo2N/f7+np2djY2N9fb26uvov/uIvsCeCjjJuUrRu3rxJ+BaRb8CSWq3W6/WiY6qtrcWrvru7i9aGLW/xePzg4ADNC5KxyspKNOu0kOz/AzO/uLgIhUI1NTVCKM9kIMsye2mIMkDVmU6nERDW19ezU5P6IRLSWee5s7ODpj8ej7NbFGEnok2Xy2W321m9m0gkSkpKgsEgmkzGSp5JqgJcO4WQvEZ6Zxgj0lWolEgMkIOijKM2MNAfHBzU19czsmxtbe3s7KRSqdLSUvbU/tZv/dbCwsJXX31ltVqbm5utVuvLly9fv369sLDg9Xqbm5u/973v8eTPzc2dnJwQdmgymThQ7t27R6oRiCgJIYqivHz5Uq/XC0lzIBAoLy+3WCysOMVUICyMkiSVlJR0dXXdunWrr6/vxYsXWCdv3rwJSPXnf/7n6+vr4XC4oaGBGZQBhf4dfAXPH+cFhxfxaUSPdnR0YHWFPYnH4wIfRiFI3oJWTd4BISQijoGJ0xZVCLMaZzqlFC8ZFQX1dTwe583wkDLQwIxSj2EBmKch7dB+Mz1Qq+gGZFmmulNR6DMAYKAMGEBRkoNq8q4AS2hGC4UCWXHHx8cwpsxMDCgCxRUSzaK6A1IwbQzfZWVlhDgCdEENQCTzG9AFm80GiBKLxbifmcVB1IGX9Xp9KpVKpVIoRYuqjwKCn35RVnOks9ks+CKtg0A1q6ur4/E4iDQmFkWVyeh0OqfTyRdNRSHI0Ol0wrBQWurr6wH5i2ogH6QvL0iNVNSAdY26Sho0nsgeRRUEiclSSGQV9ZfgjCmHAkHVqvZN8SLFKzbQwhVTphglRT0W35RGzYXnvfFu/4FApeDbbDbuJ7fbTUTqu3fvRkZGdnd337x5g/3/+Ph4YmKCSaurq4v3ZDabMUePjY2BjAEIGI3G5eXlJ0+eNDU1gUKwOYTP1tnZ+ebNm7q6OrfbjZqfhMmdnZ0PPvgA5/Xbt2/x6l1cXLD0EWNMIBAwm81ra2tHR0cLCws+ny+ZTLKxubW1NZVKJRKJoaEhumNCvIQbJJfLeb1er9dL4sGFmnI+PDxsNpuxbBIggK2Yg8But/f29losloGBgY8++ujk5IT41t7e3mQy2dbW1tTUdHZ25vF42tvbCakpKyuLRCKY6Nk2iv5lZ2cnFov19fV9/PHHq6urkUjE7/evr69fv34d85zD4WBjBqE/k5OT5+fn9fX1L168eP78udfr/eqrr/70T/90e3v7r//6r589e9bV1TUzM9PZ2cl3/0/+yT9Jp9O///u/v7q6+qu/+qsajeaHP/zhb/7mb965cycQCHDQ19XVVVRUdHd3O51OrNzt7e1kWRwfHyPMATZAy4cKlNbb7/fv7u7SbHKGMmjW1NSsra0hlWSObGtrM6r78yC3UM8iT+BpQc4KUqTVau12O+MOyKfJZMpms5xlNTU1aIlBJrG4rK+vc7qBw7BUEmsmq3UwoZI8UF5evru7y8cMhUIIqg0GA+tcMpkMqXioKuhVUWRAMUqS1NzcDARdVVXl8Xjw+XD/Q+BhJZqdnZUkaWho6JNPPolGo4g8+WuSJLW2toqhs1AoXLt2bWBgAJAZGfbh4eHTp0/R6JFKk06nbTYbABftWkNDA0cV5ztOc2ZoGhSNmhNUW1tLhJPNZmOw+P73v3/jxo2//Mu/ZIE2RQsMk68VRQkiFL1ev7+/jy+Q4xtdLuJk8ptIIebgw7UphkLaUH5Pl0ZaBfCjYKQg4WRZBjmn6CaTSWR0vBNSLzwej1arjUajkUikpqYG5S0qRcFFCd0sNy3JG0ItgoW/tLS0urq6urqaXBvGKSGvFUwB9ZhKxlwIkIvkgvLANMbXQTHQqFY/wQIW1fjWXC4neE1SZ6Hwj4+PYQ3p8CorKznQ0fFyN7K1kO/CbrdzYtMokKLHHYtggicCGo+GgNBa4G7+Icn76Dq5z/P5vMPhABjgw7pcLoA9dGcEoqVSKQThkUgEzTDCCK1Wi9tVp9Odnp7CW9fW1nLf0jkBjLNLnPuEd3hVuQNlK6kKIALtQBcogVcFtPkrKzYL6qJpCm1RFSXw7V8tlpIqnUUqyL9iIJbUyHhRUEXFFZVY7ujoYEfPw4cPUfrV1NSgTIvH43fv3qVPj0QiWA4AxM7Pzz/44AMElkx7b9++ZUAZGBjo6upCuM89MTQ0RAIFcC4nC8I2nP5Wq/Wzzz5j74xWq2V9NAo6Mt6Y4SifDx48iMfjGAoRIn388cfZbLa2tha24/Lycm5urrS0tLGxsaamhtkoFAoFg8FXr15ptdru7m4QPJ/P19vbe3JyMjs7+/jx45KSEiS+wWBwenoa9RAZniaTaWNjY2NjI51OJxKJ0tLSDz74IBwOo7PY3d0dHBwE7t/c3OTJNJvNS0tLNNpNTU2Li4uFQgEvVC6Xm52dzeVyn376KZWG/yUPva6uzufzbWxsDA4ONjY2dnd3Ly8vBwIB5Gp+v1+SpL/927+trq7e2dlZWlrCcmMymX70ox+RyypJ0sDAQDgcfvjwYTwe93q9ZMh98sknn3zyCXPMZ5991tPT097eTlHXaDQE63NSACl7PJ6amhoCvmOxmF4N9QBXgfPX6XTwheiryZmsrq4mhoI7lXW79M5cHDHBJ5PJSCRycXHR2Ni4vr6+trZWWlrK1h2W1TDncdKB/3MBg8Eg3cnh4WGxWFxfX2crQCgUotgvLy9DKmu12urqaqodekuWjNpstlAo1NLSwgxKWwawyTNG28tOG055r9eLfTkej6MjI3+uqqoK6s7tdvf39wP+/O///b9lWZ6fn6+vr+/q6mJHmyiZ5Nzy+9bWVgDzX/ziF6FQ6Nd//dfBinU6HerZ8vJyr9d7586dXC63u7u7sbGxu7tL3ncymYxGo3q9nr2wYBuKotBx1tTUjI2NvXv37unTp4VC4fvf//78/PzCwkKJusoYZBK6DrRQiF9QSFGWGGQrKiosFgs6LO4cFFIUSAxIJpMpkUigVi1Tt5Qg/xF8J1g6dV2W5bOzM6J8zGZzdXV1Y2NjVVUVyz2osoReFQoF9Nt0/dTU4+Pjs7OzYDCIXIVpJpVKcZKSgwEdW1FRId4DDKvBYBC6h9ra2pqaGuooKtxsNkvKbkHdHMntREaV+H+pzbxDGjjmUeBl3I1ChyKrkaoIWelR9Hp9TU0N1nD8zdCQ+XweXynBGnAcWq22tLSU1QWgOMy4bGWA9LVarcBRPEd0olxA+jCaUR5VXhDLH1gxb5VIUZ/PJ/S9dEVaNZuCJwWWnZQDXhYgQbgwoGyJtgDohvEVrlbeDz9UUm1RAt0Vg6O4ecSf8+wY1PAj8QpM9gU1mkAQ/HwXjG1aVRjMK2vV5HpZXd7JtdKqeYcFNWPvH6opG3r39/dZh7a0tISN+ubNm9XV1V9//bVer8cYd3BwMDc3F4vF8OK8fv26pKRkfHxcr9e7XK6qqiqn07mwsDA3N3d2dtbd3Q1WzriWz+fv3bv3gx/8YGtri92kqOS//fbbyspKp9OJzyGfzweDwSdPnmSz2d7e3vr6ep/PBzN6fHx8586daDSaSCQWFha6u7s5wV+9erWyslJTUzM9PY2GnrbrxYsXBJ8GAgFS3LLZ7O3btyVJIm82m81OTEzE4/Hr16/39PT09vbCrkmSdOfOnbOzs8bGRnbl7O7uYkW/devW7OwsMUDffPNNWVmZ1WrVarWshqYwo2aanp5ubm5ubGzMZDI4/AYGBnK5XCgUOjg4eP78ebFYbGhoePbsGaIkvPPEzT969Eiv13d2dhJWADjz3nvvEbBeLBYhk9jgtrW1NTQ09POf/3xycrJQKLDb5PHjx2/evGloaCgtLbVYLPfv38fEsr29Lcvy7/3e72FpBVYdHh6emJgA5BwdHW1oaBgZGSGTb2Fhwe/3A88Wi0W8Zd3d3ZwRkUhEyGIJuc6rEaxFNWuDE1yv1zc3N4OnAVEKFBHpB5C7w+Ho6uqCh8hms2wcDAaDmUwmFovlcrnm5mZFUfC8n5+fk1qO6KOlpUWv1/f09MiyHI1GKR7r6+s08uFwGF9dSUkJa+45OhsaGnw+H5lWiqJQLcRzwqMIxVVVVYUvXqvV8pZYd1xfX4/xDn63urr6t3/7t3/xi19wVmIxhELjHpAkaX5+nqPzxYsXoJRPnjxBGo16mUDms7Oz169fsy9lamqKqQXsmpOLAwhes7y8nD4StBNuzGAwbG1tMbkaDIb+/n706pyt4rCmvHHNubaVlZV4Z5mrAK5p89FAGQyGaDSaTCYx9cqyHIvFKG+An5y/WCCYz2KxGO1aSUkJsxoMXFqNSr+8vOQ7guAIBoOQC3jeoL1pgLBjnp2d8bNQ0BSLRTKWqVuVlZXEWXOsX1xc8P6pdnz7GCdwUHCOg0tL6qJKiEkIXYql0Wg0m81M2waDgbWDp6enlMmLiwtcvxBbzE+CfpNVVz7VERwVzpiJPxaLgfRihcpms9xjZWVlNTU1Wq0WtRQGEog60rKY9QGlAbHJ6gPnJKSXogVjyk/c29uj9J6dneFN0mg0oE2gqby9hoYG9K7onsDhyCWlUhIzQnlmmD45OeHOgZZid7oQ5RK0BHoPTK3Vas1ms1YN9xFD3lWtLA8j/4TrqVGtIHyz0JYCwNCpWbW8FDCJqIKMjIKLEeQodZQXpCrn1aADXpm2QPOf//N/NplMpDSxnxLZ4dOnTycmJkhsWVtbczqd3ByDg4Ochul0enV1NZvNkixDGs7Ozg6acnoorI00HdBvgO+Li4uQE0NDQ5COL1++nJiYSCQSoOFVVVVIc+12OzleiURifHx8c3NzYGDg3bt3165dQzDChSMwyGKxNDY27u3tra2toRnb3t6GFT89PSXyxuVyUcUzmczS0hK3eFtbG1DtvXv3Jicnb9++zWITmLxsNovKH5YrHo8Hg8EPP/ywWCzOzMz09/cDsJycnGxtbY2Pj8Orb2xsnJ6e3rhxg3Dzy8vL5ubmw8NDAtgYX9ATzszMFNSMJP6tzWbTarUGgyEUCm1ubo6Pj2u1WqPRuLq6arPZGKoWFhaAODDDpdPpWCz26aefarXaeDw+NDTU29vLF7+wsKDX65eXl//RP/pH8Xj86dOnkiT98Ic/DAQCW1tb77///uPHjyntDoeDB2lpaQn1OZPr+fk557LNZiM/r7a2Fv91KBSCnoGV4caQZRklDjM9mQB+vx/Pg6JuI2JQ4LAj/IEm8eTkBESdERmeA6sMPNPe3h7sC9mqHHwMr0yixWJRLACAXNFoNPwrVo0WCgVi/8h/YE0Yzx6sFUeMwWDo6elB76bT6crKytbX1zs6OuLxODAaDwgw4N7e3sTExK/8yq/86q/+qiRJu7u7W1tbRqOxpaWF6B9Jkl69enVycvLxxx9fnTv59b//9/8+PDxsbm5+9+6dxWJxuVwWi+XRo0eZTAa+n2yNqakp7Im7u7uUdjg/AEaORcSliUTis88+6+vre/PmzenpaUdHB16vohpAyFIBRVGqqqqQETH5SZJEughHc3V1NV89pwluZvpOpNQcUpFIhEMN6pdhnfuBFJvKykpOfEoaQx4hMnxrer2e8nZ5eUkt57ID4lVWViLWZTKwWCxUL7BxuFX21bBIjjEA/TYDEKJocc4i/OFHUO+ZTnDycLjrdDrGL1mWgRkpBoVCgb9GUBRX4FLdv8a/Eugfw40YOpEUISk3m80FdUEVWhveA8Jy4tc5ysl4isfjbBvl2Wd25CE1Go1kaGSz2b29PbLxONVZG4xJlEYQRxw9Dec56gRuA34cqA9pHpj4wdhLSkrOz88B4bh0dBgWi4VCznNEpgczD4pf0o54t2jUAfwNBgNmnoIa+iOr29RlVfXKQMmDTCWjxBrU1dNpde/9VYmQoHUpjfkryQbSlWCgohqdIZ5Kfgo3nqCBtWqwsAzVzEOeTCb5eLDiCwsLLPMbHx8nk8ztdl9eXq6uriaTSYPB0NvbOzo6ylv3eDwsYPJ4PGBura2tkUjk8PDQ7XaTO5pMJhFNtLa2joyMjI2NMWdMTU199NFHdJR4P168eJFMJm/fvu33+2l/TCbT06dPUfaeqJviSRhoaGg4PDyEfyY1ntj35eVllrLW19cPDw8vLCxks9mZmZnNzU2yvDs7O4eGhtALYBU4Pj7u6+uDU+nr6xscHCwpKfH7/WdnZ2x9AiVuaGh4/fr127dvrVbr7Owse31Jznz37h16TjapobDv6OioqKhgKEdu4PV6FxYWUGzLstza2qrX62OxWFVVFQJUGk+YA61WOz09/ezZM07qjY2N+fn5Dz74QK/XY5GkZptMpq2trZWVlY6ODvagvX379v/8n/+DZJeSiW+dZHkibE5PT8fGxr73ve8NDg729/c/fPgQgcO9e/fu3r3b2dmJGTyXy52enm5uboo5hjAEjmD+hFkHYRfjF/Am8yg4GA/Y1tYWliFomJKSEpvNFovFECHrdLpAIACkFovFWBrqcDiyagC0zWarq6u7vLy02+34/ygJNpvt+Pi4tra2qakJRxq4MY+Kw+G4vLz0+/1gcdj+uNsZB2ENOQHRXaNA4SzgrEQBQYzG7u4ujQK6U47IwcFBHnidThcMBoeHhymZX3zxxeLi4tjY2CeffMInwt82Pz/PdAVE/OrVK5vN5nK5Dg4Ovvvuuxs3bmAFvry8hK5raGgIh8N+vx9Y+ODgIJ1OQyZR8+DqsMQsLy//+Mc/JiJDkiQ4SGoqnBMuhWKxCC9Fa8ggW1lZiakDdR6m5+PjY/SiYCoccIwvwHEAxZxcmMoRXSMBRaeNwITDCGiU9jGbzZJoARlG0i+1h5Td+vp6Vm1otdpwOAwZaTQaiS8XQChiQwgFSuOlukhSOE0ZtcE8yGa5vLxEMCWprJ6iBqsC6/H6zGGA4bR3zDGgzZDNJycnFHu9upFDuuLTl1WzJj9Cq9XS8Anxs3xlKYrD4UDmDVJCR0Lbwb2aV3OSLy4uiBwhkpCiyDvMZDIWiwV1nkajoWVnYxo9JSFfKD+4K4rF4tHREVgargcoVa1Wyy2H+l2SJKCaioqK/f193NugJmiLWEhOlSorK6NpBkZCDcBwD6sqYiXEiMnkxy8uneZKjoFQvSpqYCFjZV51WmvUnWJCByteGamt5op9VqvGHYgfLb47Sd2vSfWVCVyGb2evcrFYXFlZaW9vdzgc09PTDx8+nJqaYlsvmfojIyPkblBuFxYWeEPn5+e9vb28CGLXYDAI3VgsFuvq6rq7u+mLt7a2ZmdnTSbT+vq60Wh0uVzz8/OIEVpbW+Px+EcffVRVVVUoFO7cuVNXVwcRMj4+XlFR8fr1awRHk5OTBwcHm5ubS0tL3d3dbre7WCxCB87MzJBOwqNiNpvn5uba2toaGxsbGhqgPegcSeqKx+MLCwu9vb0cwRsbG6zknZycNBqN8F719fXt7e0+n+/s7Ky9vd3tdhNLViwWg8Eg2hBZTfpfXFxsampqaGjY2Ni4c+cOMQ5+vz8ajSLfBX7Z3d2tqanB7Y48JxaLEbOQSqUIZ2loaEgmkzdv3nQ6nYeHh5FIpLGx8b333vvFL37R19eHsy2bzYZCoYqKinA4bDKZ/uZv/uaLL76Ynp7O5XK/8Ru/sbOz8+TJk5/85Ceff/65Xq+32WwrKyv0aOyZ+fLLL1+9eoWG6/PPP4dT1Gq1uVyuvb2dCJLj4+POzk72kVmt1mg0CumCMuX09DQcDkejUQJOT09PgZ0PDg4A7vhEqVQK8VdLS4vH45FlOZFI8NAKCRy8F3UrFApRUKnKbPCWZRmUj3iaSCQCdep0OkOhUG1tLQkmZWVlIFpnZ2dEFhNgxp6pkpISxhS8T9orG3c56ykVVA4+JnnCmUwG22goFDo7O/N6vZy2KHFsNpvb7aZjq6io+P3f/302ur979+7TTz8dGBhgVTX5zKQHMGT8j//xP9bW1qqqqiYmJnK5HDFbnZ2dmUzm5cuX29vbkUhEp9O9efMml8thHqXjBONiUTlMM68JhLi5uXl0dHTr1i1kCtj1WltbES4EAgFuG0VRiCElvorXofYQJMRxU6YuroETJaEGKUc0GuXkggGlPqHbQr6EJhZrAYQl5QHvE3MJQyEjF2Q2TSqyMoTWGjVljZoUj8fRyMDPAb0oirK3twcIwao+1hoyp/Jx2MNK4Al4MoIX0AtqEngsjA8YpqImiefUcHaGQq4YcK5GXQEtqXYIIfvkBNepmz4xX0Ibk4jC+X5wcED3QIUmmbaqqopizACnUV2GpaWlSNmpoIyG6FSZVrnggFXcqxROahVPPY5Y5k5OJ37E0dEROk3qFpgtsXyEH4HwMSdwBwJ3i/xC5lSQCQowicci/h6igb/JDcDV43mU1J0kQlecu7K2GqSEB1ZWpbaCAL5aSmVVKCtdWU+Nwi6vRgIhaJBU6yf9EEZP8Q9B3eXR0dHXr1+vrKyk02mXy3V+fk4wusfjaWpqolJWVVUtLi5Se2Ox2OvXr8n2PTo6ArPF/1dWVra6usq15v4rFArl5eWIRQOBQFNTEwbkBw8ePHz4EI8m+jfEt7Is9/b2trS0gOxFIpGpqSm0zuFwmNMNJIHdSUajsaenJxQKHR8fHxwcbG9vu1yut2/fmkymxcXF/f39tbU1+uj29nZ0iVQ7ZI27u7vb29t8rzxU8FVAo5lMhn0akiRRwre2tlhE/PLlS/Ln8KH29PTEYrG1tbWxsbGampqFhYXR0dHz83Or1erxePb392FYOWuY41l3h6IHdUZaDS9Gswqsjao2l8ttbm6y7gpgZHJysrGxcXt7++DgwOfzlZaWNjc3l5aWQgCTIoab9ttvvz08PGxqasIXe3R0lEgkfvjDH/74xz/mliV8+ebNm5999pnb7e7q6vqn//Sf/s7v/M7ExAQdA7ug2UlOpby4uKBPZ0g6OjpiDKLxxBaZSCR4DHQ6XWNjI/pYDizoMYZju90uoDnEUCAHnZ2dxLo6nU7oJXxHDJTEHmm1WuA4+OPz83OxJpOqlsvlSJBHBBQMBqniYv+fkBqCygrzAA8VikH2EDABV1RUOBwOwsN6e3s5l0OhEJh5b29vRUXFxsbG06dPZ2ZmjEbj9vb20NDQ/Pz82NgYHevZ2dmrV6/i8Tj3JFdvfX29u7ubhTM86nq9nn0m6+vrH374YTKZJOyGL4LEMho+1BYcTELKlM/nEW5IktTe3n5xcbG8vIw3ieYYmVtTU5PdbodqAjNkmry4uABnA0NrbGxE7QyqAVMoyzLaYwYOi8UC/UlVKBaLUMuSusED32E+n4/H42iqM5kM5yxAGXn6zMFUCCoi9jONRhOJRGprawlwoPFnOxhFCD0tG0LAMNDv4BlF6gKigO4Uk4Ysy8iFwCop2Hl1/wkBmTCaSAqgD/k7cLG8GXoLIf5EKAStKKlMG/AD1U5wK3xZFC1RxREMs/hMq9USDAmOiuxWURRah5OTE5AGagluLpQQ6F9gKzhbDAYDF5y5DWyAHWo4T3gEyDRgWOS+IgYLIhONvVimBCmAnqO+vp4Og9wGCjPLEviWybEiBgHtMaAFIlO9Xs91u8oyCvJSUqlKng7xkIoRsKiGGIgxVFHTaxXV6iMGWfGydBsaNWBHuSLg4ivjAhbVKAa6h38gqJljNjc3+/r6pqenh4aGsBm43W5YQKfT2draSg/e19e3vb395MmTfD6/ubn57t27xcXFnp6eXC5XWlq6u7vb09ODnrCpqYmQQ9jEpaWlhw8f4h4Rls3p6eny8vKdnR2sC+fn57u7uysrK3hdJEnq7OxEGS/Lst/vLxaLXV1ddXV16+vrCHEfPHgA9nvz5k2M5wwolZWVg4ODHo/n4OCgsrKS2vb8+XODweD1evf39z0ez/vvv9/Y2JjL5TBxctzQDSEV4QnBTlBdXU03DUg4Ojra0dGB2AzynPiViYmJxcVFdlVik2pvb8eTBzFOb0Wdxpzu9/v5PhKJhMfjQQqBsunx48cIFNEBQjKNjY0lEom9vT0iJQOBwMrKCuYBVnMsLCwcHh5+8803Kysr09PTP/nJT2w22/7+/n//7/99dHT0xYsXxIWj/Pzd3/3dycnJn/3sZ99+++3t27f1ej2TIvIHu92+urpaWVkpFmtABgPmQ0Rxq8lqMgukDu2/JEk7OzugMRUVFZubmzxCp6enGjVPAIKwUCh4PB5gD+ywbrfb5/OxGh6JMk9vbW2t3+/HE+Lz+SAn6DO2t7cTiYRWq21tbcX0ydmBoo0TTdBO9NSUT6hlwWrwAQFpqbvgFtzkhD0B76Au0Wg0vb29/+Jf/AvqfW9vr8lkcjgceFK//vrrg4ODSCTygx/8YGJior6+XjyWXV1d5eXlfr+f3XYVFRWhUAinFgIlsh4tFotYwcj5CEAHEUvuNoOyKAmFQoGgQS6RTlXt89GQtqLiIaUho64/JCIRmJcTk1Pb6XQ6HA74C7KIwQAZvyhLAFeE1XG57Ha7QC+RLoPaCUkkBhX8Y0CgyOm51PxbuAAALSoHk6U4GaxWKwccuAU6cG4Jcs/FTCOrUS/cG3Rg6HH0ej13pk7dnQn8DkrMQKlXY9iEVgVFG59XUu194tS++r/8hq+Go58+kmfq/PwcjymvmUqlmBcDgQBWeJYF0fRD5EMroEiCyoGFpVBRGhk2Dg4OuJ8p/JIk4cpj7GbaRmRHmaSucDrRgVVVVdHI1tXVlZSUYPSSZZnJBwCPtgnWE8AZrpdmjsaXgAXGQY0aWyGp2h8xl3OvXoVYAVQpfnwjV4uiTs3r5+/QDSuqaEi6ErynvbJTjOeCfw5EymvyI8RAf7UqK4oiYxZ88eIFTMa7d++wV05OTpK1Pz8/j03+zZs3RFAy+GPQZPh77733MpkMnNnAwAAiK7/fT59rNBobGho8Hg/gCbvAqEP19fX379+fn58vKysbHx+fnZ01Go1tbW0ej0ev1w8ODpJEms/n3W53KBSKxWLpdHpxcbGjo4NF86geWGodDAbpj+x2+8bGBrkKBCmg/QsEAlDZe3t7Q0NDoKmgkSQZHR8f19fXw3HKsvzw4cONjQ0ECy0tLRcXFy9evECCu7W19fr161evXimKkkgkTCbTjRs3dDrd6Ojo/v6+0Wjs6+ujg2M4yOfzbW1t7e3tGo2mra3NZDLB0ttsNqw+LJkigKqhoeHi4sLhcKyvr3d1de3u7tbV1Z2cnCAlpVuH7SAAxeFwiPK8srJSVVV1586dFy9e2O12LnV7e/u3334bDAbJ0T0+Pj49Pf3zP//zn/70p729vS9evGhpafmVX/mVDz744Kc//en29vbu7m5VVdW//Jf/EobD4/FYrVa+TSL+QfYQngDjYAOgjjKZUTK5CNx5er0eIB0XLOR0W1sb9Zsqi06yWCx6vV7iZPl2ECgiRkAqzPfIYIRnJhQK9fT0sEbU6/VyJ7OdCkSXGB307hwNeBXok/DbFdUsrqampt7eXiATxgKaUGIRJUkiLYXz1Gaz9fX1VVRUBINBSZJmZ2e/+OILs9ns9Xo7Ojo++ugjWZYdDgcCWro6qubp6WkgEJiZmXnvvfcKhcLk5CSFk8HCYrEEg8FjdeEzCLNGo4EIhAq9vLwUsxFHDNN5ZWUlnChLJwgAisfjWAOj0SjgBFWE9TL4N8BRrVYrGldkCnQ/KysrQNySJJEchBKNUQ/YDVEr8CxVHypE4OFgIajYJEmCVqyrq0P5yUoGBn1wYIPBwIIgLhe/wNtpPYXcw2KxABViYqFJFcJjg8FAKi9KN5PJBJwjSDXE1TQW4HhiIOZUra6uNqmB5hAKQheiUeWgsO9ogoT1U1HzwUVAK4JtgHFG5Orqauh/tHV80YJHyGazdCTBYJDbAzaUuROYV6fTsZkE0AV3ckVFBaIK5Mc8ZcAq9GEw0yCuIFXU1/r6emZ0SChZjUmC1GPSZWkEswo8aD6fJ04OVIavVasmXfAo6dUgdf48p65nKah7pHVqoB0zJZVS8MSZTIbSSDGjytKWie+leCVI6OpsKvQ+vKDmSvYQD7KgOfnWaKQYVYEJtVqtrNVqX758+emnn9KrtrS09PT0nJ2djY6OhsNhJD9kXX7ve987Pj4GLNXr9WdnZ8jqtFotC2UQ6L969YqN0zU1NdFolMH/yZMnX3zxRTgcRkkP3wn+BoiKjlyr1QYCgbdv37JxbHNzs7S0lE2Nu7u79fX1VKza2tqTk5OXL18eHBw8e/aM90NkeUVFxfj4OK8WDAbdbjfSWVpXnU7X2dl5cnIyNja2sbHx6tUrdKRms5lthZlM5tmzZ5FIhMEUESCWf6/Xe3Z2Bne1s7Pjcrn6+/vtdjvB8VTZfD4/MzNTW1uLSptDBOVeLpd78uTJ0tJSOp32+XyLi4uhUGhlZWVjY6O2tnZkZISUV5PJRLC4Vqtli3U8Hk8mk5lM5saNGwx2XV1dnE3M8efn5ycnJ01NTUQ9NDY28vevXbsGyZ/P5x89ekRowMbGxjfffBOJRNhfXVNTs7q6ury8bLVa/+qv/uov//Ivf+/3fo+o+mw2Oz8/v7m5ubKywnPF+kkAPcLteB44uFEEKIpitVptNhsYFEp6q9XKdWCMoC3lP1EooCUpLS2NRCI4OEkGliTJ4/EADZnNZkY3bmhWu3R3d4Oi53K5pqamuro6INnW1tbS0tLNzc1CoUA8PR8WN14+n6epp3ACIyeTSWIFeRTFspSenh6ESCiPEFCUlpYGAgFJDYDl9PF6vVNTUzabjaU3XV1dkiSNjo7m8/mNjQ0sKGzQDAQCX331FU9vKBT6u7/7OwT9f/d3f0c/19bWJqzGPp8vHA4Hg0GSGcgCJDeOtEIkHjT4jJ5oOoQPFZIiHA4T5ITauaamhvFOr+bdKIpCOYcwJpeH9Rdg6aQ7JZNJq9WKjgbWkLMGV4lYZIGEymKxMA8R9w9xddU7YTQakdVgsSgWi/X19YAc5eXltI8QoshByYgWlx3Il7kKGgX/GLw7Jz5QJHze6elpTt1zgsgWaYLBYDCbzTAF3OSMywz0/IYtTDxcQvBFiRXDJYc+xSCfzwONUrBBIGGOYYi407B8oBIXSCBCIbHGwGAwcDzu7+9LkmS3200mE1o2MXMDkiuKAoJFJYZVyWazouSUl5fDXKJeJHIE/Pzo6MjtdmvUSCOmyYuLCxKz8deCqWq12p6enqOjI55oo9HY1NTErGY0GpPJJAtZiYmHmMCCiWCtoC5QE3QmgAG/lCs57FQyuli+F9o1ampRFdwynSuqcaWoptTSTyCVEPSzRnV8CgKVUVBSFUCUXt6YqO60WXzRmj/+4z9Gq3n79u3V1dVisYh9OJfLIXBgT+HR0VF3d7fRaHz79i0rdo+Pj0nzevDgwatXr4gvQKP46aefCl9HaWlpS0vLu3fvyPcKBoMGg4EsCSKBwAFKSkpcLtfa2prZbDaZTENDQ8QBC3fR7u4unZTX6713757f79/f39fr9ZxNLNREo0VpLy8vTyaTUEFlZWUDAwNTU1MDAwNMLXa7/dWrV83NzXa7/cmTJw6Hw+PxnJyc7O7u6vV6k8l0cHAA1jE4OKgoChpCbGE4XGm00bsjrEin0/fu3SNraXV1tbGxsa6u7uXLl729vRsbGxy7ePA1Gg16Tp/Px71ut9szmQwTNguNLy4u3r59C1WQyWR6enpOT09XVlZ0Oh3OB0RJKysrkG3pdJrUeDacIAF9+fKlxWJh7CsUCihgSQTEdE9jOzExwSQRDAb/8A//cHZ29tq1a7u7u4lE4kc/+hGnz+7ubldXF1EVsGLxeLyiogIzK7pENDt86XiEQcmQPgJMYa0BjKKtKRQKNFIc09CfGGwuLy85XBjWc7lcKpVyOp1MS4lEguxWv98P5IBGRhxhbrcbmyCT8cnJCWiH3+8XcpKzszOIOkBm0bSOjIyA+8ViMUD4aDTKTaJTV90iI+TwdTqd2DRDodD/8//8Px9//HFJSYnT6aSxkCTp8ePHDx48QKZEvUS6hbQ7nU5TAiF9m5ubnzx54nQ63759a7PZGOW3trZqamq2t7eZOxFhiffDwYcilFOMBBYc8Tzw+BfLysr8fr/NZkskEhaLhc6GUQm3CbAeZjPQeHoyVq3FYjFW7/GIgesC06FQjcViTI2csLxV3hX3zMnJSWNjI6Yjmt1oNAp0AaNJ+8U9HAwG2W6LjBZOFHJdr9djeEBXwdmHiTCVSjHpFotFIGLS+blExWLx6OgI2B8tZaFQyGaz3HL8NVnNnuXEzKlLj7PqykbOWfFLvrLQuHhl3RVlgAGIawtbAYpD3iw/jt6CVwPP4yJA/FPh2HWayWQIlaXJBrw1m81YFbiTJUmiCyGYhekFugHyWEhGZdUvlEwmLy8vFUUh7obMagK9GVKv7tigTfH5fC6X6yq4TasEAMBOXMo/vwG3A4ETYh9uP57cq1ePE4MBkZmEQVC8AY3qQqFYUu/F98JYLzhOrbpQRdCl3LciGERQm5KaHKRVc4MldaEYKPE/xEeZzebXr1/fvHkTSxBgDmm0JSUluVzu/fffp8hjJ0drms/nOzo6crnc3bt3/X6/1WoNh8MPHjwoFotASU6nkzxD1jXX1tb29PQQ+jU8PGyxWFjA29/fn06nT05O+vr6enp6TCbT5ubm+fk5GxPD4TBDpMfjAS2Znp622+0jIyP0zktLS6zc4+eSCOj1erHZtba2AuoeHx+/fPnS5/Ntb28/fvyYGIdXr17dvn2b9N2ysjI2hFB1rFbrwMBANBpFBrm1tQWuVV5evrKysra2RqRDXV3d0dERIQnLy8sajSaRSHATzMzMlJWV7e7uut1uhHkwOn6/f2Vlxe/36/X6RCJB84Xglgym/f39UCjkcDjIJ0NRwvFdXV2NjleSJNawEKKUSCQmJiaGhoaIBTk8PHzx4oXRaEwkEoeHh/R9JpMJZI80MjoPQnE///xzkvz++I//eGZmJpPJ2Gy2ubk5l8tVXV29tram1WrX1tZMJhOTdE1NjdvtPj4+rqioQKRHji4ucjAGFI/l5eWk6O3s7MAp0jZiSdrb24M4oY3o6OhQFKW1tZX91dFo9PLycnt7GyEDXbYkScBuULOguKwTYVkmmzUrKipisRgEAb28RqOh2+BvQtpBsBXUzY4aNYQFIAgTLd9UNptdXV21Wq0ajYZdH4yDPFS/8zu/E4vFYrHYu3fv7t+/X11djavn22+/pZQ+ePCAtZqSJC0vL8/NzTU2NoLFPXv2bHJyEj74q6++isfjn3/+OdAlbTWoL4MLQ3k2m43H47x5YD0G7tyVLEBFlcyYzWaNRmO1Wvf29oDQyYWhK6Ue0NGXlpYiQtariXGSJDkcjmAwCGQCVMixS3o4N4BWqyVhih9Bq4dyR6fTgZRSwMhEpEnSarWseaitrUW0SaHCo8JTUFlZyTKJi4sLIErKIRm8mAgR1HCUMQCBHyJ1QUpdVVUF6otvhOOSww2TpZilmESxQmJGhMgUuFFRdQEK/FCQZ1fJOe4lAQnq1GwgxEe0SszNtAIAzmBCRLfjZUTyA0eLBRPxHVgOy4YdDodOp0OU63Q6nU6nENNSsFEIM6ATwLu3t3d8fKyo1g4UPfl8nmXGBoOBbVeSurGLBTLIeZDZn52dIdZjFmQnoCRJBwcHGAFkNZFHo9GgI+NH0Kxw9QwGAzOfQU3S0KhLTLkzKV2iUlImi+r2LumKUJnrD7SuV+PxqHbMx2h/BBQM/835IGZWoY4WDbSs+jXFyCtPTU1x52Wz2a+//joWizmdztevX7e0tOzu7r58+bK7uzudTv/iF79IJBKIvHmeW1paWAcmy/J3331HMDcvimTU4XBsb2/39vZardb+/n46eioHzT6pUaSgNTU1JRKJubk5Qm69Xu/Ozo7T6eReAafNZrMNDQ3d3d30vMQXzM3NYezjYWZ2aWhoGBgYeP78OZHrJB8SPVMsFkdGRu7fv7++vk4eN8RbfX39kydPdnZ2NjY2UKzwbNvt9paWlu3tbYoHsaXt7e25XG50dHR4eLhQKNTV1WG7TKfT4XC4urqaHVg8ivCRFxcXPp+PVGU0Gslkkigit9udSCTm5+dtNhukEaBod3f3xMQE8SU3btzweDyEH2EI4e5Jp9Pn5+dzc3MIBV+9ekVdsVgso6Ojsiy7XC4WAicSifPz8+vXr4NoEZbEEDw3NycM0SwB/fu///tf/OIXsizPzs4GAgF8+rIsk40HzRYMBhH0A/swzZAATmIOVrCSkpJ8Pu9wOPr6+qLRaLFY3NjYoMv2er06nc5ms8myXFlZCa/DdQMNI0IFPx8/NxAIELPg9XqPjo4wIDY1NR0eHpJnm8vlYrHY1tYW8A5gIB00RxunMyAH55rwU4sBAryUGR1CyOv1smglr25JA9Ql3JV2SpblUCgEKUtwlcvl+vjjj5lEl5eXaWOJwTo7O1teXkZtUVpa2tPTA61IgD7sUTQaxVZkMplwngQCAfp9CqFGzbYm/ZjJsqysrLW1Fesq7YhGo6msrOSxBfDE9ofLU9j8GfpPTk4ASJPJJF0OcWBWqzUQCDCqcj0RoTDvVlRUXCUp+SXLcmlpKWMftxzneD6fZ7kVKUtIZDOZTF1dHWlWlHYwHlSdwWAQK7DL5WKZBC6s6urqs7MzVutYrVZyTigDRqNRiL316ppGCFSLxVJTUwMBCRPJu0KpB1xEWdJcMY3wS6hUtGrSm4AExX9etT2IcVP8J3eITt3yyPS5v79fVP2gHA5w/IAlBoMhlUppNBpmvlwud3l52dDQQB496DfyApoMWljAZ1K0ePPIArACUgbg9Vl1cnR0VFdXh4spp8Y8saQ6GAzW19cjnKTdYWNVNBpl0Nzb26usrASEI+iRfFpkENwVBTWmjjLBPSwKWF4Nm1XUQB9RLzXqkjX+LdURDNygJv4IXJdiWVTXlwo0WDzdihr7XlTFtIJPpfQKxoGSLxRDGo2Gh13+9NNPNRqN3W6fmJh47733bty44XQ6R0dHRdu+sbFx7dq1u3fv5vP5i4sLQs6MRiPI5O7u7s7OzoMHD3Bt6/V6ljVubW35fD4QueXl5UQi0d3dHQ6Hl5aW9vb2Pvzww8rKysnJyerq6hs3bnAhBgcHNRpNKBRCB8hkwHblp0+fklTJkFFfX9/S0gIRhXeedB6wUBSYc3NzZrPZbrd3dXVVVFQcHByAb2DB5nkIBoO0MNeuXUsmk7du3YISe++990AI+/v78W+UlZVZLBZcqigg6IZevXq1ubnJ2k673c4ukUQiodPpmHo1Gk1zczOwCYJP5iecZAsLC2gW3G43PR0YDpPu69evj46OgEFisVgwGPR4PKOjo1qtdnd3V1GU09PTUCgEk+92u09OTjiF19fXX7x4sbq62tDQIMuyz+drbGwkVDaXy4GrY4MzGo0c0FardXNz8+c//zmGqv39/devX0ciEUoIcTwQhyjowLs0Gg2jpwBeoDFYcmk0Gp1OJ2kgSAZqamqwfMmyXFFRwRI3qKyNjQ3qbk1NzdbWVnl5uTjuIf9BsaxWK8m0uN0x6uj1enBjsagOiTxb5pPJpNvt5l/R2UiShBCRplu6EuWsUWWxqDRDoZDIgESWsre3hwV5Z2cHt4ZWq+3s7HQ6nVardWxsbH5+vq2traGhAVtOKpUCuaV+RyKRy8vLoaEhvV7f19f37Nmzzz//XFGU6enpZDLJCtvFxUUWbebzecTkhUJBxGggZ4PhZiYoFAq1tbX4SRgUiOY4PT1NpVJ+vx8AifOI2gwSywo/HEQw0wyFBoNBRFCVl5fzeXHWgiHLalYZ62vYcYQurL6+nlOJ4Q+/oFarhTsgx1VWF4HZ7XbhGAFuNRqN+/v7jLwotqhkjY2NICXsaCqoqzY4oyGAIUcZccB7+USyLCNvYfzFzMqYjigvr4Y45tRVG8qVIBh+I6lyNgpwUY0jEKWU34g5RlZ3nvAbSc1tLi0thWEVOD/TLXGDqVSK8AEKG69MA4H4C6Eylx1puhBzIUxjfqW9y6sWTBgNrVbLNSTMgS4QMgVfMjpkiH92ElA49/f3wfMvLy8Jjbq4uCCly2w2I7dBTkX7wogMeYGNle8CTRkYD0wZhQ0AQIzpGnX7tKRKeLRX8gdgIsWgKf6aAABkVekqfs9rFtTgIeXKNk3NlWx9gcoKcZD4fouq++Uf8IP/8l/+C+8JSJpYJpBJWZYvLi48Hs/S0hKL6Q8PDzHYNTQ0IMXs6upKpVJtbW0EC+zt7dEPUiq4y0tKSnp7exEs7O/vsy0ERnBnZ2d0dPTdu3ccOmazeXNzk+wocqvLysrIOK6srJyamgLJAVLe39+/du3a+vp6sVjEp3h+ft7T07O8vNzV1UXKOTTA8PAwY4Hdbgc1tVqtW1tb1dXVSHYDgYDRaKQ/0Gq1GxsbjY2Nq6urBHdRKlBMYPidmprKZrP9/f3Ly8u3bt3a2triTrp+/TqSDdYFsy3r+PiYA47vJhqNIkXm/5Ukqa6uLp/Pd3V1HR4eHh4eOp3Onp6epaUlq9XKuHN4eLi9vQ02yHm0vr4Onbm8vMzbQ1gPPMLAjXclk8nE43HC6vR6PfVSp9N5vd7y8vKurq7V1VWLxcLmL0VRWDWMIFmv1x8eHnKvs6KImpRKpSiEJpMJzVRJSQmFE3G5VqutrKxkeRNUCrgCKWWot6xWqyzLXM/19fXS0lKn0wlsiJDSbDYzTFAheBLq6urQYVZUVKBT4A2wBDQUChFuQIFMJBKNjY0EkdTU1IRCIUVRGH2olzgO82q6CuwIyRLcxufn52iIGH8xsSEwRkmEQPS3fuu3Pv30U3DvZ8+e/cf/+B9ZNSoeOb6a9fV1n8/3ySef4LZCafLmzZtQKIR7AdjTZDK1t7e/ffuWY87n8zU3N7NqBoQZBZBIV2AhHai40+lsamqy2WwvXrxAASvLMt4DdA1dXV3sASV9CRtJdXU1dp3a2lqeNTQ+2PVAKU9PTxnaiK9DwsOnA9HVaDTc5BBgxWLRZrOhyG1qaorFYiTUwCCk02kACeYqh8MBBi5J0vHxMaZb/DOgbYw19fX1VEpUsoQsAhIAvbA4DPwDqrhYLAIC021oNBq+/UgkgrcK6J4fzW8omfRqohYKvI7ZlLsRqlJR7YCSmpkn9CbiFaD9KDBmdUs2dzsFkv+sq6uDu+W54J2I0RydLT+CDEUqLoJYsW2GUZtMK7AuXo2mRDxKeTVGn/JAzhTGf1mWWepApjTaC55uYFvmHACJqqoqijHViJ5AzPFcAZh4irrQ4AjgmnJFGyGpqzrFdCj0t4qigOtKkiSAX0nVJ4tyqFHtPdRU8XeoizQ9kqrYgjpV1OXYgpkW8IAYQwXHqdFoZBCwVCrV1dXV0tJSUlLyK7/yK+BvsVisvr4ebl+n0wEcoRpA3VNTU4MN6PXr1xAJZrP55s2beABqamra2tqQ0hEuo9PpSkpKWlpazGYzqdmtra0HBwc3b97k6SIgke+PZFR2O+BwQMsOl4no1GKx3Lp1q7KysqWlpa+vj+HA5XIhNKipqXE4HJwp9LCBQODOnTsNDQ1Op7Orqws8hPC/YDBYV1eXyWSoQ4qioLyvrKxcWVnBtH52dsbakzt37rS3tx8fH7e3txP6fP369Zs3bwIaFwqF27dvszGYLwABaiKRQAOVz+cjkYhGo2FhHpqF8vLy+vp6QKr5+Xm2MSwvLyOg6O/vp88loUaSpKOjo9XVVTiezc3NM/VXbW0tuCV0fTKZpAZwmjgcjtraWiJMu7q62Jvt9/s7OzsJcPd6ve3t7Ts7O1l1XS1bnY+OjpCAnZ6ewkECVhAKYTAYsPTBfFxeXobD4cbGRla8YQ0EV+SD04Genp4eHh5qtVrMJ16vlwcMRyYyh8PDQwQ7VVVVyDokSaqsrEylUi6XC11JW1tbaWkp5BDMTTweLysra2pq4rwDI8nn88h38/m84Io4JTlEOK2sVqvL5XI6nSD/okHmRCMMhI+s0WgQsIyNjcHFgkZgdhKqBFmWHz16JElSV1cXmYKIrTY3N0OhkNPpNBqN3MZsS5VlGaKErLLa2trt7W3aLLpJUhqAJeiTUMZZrVa3202qhkndTMmsX1tbSzdAYiVbrMvKylpaWkwmU0lJCSSrTqcj3xVNI+oYoRpVFIUNpkhLzGYzQx4sYFZdssv3y4iTy+XIYyMsjXUoeXVnNes2aSCYh+AydOpGQ5JxJEkiQ9hkMrHjhb/A9g8eQL1eL5KKBXlJN8n2UAYj+hKS7rWq04njFaUPBzqHMt+g/Murj6kxYuAWiOLVP+Ssl1RVGi0FrTPspqgQzLhwZDRhBNqh6tJqtSUlJeXl5QaDobKyErYe1zg/Dp5LELd0HkR50OEhtNRqtRDq9IjcGDQQMMToDBhhuYbsOIIghwGlV6ioqOAPedsul4v7lsWrPFAcPngWaL80Gg1DAh9TqyYGGAwGSiYuVXGdi+p6L80Vt6VOTWmnFmrUDdLylah30aTCOFyd/vkWBN9cVOM1imoQ41WAl8otAHZxh/yD8dfhcFDANGou88XFhdVqHR4evnPnDm/04OBgamqKdCsIZB4thFL4BSnFhPDV19evr6/jyDw9PSVidH19HSei0+nc2tqKx+M6nQ6lz/r6+scff9zS0tLY2Njc3MzCVZLS0NGdn5/v7Oxcu3aNeZcgVlQzU1NTgFo8zH19ffgyiVjjbFpfX19fX9dqtXgz0HrRSqNWnZ2dHR8f55LZbDa73c7sFQqFdDqdx+MZGhoC7h8ZGTk9PV1dXcUsxZpou90eDAbfvHljsVh8Pl82m2UChifHX8ggxbY1WCiCTA0GQ3d39/j4eCAQ8Hq9GExRLeLDs1gsm5ubrB8pLS0lBRdGk9QS2k+Xy1VbW+t2u7ngrFAAS+fUQErAWjQSsJASNDc3NzQ0cGVWV1c7OjqWlpaIdcW94PV6FUXhyLbb7STf8jTKslxWVkYMOvc9BD7aV+C+2tpaTgpULYJVEmMT/hCMg5yndEg8hG63u6Ojg0DaQqGwv79/cHBAt0syqkajwc3CH4KOlJaWrq6ugsBzpyFDxx5H0pCkrtXlceIZQ1QMLYeKuKKiAv4PljEWi/Hkk5uD8mVzc3NxcXFhYeGnP/2py+UCb+e4f/HihSRJiOkowPTpn3zyydHR0Zs3b1ZXVxkpMDWtrKzo9XqGqp6enkAgoFMjS+g/aPkR0PKc84esTYWgWl9fJ6W2pqYmGAzCDlA52tvbDw4OWIkVj8clVaAoSZLT6WTBJ/Snov4C1QA5zKtZpgDyQuVAGwTqpdPpIOfKy8sRHHAGASBTRCVVR8O3A9VCaKqQsaTTaWajdDpNJl8qlaqtrWXyQBgFYUa7nMlk2MNjUCOKuGkB6gXJh5SGb1kYdThbC6pis6hmnIqLo1EN7wKSpVL+X+e1+H+LVxYmc+JTSukeEF5xE1K64CaBtQmIB2piwQvUYDKZDAaD2WyWjod6A3JzcXFBhrBOpyPcg6hwPjUQEc5UOl0+PvHrQrRMqBYABrFKvHOAGdpBbniS4KglaA6YFvTqLnFJkggT5rCFZSBMg3JFwcNIRvd5tVIKCkC0ntyKBXUjiiiuFEgBhhevbJgRKLoQMMPIct148xxiV79WgeVKKvEp3oNOzQmRV1dX8Smyjfby8pI8sEQiQdIea4MQwcL9bm9vHx0dtbW1AcrDV2E63N7ebm1tXVlZ6ezs7Ozs/Pbbb0dHRxsbGyORyNjYGGkX6MRYUSRJUigUGhkZefTo0erq6traGvm/y8vL9+/f5yssFAp9fX1dXV3v3r1zuVx1dXVOp5N8kPPzc/Q+BoNhampKlmWBIWs0Gp/PV1JS0tTURF4r7Q/RpgaDYWdnh13Kp6eno6Ojs7Ozw8PDsGs+nw/a2eFw4OtHjGqz2dhsXF9fHwqFuru76QTRdjPDca/k8/mRkREaYY1Gw0ovEG8GI9q9lpYWZnFFUWpra7HEVVZWtra2Tk9Pk3+2v7/f3d1dKBTATGC/UdnZ7Xa4Fo1Gs7S0tLu7i4uR0eHs7MzlcrEfgz1WHDoUvI6ODjbMAAKzZlZRFNbCbG9vezyeRCKxsrKCWw7gFAiBdpiWdn9/n/kDOUZdXR2mNJ1Oh6dQURSPx2M0GpeWlk5PT+vq6lKp1M7ODtGA7BhPJBKogXgD5P8ZDAbMfIqiuFwuSZJIz/d4PGAALS0tVM2qqipSVMDDWZJqsVjA9mVZxkpEnCnAHfI3cCegKrpRRVGwLnAlh4aGcrkc4D/DDb497gq21lgslv/wH/7DBx98IMvyjRs3RkZGOB0WFhboLHnkXr58CY20urrKgBiPx7u7u/mwLEm1WCws1VlaWgIL9Xg8Ozs7jFmUH3g4CjBjInhdc3Ozw+EA2CBfIp1O02oguCUzaGtrCxVPXV1dU1MTx8rFxcXBwQGMe11dHYsQoBthUpBtYygkUQidKsvjiqrfGjGRJElEeKN458xyuVyiTOKnAghhaqGeYVyh/aVRgKQEn+DcIMiaaNZsNgvZQXisLMv19fWIYtLpNKxzJpM5ODjY2dkBWDo4OIBJzWaz9MFQ5viaxFTBIcsXx5At/q/clW2LlNurpDhnNGoXmiG+I0YceM3Ly8tUKgUTzFxBSD3/y7xbWlpK10WXz/eO6Bcj5sXFRX19PR0z0K4syxjMotEodjtolIIa5V9QDRjkZFHSwLQIxeT653K5vb09YjGQzvGFEgrBmVZXVwfmjLmIlFM22/B8IbAQWMvV5ClFUUScCDePmBdFrSqotkuhQRGFlraMjyapQQTcWgU1GV+6YuWk+xGWEkqgKJz0DYJS5e1d/U55EYPBwDHLsCvfuHEjEongHSZR6datW6lU6tq1a21tbcic2traUCtxWNfX17tcLmxeUCCcofPz893d3QD37GG+c+dOPp8/PDxsa2ujww2FQm/evIG654OVl5dPTk6yA5kj3maz3bp1K5lM4qkyGAxv3rzR6XRlZWUiDby1tXVpaSkSibBQfnR01G63Y5Nnxi0Wi+T6swqurq6uublZp9MxGNF5nZ6eGo1GLCvXr19fWlpigwoJ7/jtkLc9f/7carX6fD7SOGGMg8Egf1mj0QwODvLjdnd329vbe3p6KBucv+FwuLm5GaEN4XmcSui/uRRlZWUkswONjo2NlZaWYoOZn5+/fv06qWmSJO3s7PB0AUAdHBzwr3K5XH9/fyQSyeVyXq8XWwhylfLy8v39/d7eXiw9gUCArdFnZ2fRaHR/f588fafTiRGTMgM3oNfrKyoqOjs7ya8n7YVQFfST6HgxyYFVgCRDN2az2bW1NUVR8ErDcFBlnU6noigMvjxXl5eXMFgke1H5iLPR6XT19fXCjcMkSm1ALIqMsLGxkTuQYUvYFUDqePw4ZxGCKlcs1UajEQtHNBptbm4+OTnZ3NyEDkcfATaIwoJUW4PB8OGHHyK4b25uLi8vX1paIlfyk08+MZlMH3zwgSRJBDsHAoHe3l7krNXV1T/4wQ9evny5sLBw7dq1sbExUsrAyV0uF2/P6/XyANOPc0xzqmJtxP7f09OTTqe3trY0Gs3JyQlbuPGY84noGAAAee6SyeT+/j5VlnNcINJMP3a7XYSZaLVaejgkQrwHmD/SUbDqo6ssFAo8p5zIOp2OsZjhD60mzUR5eTkuew4jblQ6G9RDZWVlgKjxeBxNbF1dHd8soxX/nNuP0RNwlcAvDiidTgcee3x8DLumqO512hqdus1YOB3FWCk0IHwLypWENgGTchrIapwkcyGFllGGaqQoCjct0GVpaSmIqCzLuMNZVE7JZ7aD0z04OGDA4Emsr69HRkAsMDGHPObhcFij0bCZC7SW/gnWk92rBwcHgAFIcvjItDsUexoXVAgWi4UUazpFAH+Xy0XqHk085YMjFx6U1+TFUQbxS9giQfhBgDRXIgUkEfSqKnqoneBYBTWkkJZXwLzUS80VF4qk0qUa1egJrltQDWaS6lKF1xRqI9EeaX45BDGtJgz/wzz6u7/7u93d3cvLy5988sna2lpJSUkoFLp///5XX33V0NAQi8W6u7tPT0+3trbwRK6srIyOjpLsSrc7OTmpKAoGPmhIZn86X7fbvbW1Rbb41NSUoiiDg4NPnjyBgzk9PV1fX2flrMFgcLvdqHJoh3t6eh4/fizLcl1d3eHhYU9Pz+vXr2/cuJHJZGKx2PDwcDab9fl8ZWVle3t7ZHQxTZ6enlqtVjrTeDyOt8Hv9w8MDOzs7Ny8eXNjY4OkOhIYcNeQroIHP51Or62tNTY2Hh0dlZaWOhwOQA9aWkVRFhcXeWMGg6GhoQHsAlESLEIsFtvf3z8+PkaQQj04OjqCnWWXAtATPAFH4cLCApnIIyMjW1tb9fX1+XzebDYvLi62t7enUiko/XA4PDw8fHp6uru7Ozg4uLW1xa4xNCN8/SxJBvpoaWkBtbNarShcOGFpAxVFMZlMCLhwqYuTmrbJ7/dTXZqamrLqHlpwmGw2S4Y4SgdEZNx5LS0tTqfz4OCAq4GSS1g2JUnCQkBltVgs6Bc8Hs/y8jJVmTkAq3UgENBoNF1dXcRZnKu7IDQaDfwW0kFqTzKZZOinMUdEDuqIJpNOBdRUPMzYk8bGxrRa7erqqsPhqKqq2tnZwZLIGg3oAwKMKPz/6T/9p7t377JX5/PPP/+DP/gD0hyBXt9///2vv/5aUZSSkpKBgYH19fVbt27x+P2rf/Wv7t69+9133zkcDgwYBHLNzMy0tbWlUimWqyChEjWe/9RqtdyuFBiHw3F0dIQCiyNVDBaoiB0Ox87ODjMBItJkMkkc7sHBAfRwsVgEi0MmXSgULi4uoE6xQGAGpVvCQ8X8BO6HaIhZSqdGXrCzE7ME5yMbwY6OjtiGxipj7gc67HQ6jblZkiTGLzEDARIUCoWWlhZS5SiHiIMYZAWsV1FRgRyXxoImEozn7OyMARdUmWO38MupBVdP0qKaQSr+L4EEatUM8aKqD9Ko2aoMUlxApotcLgegIjRo5VcWbSYSCXBOCg+0ItM2ukW9Xu/z+XAJB4NBUH1OP1YIG43GgpoMQ3Og0WjoJBibeHFgbRxNCOAVRSGDEMi6UCgQlUecrM1m4+JEIpGmpib2IlRXV6NcI7SBXDMaqaIawUNwNPeYGOmuEooCUxW4qBgKhUpIkJcCJEeaoFOzYem3BKAq+h6BikuqboirIeqrqKAajYaaivRXpy6lka6IjBR1nWc2m5URaFVUVCwsLBwdHe3u7rpcrlAoNDY2VlZWdu3aNbPZTAwN1d5qtV5eXq6vr6+srJDWxm1dWVkZCARITwW7R3lfKBRcLtfr1693dnZGRkZwCtfV1bW0tESjUa/X++DBA6LyAOVKS0uvXbuGUuuLL77ApaDRaJqbm2dnZxsbG2Ox2MLCQllZ2crKyv7+flNTUyqV6u7upj33er3gP8lkcn193eVysUGQZ5ht2AsLC6enp0tLSzCdNpsNoQ1TWjAYnJycXFhY6OjoaGxspAngdnQ6nfv7+xsbGzjMgOzLysowp25ubpKHIMvy3Nyc3+8Xwe6wDswooBw047BBxB6xfovFkJIk0RUS3VJdXT0xMcGmp9PTU0SPeF4LhQKhChicC4UCOqmOjo7Ozs7W1ta2tjYkoITPoQOKx+Mej8ftdpvNZtLRGKCpBIlEIp/Ps/cAQoJISY4YGEQGCJEkAtPGQcBBRikKhUKk3GH+YQYivwK0ChyYPaMs81taWjIajTabLRKJcFi3t7efn58TBbe9vQ2DxREM186oiqNRfF+KomAgRhZBAeAJ5IktqnYCQVogcCPOsLKysqqqand3FwchYbZU8Wg0Kiio8vLyxcXFTCYTDodXV1dR09y5c6e2tvbhw4fIaJuamvr7+0dGRmpqam7evClJ0jfffPPFF1989tlnjx490mq1HR0dtPDw6AaDgRYBaZhG9R6gqeHy4mLUaDQWi4VwY2BAunjuNJr6WCym0+nYBwCMUSwWKZlod8/OzrA/cWvxbzFoAdjs7+9DR9FQhsNhehqOb8KbYJTxEXGkIpiklcTGR+gBxZjNNghbTCZTPB5nMpZlGaEQwzRheHa7ndMNkrKxsRHLbFVVFd5ERjHSEjDgc/iC6DDLcgEL6vqtdDrNvS0IM0WNWb86XIoyKY5dzZVA9uKVX2JMATBkxJFlWVCzvH+UUzC+4KvEdlImmTdMJhMRkgQHohmmfXS73bxIWVkZe4TgsBhPGRiI2OQMoTwDp2ez2XJ1dzJtHLUQszXtDngGTgoOCo5clIA6nQ4Jusvlyufz4HY0fEJExowL7AR0Qd6kpEb1yleWVorSLjRWPJuKGvGjXNEECUxIQALcbP/XYCr6HtEGiaIr0Fr6TkFdF69sJZOvCHcFFM/vRfMn2+32qampxsbG/v7+qqqq27dvb21tRaPRmZkZAK6dnZ3GxkZyxsGLotFoT0+Px+Mh2WB4eHhwcLC+vt7pdPb396+trRUKBTQpZrPZ7/e/evXqgw8+oLOzWq3Ly8tjY2M+n69YLIJfJRIJt9vd29sbCATW1tY2Njb6+vocDsfExAT3FlKO0tJSu93udDrv3r1LgB9qyfr6+uXl5adPn+Kp2NjYYMGI2Wze2Njo7e0lRuDatWtCnIZghBMwnU4DxA0ODgaDQXSYQ0ND29vbi4uLLMpeXFyEAkkmk2NjY1arVZIkjsKVlRWHwxGJRO7fv395eYlzo6WlBe2SRqMhScdut4O0IHthuiLnfWBgIBQKra6uHh4e4sfgOGCbdC6Xm5+f39nZ6enpOTw8HBkZCQQCzMTgXeFwGNxmf3+/r69vfX2dDmNnZ+fi4gL3BRgpYgSSVki0EmgVQJB4dLHWcSdxgKLbotnX6/X4naHTyQBCMIkngVvz7OzM7XYHAgGXy3Wq7g9BigxLwZDtcrkKhQJYFpwTzApjcWNjo8DEqFIsQikUCtyT6XR6b2/PYrE0Nzfv7e3t7OxwDHGUC54PZRYNxMXFBSfmVUKFk0hRFNyHFRUV+Xx+aGiIxhNVGmYPejKwrMHBwba2turqaoRsDx8+lCQpFAotLi7Ozc2xm0KSpM3NTZpIjZpgEo/Hnzx5goj0yy+/ZKyPRqM7OzsGg4Eld5S9fD5vUhMuGVOy2Sy9FHkXJycnwKqgVSBvjC8VFRVUSth33CMcfMAzRIaSYsqlAO7G8MP+Bv4J9ySkPjQ5IljQ3VQqZbVaGX341MViEXiQN0yLyQTDmQUmjzII0xptUyqV4mEhOo6HlCAkkEasfslkMhwOAx2jC2N/CG56SZJIKeK2gZHlx1EPNKp+RKcudpV/eX20ONmvgn5XC6cAbBXV+SAmJAGugqtzCzErQzFSVI6OjjiOAWxAXwwGw+XlJVMyxdVsNuOuNpvNFxcXNIjczD6fD/LCaDSaTCa9Xk9/D5lFv55Op1mZgpGBT83gi+AcV65QbNFkYJBFWe10OtnMQVd6enoKhOP3+4+Pj0HgyMqAl+H9ANTTw4mJnKeeLodLxFWlyeZHSyr6LcRZkroUk0OMWyivuquLql1EUb22yhXdFojIVakzVVCj6rz4vyQ1VZjvF+RMe8UtyivzhjV/9md/BqVRXV393XffffDBB0+fPm1vb8fpRVuEB1FRFI/HQ5i9z+djTCkrKzMYDFtbW2xuQv3PkRqJRJqbmxsbGynAbNDc3Nwk6iKXy7W0tKysrJydnd27dw+Curq6Glu3JElut/v8/BybNusgVlZWbDYbUFs+n+/u7t7Y2KipqTk8PMRPKTojKBZqJ/kUL168GB8fj8fjzc3NPNLl5eXT09Mmk2lkZKRQKGxubh4fH9fV1cVisdHRUUVRAoFAVVWVVqttbm5++vQp6S1ir2Rpaen09DR9EJvRSKs5Pz+fmJiIRCKcs0U1CocoV4wH5HowHMiyjBSWsdjn8w0PD7PreHR0lDp9enqq1Wr39/cHBwdXVlaABwBzyL9FlzEwMDA5OVleXu5yuXK53NzcnMViIajz8PCQUQ/0uKia0GdnZ4WEBwYCVJn10cViMRwO47oT0llGCngODjVUABjIRNAMhor6+vpAINDd3c10XllZCUNwdHTEdAU1UiwWvV4vOS8EPxGTe3FxEY/HmUjAMxjQiULlDdAnEiCHGrO+vh6Gm4cWiosd97QIgiAEw6GLtFgs9O/EkyK4pbUCaEqn036/X4gaEolEaWnpvXv3/tf/+l88n3/0R3909+7de/fuSf9/v9bX1ysrK0lukiTp3//7f7+/vw9ex91IQCBqc6C5XC4HoshhikIS2FMoIL7//e9DlgvhCZIoDgjMPDAgyEzyqlVOXDdIwdLSUtLXJEni5jQYDLFYTFbDePHjIhvmgnB7n5+f4x7Jq5uEgUxZtQGXhl4UURV2yWKxaLPZ4JixrBB7y4vn83laNMSDkJ3IAtDOcJYhKsFxXygUgNDpUyFWcrkcoxhvjGwWmFdRC6/OJUI8IsZNWbWdCGeCKJMCbLxKdgr1CngAbRl+VkgoSQ1KxFPEPFBSUsJ5CxkM44Ah1ePxZLNZvLyEK8myTFwJnQeScgoeSRqkMUNS8DxqNBqUmExmzK8ARTykWtXXz5uks+dt80VLkkQreX5+rtfrwQZwoKHClWWZGBkRq0SDQkdOt8dcC2TFzSZuReVK8CyXmhvpqixIUp08/AVxtQX3rKj2Vp5Q8eJXx0qNmkAr2iBhj6F5ktTIeL6yq68jsHcZDWR1dfXjx48//PDDhYWFnp6eaDRaUlKyu7tLbjJLxtGmEvsCEb2zs5NIJILBoMViwTcyNjaGva+qqqqnp4cuGy3y9va2z+cjcQ0HGIwU8bBsAdvc3ERDW1NT880337x7925ra6u3t3dhYQE89uTkZGlpyW63BwIBIod2dnZKS0vn5ua4HXO53O7uLvjV6uqqzWZTFGV+fv69994rKSk5PDwkn4UuG0vJwsJCOp3G8VZdXQ3mjuONLLqzs7O7d+/iLJydneWoXVxcBD0rFAqVlZXb29tIHoaGhgqFgs1mA9Njbwwqx5GRERoU+D+tVltTU2MymdLp9OjoqNlsxqqP6WVoaOj8/Hx3dzcWi5GChKMfRDSdTkcikXfv3jEx9Pf3NzU1zczMMNBvb29ns1lShbVardfrzWQyDoejvLy8sbGRdVE7Oztk0CDkYxcxiYlIH3kezGYzEoatrS1UuCJQTZKk1tZWIE3UPcypTIHoUEpLS4mWhQRdW1vb3d1FQ0ThIU4oFAoZDIb6+noR97O7u8uXZbfbUULCskNK9fT0wBMDI7NWqaysDM+iVqsNBAL06TU1NbFYDLKZZ5ImQ/PLa4aQIgvtCTuSSEkEr2aPNOWkUCgQQ9Pe3t7d3e3z+SRJmpqastvtYosWSitO5C+//JLSJUqmJElGo3FiYmJ8fNxkMnV3d2ez2a2traOjI61W29vbixWB+zkej1MMMBJgWkfd1tXVFYlE+NaKxeLOzs7S0hK8Lw0HhyyrvkRhE504XxNtFjMBTmXmfjYPc28Xi0UygKhwlAomA6Kq6WBIdKP1EQJmRPiUfzGB4UgB/iL3LhAIIBY9Pz/n68CAb1KX50B/UtLIsqB7JrIAnJlvk7B7JjkaVlJ1qLIgEKLsKb+cr3a1lIrJ4+ovMY9qrsS8FX9ZHwQOoagBe6CywNdAtUajkag5wAAePZQNpEZTpeh79GoGbKFQqKurwwPNulYQI+5JCIiamhqqC+cYktdkMnmmLnczqxtJEVgYDIaTk5NkMomwgy9a8NkkpfAkolpiTCwpKSFKRadmMSIUIHOKeU7obyG8hU6KmVujRhVepYQFpnr1WwAPyKsZQPKVpSii9+XPtWoQgaid4juVVTet0BBBW3IPCDmSGMH5CKDNxStuFl5EzmQyNpuNgNDvvvuOeAGC9Kqqql6+fEkoGhzk9vZ2V1fXzs4Oyg673X5+fn41L3R+fj4ej0Mu5vN5DGQCdcxkMqzMxDYAjfrBBx9wh8ViMbQ2DQ0NxADdvn3bZDL5/X6LxeJyuUZHRzmtdnZ23n//fYPBMDw8XFNTw6daXV09Pj5G/Yg9PJfLodctKyt78+YN5/jCwgImS9pn8hV9Pl9nZyd4ZllZGRSCLMsrKyvY8pDwAV1yic7Pz7u7uzGKPH36lHsU8m9zc9Pn8xHyDiPFM7y+vt7a2oqxhLXSxWIxlUrBfkUikZ2dHbPZnMvltra2eDUOX16cRafcxwL0J5OaSIqqqiqPx4MoYHNz89WrV+FwGAMf9dhoNG5vb+v1+sHBQbfb3d7evr6+zjni9/sPDg5CoVBbWxtMDFF2DQ0N4OpcxryawgrWx0PLJME4KPRvFRUVjY2NpOYiJEHKqCjKxcVFV1eXaBEYoeDewuEwiifKv1hydHl5ubm5iXEQuzRI4P7+PtGauVwOW1gkEmEPXSKRoNVFxoVAt6hGbPOE0FEC6+FQ4pWTyaTdbi8vL4fmJzuCDe1Go5HrTD/727/927FYTJIkuCjhY/N6vfwmmUx+73vfu3oQvHz5Eph3YWEB4c/p6WkgEEC2vba25vV6Dw4O8PWzFpTHFa+hGOl459vb2/l8HkMRXAYNB1+EVqutq6tzOBwUNgTAuACZ+5kLmeMZ4hHOQGLRmoBWYaIn1w2K4ejoCN8ntpxsNtvQ0BCPxyHjwSckSUIJIkkScy2HKc/s+fk5srJMJuN0OpmtyeQTEvpMJhMMBrkbGUZR0EC1UKfBzVBWF9SwPfKb+EKpW6AashpEwK+rMwT/r8AApSt2e/6maDiYwHRqnrikknacqqQakQJBK0BxQpGg1+tpAkA+8Pbw+rC/AMt4o7kJa2pqLi4uGDoBolkWJssy1iMkGjSjGJ8QGwqYkY/Mf1LkZNWnKMsygw12AARBdFHFYhGLARlDVC/uzLOzs6OjI8ZfJIqshQAJ56JxknC5+E1RdUBqrmyf5vb+hwABVYosyhsXijLGG4YEFWgBD7L4gnLq8iLx0BWLRZ26SjOvhsqKXpm/f/VqCDhXwANImjXCSNrR0eHxeJLJJA1sT09PVVWVWLo2Pj6+ubkpyHCLxTI9PX39+vXe3t7r1683NDQkk8mBgQF2GPEVOp1O2NDFxUWTyUQby48gNM7tdre0tAD9OZ3O77777vT0dHx8nK14ExMTuVyOqJ21tbWJiYnm5ubm5mY6GuJGJUli014sFqOfvX79Osd9W1ubRqOpr6/f29u7d+8eYeWkFDGVWq3Wvr4+Zil0Cul0uqWlZWtrq7Ozk5BMQhpNJpPH4ykWi5FIhPl4cXERx8L9+/eHh4eLxSIRyW1tbSxoLSkpoQyn0+lQKDQ0NKTRaPr7+5meCSoCrwgEAnp1HyHNoN1ur6qqqq+vPz097e/vPzo6Qhdw+/ZtzFh0AzxLoNk6nY72Bf9isVhk7kGF0dbWVltbOzAwgCuUkY5sawo2oWgggRgTdTodWQr8/dLSUr/fj38GUwH2HjZkYQijxySqF8gInowEu5KSEr/fj0Yjn8/bbDabzUYw6fHxMVpZnJSNjY2tra3t7e2yLIP08n7IycMLiDynoqJibW1Np9Mx+bF5DfwA8Fmj0YRCodLSUmAoHgYOa2gkvZrLpShKOp02mUxQ+OFwuLa2Fj8G8kKsMki0wuEwnh96aiTfDofj5s2b+/v7Op3u+PgYOdjjx49HRkZ+/vOfP3v2zGg08rNWV1epLteuXfuTP/kTAZ4T4Pzw4cOWlpZUKoV/sauriykBOBGIHpSYVolweavVissFrgj5jJD/sRUEEFV8TJowoYihZ8I7f3h4SEw/5QRRJd7cvb09n88nBJY0Hwi/Ob6pN9RvSd2SwSBYLBZJLSaYCUCVWb+8vLyhocFkMuGkRAcLXIEePplM7u3t0a4hDz49PU0kEmiXnE4nXR0T6sHBAZMWNGexWCTfHDpfHHwCVADSlNRAdunKjkwO36uqMfFLo5oZxNEsjn4qbmVlJe+TQxxghucFxp2I44K66CqTydDR0j1wkc/Ozvb29jjuGhoaqCKsNykUCgDyzHB4jmkaSktLiTTh1Tj9SQ4StR9UgOLKp0A9JOxbiqJ0dHTgtPb7/ZxU4IJ6dROOVk2Qh2rVqFuj6WjhPguqnYwJm4svCAK9mtTD7aRVN4HjKqEWcnGKqtSZmkenK6nq1uIVMbPgHYGghepHKLMAzEW/IuRgtDU6NZFK8NyIw3mEi+pOIUmS5KOjIw7BfD6Pyrm2tpa7nMZzZGTE5/MNDAwA19y5cycej799+/by8nJ6eprRp7a21mq1Tk9Pezyeg4MDPgCHo06nW1tbOzw8JNu2paUF52VDQ0Mmk2lpaeno6KD++Xy+oaGhnZ2dp0+fxmIxFkvhrf7yyy/ZeKDVarEobWxs+P3+7e1tXBlHR0cbGxt1dXWvXr3K5/MbGxt37tzx+XxENSJSaG1tRSVrt9u1Wm15eTkbu7LZ7NzcHM7u9vZ2nOyJRIIkWz4Rsu+Ojg5C0pFWrq+vl5SUtLe3e73e8/NzNIFlZWUYePgppEDASzFAkFSSyWQ6OjoQpxEUR9796empxWIRvP3o6CifzmQyYRb0+Xy0Rah84/H4xsaGcJ3z/NMSMoQFg0FyR/ksqKusVitrffr6+jo7O+fn53O5nNVqtVqtgpbY29tjIwp3M/FP3HDoPnQ6HW9eo9FQugDQAE5hbuCVQ6EQIBuxcNXV1ZQE7JiSJCHOnJ+fB9YGTmR5Mg8GIzhoFaVUr9cHAgG73e71eguFAlcbgAFukk3pzGfigeT981TQF8rqhnqKPRZYZNXk8bJzhkEZxEaWZc6mX//1X5ck6fnz5/X19cFgEAumJEkPHjzghEVMIUnSN998Mz4+Thq+3+/v7++nfCLWAGC8uLigjaivr4fN/f+eUlmGKGKsh2tH4M0CcFCEUChEbhR4Go4C/lVlZSW7UTnH+dQoTeCz+VzJZLJYLLLeGQKCKESyxSHhOJ0tFgsHLkAWbByCSQQvlA10AOgDaGhAjwuFQiQSCYVCEPbUWoSgaCnIRETVTG4OHhWNRmM0GomJ39vb481brVZ8rmgGXS6XXq8HbKe0UAi1Wi1JT0I+KtSVnJJilLz6hwKYVVQD31Xcj3tJo24N0+v1lDHuLnoLSi9vFQEHahQMacjoCK4rKyvj4vOrpKQEdoYeDu4AUGdnZ8dqtdI3aLValF8iNo9IBGRTSOurqqoYrah5siyXqSs2EeUJhyt3Gj51/jCfz0NqFotF7lg65vLyctRJwr6puWIO4WOK5TxcBEqpRg3ckdWdo7L6SzyVVCyADXQwV3nHq6OhaHpkNZA9r+6yFv/LLCurRhfALd4GF4E3plz5xe1x1RuqUWMQNP/zf/5PsnicTufa2lpDQ0Nzc3M+n0+lUmtrawaDgXA1v9+PErq8vBzkhIVTdXV1druda8e4g5tibm5uYmLi9evXnJtjY2Pb29tNTU0mk+nNmzeoqjB0+ny+GzduJBKJ3d3d4eFhbm5KxfXr18HEisXi7u5uKBQaHBzM5XLv3r3DLdPU1PTy5Ut2eaIyRVCKoAM2e2Njg/bq+vXrWq02mUxyoLS3t5PGuba2lslk0AqdnZ1hLrxx4wZAfzKZTCaT165dkyQpGo2yVaOrq4uFqy6Xi9hrjKoej2d/f7+1tXV2dra7uxsNfUVFRTgchh8imWxjY8Nut4fDYa5nbW1tOp12OBzJZDKfz0ciEdbZj4yMrK+vE10EdClJ0v7+PmKfYrGIbTEajba2tqIwYqojFoA0JavViiyLT+p0Ore3t7u7u/1+f3d3dyqV8nq9qLo0as4yJxcAXSgUamlpIRCHKK+KigpI2XQ6LYguCi3DhMfjyeVydBtI7wBdDw4Oenp64vE4IthsNovXolAoZDIZt9uNvuPk5ITYHYPBUFJSgqeQlshisezu7lLSvF6v0+lEdYX4hYV/MEN0gRxhnPuXl5fCJKeo8aGgNJgoqqurBwcHcVlgWORswrhiMBiWl5erqqrI28xkMrW1tX/4h3/4z/7ZP4vH40+fPjWbzYFA4A//8A/fvXsHobCystLX18fukb6+PkmSLi8vnz179vHHH//oRz8i0eK77767vLy8c+fOt99+iyv05OQkGAxWVFSwRg3CEl68tLSUTQmyLMMUalWHD+4LpjEUsBR4Jku9Xo+AiNqPyBYVdzKZFBgs4R6SJLW0tPj9/nw+73Q6d3Z2OEGuNh88QZeXl/X19YzjNBb4cXEZGY1Gqr7NZgO74lJrNBqhHaWxA4Yl7wbskZ/IfQjwy/dCXSRFiH6LExOtEI01J35FRQVkNi44IHHOBALrhcuCW5d3m1fDvkVpvDrQFFVnoXJlmbMopeJIBfDksjD9CKm2RqMBT+aCAJZyYNIISmquAv+EjC0+u8gPgmljIQENEL0REy1qHWAq2kRGf0k1bPDPuRn4vJWVlVQs4RcieJL3cHZ25nQ6yaFFsc9TAEwiSRJ3Jl0+dwXtlECwmdIUVYZaVPePcmMLX1BejWfSqnHthV/OAb7KK3OJBO4qXhZQVzzmWjVINq/6O+mttVf22ChXBLeUdr5KgRJLaiwt369Op5Pn5+cPDg6SySSwOGLU/f39ysrKoaEhWvilpSXSKXl629ra4vE43eXu7u7y8vL09DQZhjjAJicngWLGx8dRIT9//nxgYICQHbYgdXV16XS69fV1k8k0OzvLJkt2pLx48SKXy929e3d6epqMG9q069evFwqF2dlZo9FIis3i4uKHH35os9nwRdTU1LS2tppMpoWFBVJvCJfq6Oi4c+fO9PT05OQkIKHFYnn79i0Sj9u3byuKMjc3BxhisVi4vtvb24FAIJFItLW1hcNhpExjY2Pj4+NLS0ts7d7a2spkMhsbG7W1tWNjYyLA7MaNG3g0U6kUcXGKokC/s5Zyb28vk8lgIqbbQmOWy+U6OztJj9ze3na5XDdv3vT5fPAH6LlRqciyTN9HkgAgNr548BDiBhkogTQBJMnkLC0tJSGotbUVjcnZ2ZnX693c3NzZ2YEgIWW0UCjgxEJPxH4YEkk4mvP5PKWFCN+SkpLOzk6CeNbX13O5HMJFrVYbiUTwKtAym81mFr1ZrVaySwqFQm1trVFdHsstvr29zREQiUToPf1+PynB7NBoaWkBtM+rNnnk3CKfFsyKiwbTWVBdNxqNpqSkpLu7m6pPPLqiKOxiAwhJJpP8Nb5czKlut/uzzz6TJIllrhCEkiSNjY253e5nz561t7dz+wFpSJJkMpmuX7+eSCQgkB49etTZ2dnb27u6ugrNDEqM7AWtLM82BxMXJ5VKofTBgxEOhzl2CVDkDNLr9clkktVOwC1gPyQkAHeT6Q/th/0UCQKmFJ4jov9xW4L1cSl0Oh2c98nJCVok2HRZlvH7lpeX887JmiAkiCGMZxlQsbS0FDwJeg8BBN8awDJSNeArdkXwqevq6orqkgqsxnhjgOhNJlM4HAYO1aqrLeD/KKJEWwirrkaVXwrAVlHNl2I0ETyZOGSLV6KCBLRrMBjQ97G0B2CTay7swlRKbtFisVhaWkrVwRpL8aArQv1H3wBRzZ+Q0kC/Tpt7fHzMspSqqiruH0wg3AwiEVNk3HBXMNXRU2ITUhSFlh0jEwFkCLUqKipo6PloYP41NTX0TDyz9D2cP8QV8XlFewFeKKkZQAY1VUA0JZRYUFnR4Oav7Ejhe1GuqGQFOS3+vu7Kdmt+IxwpvCyvIwq27pc30uvVtH1RXGVVRsS3o/mjP/qj8/Nzh8NBsNnk5GQ6nSY0srS0lPxGNh3i+3nx4gVfTEtLS0NDAzuf9/f32cys0+kYTWRZ3tjY6O/vx1tdVla2sbFRX1+/s7Nz//595CrhcHhgYMBgMMzNzXV1ddlstqWlJbobWZa7u7tzudzTp09bWlocDsfu7q7RaAwEAg6HIxqNjo6O0jGRSUEIzuLiYl9fX6FQYPzCyv327dubN29OT08TeLa8vAyJZTabY7EY4X8UWh4nGGBZlkdHR9++fXvv3r2XL186HI7W1tanT5+Wl5cTTktA6OXlZVtbG0hINBplZS5pgk6nk4dwa2urWCx2dHTs7u6SEY/zDHzbbrdnMhmv19vR0YHYiigcsK+9vT04PxyKpaWlbrd7dXUV944IJ6P129vbI4cMue/u7i4fzWQykTaAg81kMvHieFVdLlc4HO7s7CwrKwsEAhxhGo2G/IdwOMzAJyLQCoVCMBiE5KDd0+l029vbiBoGBwcRlzP6MBNw8yiKQh4vOT7FYpGEerJs+HFUJnqy/f19VgdXVlbSVEGxoNfnhCIwL5fLiZwgk8kUDAahiOjTOStPT08p8LSfRVVobjQam5qa3G738fExKuWWlhaxMoltD729vRcXF4eHh+RRMKD863/9r//gD/4A3U0qlfqzP/uzH/7wh/l8HuOyJEn0ozg40+k0s5EkSa9fv97Y2GC3dqFQwB9FeVtdXQVK5Rzk6SUfAzWpx+MhJgbgjtwlWZZJULPZbKi0otGoUJ2A1nK8GgwGVMqkO5E3qSgKO0p1Oh0ruvR6PZDJ9vY2lh4oG6vVmkgkyHLCuooFguMYBJVGh5EXiJIkClgYKiVeF3StCH21Wi37tzkiAdirq6tNJhMK/1gshtmaMxH/PggedYsAag50Bh2IWwYyuH8wD/4J9jPB+YlD9mpRlFXlpKSaODVXtJ2aKzE0XGEKM8hETt34UV1dLYhGvFuApel0WgSEcY7hGCHClzYCBxQTudFoRFdF9yOuIUP82dkZomU6Fchy7nBiapCtcsRJVzaawVufnp7W19cfHx+DTLA8EdFAMBh0uVyHh4fM6DU1NdhkecBhE6isCJupQBC0gMMUb04VcT3hXPLqdltKl4hqEgIr+ZdzZfk9nZCATIuqL0XItTSqEUj8El8rhRBglt/zNRnUtTPie6fQ5tUoWvFShUJBl0qlWltbc7nc0tJSZWXl+Pg4SlRu05yawgBY19DQcPPmTaDLg4ODpaWlqqqqrq4uXnpgYIBeHnKOteDgeHa7fXBwcGNjAyArEolMTEx0dXW9fPmyWCxaLJbS0tKtrS1S9uk3wdm6urqA19HcosoDuyD0DhmOxWJ59uzZrVu3gsEg3Mn5+fny8vLNmzfz+fzTp0/Hx8dXVlZcLtfg4KDP5wP612q11dXVhFS53e61tbW2tjZ0sJFIZHFxUa/Xz8/P22w2h8NBA2i1WovFIkU6lUqRFlRZWbm5uTk4OEj+AC0FzySYVbFYZO3z/Px8Z2cnKhtFUXAiXlxcDA0NcZrj4lpbW7t58ybJdu3t7fv7+zBhi4uLMzMzbOrGn15XVxePx2l68CMyy2azWZxCiUSir6+P/hfk02g0Yq/EpKvVagcGBhYWFjQaDUQpzwDVt7W1dW9vj+4YxJKxjxAoyCcO98PDQ5i2w8NDHl3IP9ov+kfMvkw2HDq4Kfb3961Wq9FojEQihULBYrHQOhBRDd3OeYFWVqPRNDQ0hMNhJPvAa6iF8/k87jeRsoaCX0yWRdVtwuOBO40NVkDZHO6MrTabraysDDQ4l8s5HA6gKqvVmk6nX79+XV5ebrPZfvrTnw4ODpJaHAqFiKcfHh4Grcrn88FgsL29nUdpampqY2NDlmWSn1kHy0Tl8XjW1tbA3jlTiFBGAIyM+fDwENUu2CYIPNJuwvSRiRWLRVgVSZJYI1NU8zzpJNAN4cUUkwHgVS6XczqdyLiYIbgghUKBsgqTigeJqoOehdMwHA5fXl4CAxgMBuBusQBHNP65XI4BkROWL1GW5aqqKroWkhqxM7EjE/QexaZWq+U16TyQDpWWlkLNatUMwouLCyoBYxysjaDisLcW1RDKq3VRTCqC6BLlU6saFWRVh6JRXflgEkL2CfEB2k+OHbUTw0lOTVwih1JRFLvdbjAYEokEdVSSJBpo/i3sr05dmIWujRwlPqxWDY7nWZAkCRCCasQHFzBm8YqcGKWSmIZlWUa/CeMWjUbJUYFIhq0vFotQ/rIsHx8fi5IJOKyoYX7iQqElZuiXJIn3z48TkJVQzIrxLq8uWxTfi1a1l4g6WrwSHkT3I6smlqv1j4vGgy/U1KKcA1yLllpWN7Zq1Kg/yiqBXDL7IhA+VVdXA0ydnJw0NTXBXyKmKikp6e/vFzBLWVkZkY8OhwM/XDwej0QicfWXTqfjsWERynfffYcUu7Gxkc3VU1NTZOyNjY3RDtfX19++fRtH88jISLFYfP/99wmLx1g2PT1N19bU1PTmzZu9vT2kvOjN3n//fUhQViMpimK1Wkn/IrC/p6fH7/evrq5WV1c3NzfX1dUNDw/zRHHmut3uTCYzPz/PGQGv43a7iY+iNlRVVbnd7oWFBa7yyckJXw9lgPkPFAVlEHsNb968ubq62tjY2NHRsbq6Ojk5CXMOOdrQ0LC+vg63d3h4yPIZr9eLj21vb6+trc3n8+3t7dEYCt1vPp8nnoZxh/WofPaLi4tIJNLa2ooyc39/H76HCdjhcLS0tLjdbvan5nK5/v5+yBJiWVA56vV67IBQsNyLCEOYLEmu4HEVIBIdRiaTYY6vqalxuVxdXV1k9sL6xOPxUCi0sbHBR+BN+nw+ktapfLlcbn9/f3d3l7sf/JNmGVUCWwT0asS8Xq9noGH2oosvqNZM+ZcdBeI0hE0kcL+qqoodLCJqlRGQ3ghhGveGw+EYHx+ng5yenj46OlpeXv7Rj36EfGl+fn54eJgWUJKkV69eYfYnsIkL2NbW1tHRcXx8XFtbu7i4uL6+joC5pqYGFIS5mSMJ3J5bi14nn88zc8Tj8XQ6TUBHMpnExKXRaGKxWGNj48XFBXH2Op0OkTY3PHwhTkcUsDS7e3t7uAMLhQLK4WAwyKYjMIC9vb2LiwtkrrwHRkO9Xp9IJGAWwJPpZkD+j4+PC4WCw+FAGWcymZhvUH4ZDAaMJci+QqEQZhgh9Dg9PSUMCEMRmL/BYKBZJH0XNwWmYbo0seKN81SkCaL7EFQrdZTj8v+C9UR3pah5s1f/nENcpwbKcKCT3ImBBJWpom5I5oHCtypwRaQPCMvxp2F14yNwthCPxZdCreU2w3mJUJzxjt2rKE6YbegjqU9cYVlNDBYTGM5sPgXO4OPjY9AOv9+fzWYbGxt5HUTa8XicNRKMNxqNBpid6ywic4tqPrt47tCTatVdXRo1gofCiZSJKyxGiKL6S1RNwHCaYJ5uWU1jF3M/gz7FUihjFTXZACSgqKbMa64sfROvo1H1vYoaIAWO8g8/kfhWkszm5+ehmriJ+/v7M5nMxMTE3NzcwcHBzMyMomZ7EjU3Pj6OL/vk5GRvbw/s1Ov1ms3mw8NDjh7Ip2vXrh0fH6+urhqNxmvXrpEflEqlFhcX9/f3qZrLy8s7Ozvl5eUdHR2bm5ttbW2sg85kMq9evSotLe3s7OR2QYPKFEIzDku0tbUlgKmKigr2bOOuSyaTMzMzXV1dVVVVXq83FAodHByw/Iu4AzI1OMG3trbOzs4cDsfh4eHq6urU1FQwGPT5fBMTE8Vi8ezsbGxsjBklEAgQmGA2m7e3t7ldmMC0Wq3VakWScHl5if/k3bt3er3++vXr4NvAX5w7y8vLcFpVVVUtLS00QQSCQAc6nc7y8nIWS+Xz+XA43NDQsLe3Nz8/D4mr0WjC4fDo6CiSJRK9hfibuyEQCMRiMa/XG41GiRnCXUfmDn8fREUAmAaDoampCc+uLMsIPmlQUH5COwGEohJEhywIVCZgJntORp1OBxUaDodZPHdxceF0OsGaIGzMZjNASk1NTVNTEw8nT4vb7d7b2wsGg4iiGZJw7wEKCSd7Xo0mUVQzu6Sa7Wj82RNQLBZXV1ez2SzYYCQSMRgMZC9fXl6Gw2GUkDqdDixUUvck06ez0ffOnTvr6+vt7e3EA3HQJJPJe/fuVVRULC8vj4yMYD5uaGhoamp6/vw5FmEmvJ2dHSqWODi4yeHqLi8vEUky0hFiRUVk5arRaGTHGVg6G0tIJUTmtr+/j1SErDXROwN6azQat9vNgrna2tpIJLK7uwuGBD7MA4KjmoXhp6en5DAzU5IcC7rAlcTcxRdNljqXRZbldDqNgpo5GBWJTqdDR2q320Ev4Tj5KrGcYlNhFIM+pBqR3Q/fRnh9Ts13FOpfpm3mY+4NXCJodLkr+HUVfdWonj+NGu0mkEaNKheipS6qVhMoG0YuemtYKkU1Oej1egK5YBaQ1RRUEyFoTUlJSbFYDAQCjDRCkBIKhcCcM5kMcHoul6utrYX1YArn2aEO0eKwKur8/Fy4likh4PbJZJLgTB49skeQc3M9+YfAquh1ccXw03k0ODHEN4K5vLS0lDOZZiKfz2fVfau8SS44oIhezSESPQpDqnxFpayo66mvzvcCdP2/HnmhYxD4gSiWfGW8eb4XUX0ptPxoDivUObK6PkWenZ31eDwej4d0GMo7a3Xp49bW1txut9Vq7erqAk8IhUJdXV08M5CdLpeLhdXDw8O3bt1KJBKJRGJ+fr63t5dNQwsLC/Pz8zdu3Li8vNzZ2XE6nfPz80Rg0OwfHBwMDQ1RlXnTfr9/cHCwo6MDCcPh4eH29jYPzPT09IcffkiOq06nA+IfHx9PJpNTU1P19fV1dXXgvRjeoV3Hx8fPzs6IkLbZbJxHW1tbiGaHh4cJyFhaWtJoNMD3Q0NDzc3NH3zwQTKZZJ7GZ726urq/v9/e3n7jxg3qqFarhf3CpEiyDMpGWZZnZ2dfvnwJcA18x9QSjUZ9Ph9VkMhphGroOFpaWra3t8fGxsgb8/v9BPccHBxwSubzeYID4ZL39vbGxsZI7KTfp4RzEweDQcQdwGL4rzmLecPwpihiLBZLIpEgMonpX6vVEixsMplwnmSzWboTOCSyFADNUEViYD86OgqFQiaTiTqHHYjTED+MWClKuKtGo6EkKIrS2NiI9f7y8hIdCipKSgtDLZgP60qEORL5paRuOSDPT1K16YCfOp0OwyXp4UNDQ1xbuCiCDFmsUVtbu76+TuOPu666unpsbOzzzz+/fv16eXn50NCQ3++fn59XrujxSAWB73e5XLyfbDY7MzOTTCZzudytW7fa29uHh4fHxsaAK9BWUDkQd1DwBgYGhoaGurq6FEUh1oD9ZdFoFMPc/v4+MAwnF7sQaA2hA9neSl4d+XPQVIRhYUMKBAKMKWjB9Ho9sfL0FphwhKEin8+TgIj+hcMUpI6ENkTLlHC+Bcyj9OjMxwAPmCwVRSEvrLq6OpFIAGtVV1fbbDaqTqFQIIgRH4VAlSH5qEbMr3QSnCqQNYVCAbsqTYAkSWRWI2IAlM6pizPFxCkgQX5JqmlPjDiiZCJBgnClBoi/wMUBLIGvQZ4G/IPIHJMJ15Zqx+J6XCWUfKPRGI/HKbfQn6Rf8XP39/fJawOMQSx9cXEByMEnoq6gBeNlxbeDtBPXOP8XxaNYLFL5UBf6/X7AeSHtprmHheEjyLIM5MAUy8BN107fQ6HiSooLhbCxoK49ET0KZVIwoAV1g6asapslVXUsX8mtBYgWf1O6Ioq+yoxyC8m/vPuaa4UsKH/F01lUF3bqdDq5u7sbL/bY2NjDhw/FJevs7FxYWIDlyufzLK2kdcXqDm0zODjo9/utVitVbW1tjQNIUklplCmdnZ1kj/HXONa7u7t7e3vfvn3b2dlpMBgCgQCmyZOTE/ZOn5ycJBKJaDRaV1e3vb3d29uLXLCvr+/Ro0ePHz8eHR1FH0SN7OvrAznU6XQmk4lFgIj13717Fw6HCfbr7+93u90MzWazeWRkBKgdEmt4eLi1tZU6sbm5yRg0NDTESVpXV/fs2TO4PaPRODMzAx0FrMTCAfZv53I5GCNFUZxOJ/794+PjwcFB5m+j0djX16coCrwFvFdzczMOdKYNWNLLy0sy2dva2oi5gdBC2O3xeMxmc2trKys80+k0cCseVrvdzgYuVOOML7IsHxwcdHR0VFRUrK6uGgwGm83GB6ytrSV8FQWjxWJJp9O0Qch9CRQVoXqEkrvdbo1Gw6mq0Wh8Pp/L5XI6nSgdGBOBaGjLsOdDEiDxSCQSmD6bmpoqKirYRknRzWaz+/v7KEoURYG1pYCxjOX8/Jw8a61WS6vOUIi2iysptHNMigKoqaysrKysJAUeqXNPTw+LM8mp0ev1JGszITFJ//CHPySuPZVK/dVf/RWJVMPDwxwokiQ9e/ZsdXV1ZGSEo6GkpOTWrVtk1PX19WWz2UePHvHK6+vri4uLJycnGo0mEokwBf6/dP3HcyT5nd6PZ2Z5eF8G5VEoeN/oRrvpMRx6Lne5WumwJ+mg0F3/gI7SSbeNPSi0G5JWsRFakks7S47jTDs0vPcFoHwBBQ9UoVxW/g4v5udbw41fHxjNHqBMZn7e5nk/z/OmJ5Nlmbkpcw1Mhru6uux2O+4QdMNo6dhXw4QPvgY5iWCNTDCbzUIwAfTjvtTV1V1eXjqdTngoHArcDTE/QfmAOwEVHnoe0DmaVwGNSJIEvMwoiJIUuhOrEUh7RGo487IsMycWDlNwC9CnCQci5somk0ksoAaYhe3JtlGbzYaQVBj0k9V4BSBcBNz39/fM0mDH8OQousihtt2s1vhJyboBEN+XXFurB4W2A/cNptv9/T373tGYtbS0MP7gO7LMBBoXoiYieF1dHWNdh8NB6gK+UlUVQhPuKNlslikylQrJm08onAH4rdqcwf/lv0L1Z8QjygWoXrjzU/pQD5GhcXuvVqsUdpxEHDxINpxoTefcCZwT+276TlIaaZseDvWR6OwlfYRJPSSaY03fbcLMxWAwmHTDI066+F+RSjVdl1J7QQw1Sz1lfdZbi9bWKltKNXvlqtXqHwm1PEzMjbe3txl43N/ft7W1QapsbGykrAPYPDs7Ozw8zGaz6XS6UqlAQO3u7mbjmizLt7e3FFONjY34VsuyDKXl6dOnu7u7Pp8PSl5fX9/c3JzL5TIajbyaJElnZ2eDg4OMW6h0rFar1Wq9u7vb3t4ulUpPnjwJBAK/+c1vKpXK2traw4cPWZbi8XiwXIGKDYy2trYGxMGYvbu7+9WrV1jJOJ3OaDTa1NQUj8cjkcju7u7Z2RlpG1vRhoaGxcVFYseTJ0/MZvPg4ODk5GQ2m11bW+vq6oKS2tfXB0Koqur6+npXVxeqPmATTBtYHw12ilkBFFav11soFCKRSENDw+HhYblcpvrmsiwuLhoMhnw+v7S0BIqlKMra2hoGzZOTk+gQ4vH4ysoKYMD19TWMO1gYRqMRSWhbWxsHhte/v78/Ojpyu93JZJK5abFYTCQSZ2dnmUxmaGioqvtDBoPBfD6P9bzRaCTHMMOnL6dxpDRuamqCRivLssfjwUsdnCSfz4+OjtIYMd7zer25XI5pHwA1rSFFydnZGWqWen21/cnJCUuzEa3ShdAzVSoVNFTYzpl095OKLt5S9TXusixbrVZE4hgyXF1dHR0dCbLM/f19KBSClwHVAt9UmA4mk4nQPDo6Ojc3B9N4aGiIaXFra6skSe+///6Pf/xjALTW1tatrS2UAJjaf+c73/nWt75FoHe73V6vlweJut5isVB+cYXZE45cjzIlm81CoMN7r1wug0mCyiD+kyRJ0HOw0QDacjgcoGoej4cpY6lUgpOFOw+wCihutVqlbyCZWSwWlr/S35PVqEuYNEs615FZIx+DmRAYFx0P3R4fjKBMhuChquhLo3iKGBmwsoOODSkFTTMEY/IfV4AWllBG0DcajTc3Nxgq0fYR3Pl4DCCBTGR9qCmQWAE8/skskwRTO3WD0wQKCn5DsOYfZVlGSpTNZmVZBnqBbAVUg7SDr9/W1kZ/rOqiKUienZ2dJycnFPSxWIzqAeU6yjSeZHIMv0Uqqup0p6puECjXqE65dGBI5E5oU16vFzoP3xd4lmkCz0xbW5soNURSqdP/SLruiGkO3qIcbXiLCLLFuNGg27NINSYJqu7dI95FTCs1fVMbt0auIdyS8yr6Ck8xta1+02FfCIoYr4pZqfgMok4y6utueGvl9vb2vffei0Qir1+/Zu8E+AD6y0KhAPadz+dPT09XVlaQpoEYMBMCYoV8QUGBOQ6LFS8uLp49e/bq1as3b94cHR15vd6Tk5Pnz5/7fL7PPvvMaDRiLVRfXz8+Pm42m4GtMMd68+ZNKBSSZXl9ff38/Hxpaam3t/fFixcQatra2rAzJZp/9NFHFCyhUOjw8FC0uZqmBQKBvr4+sFnkcdytTCaDML9YLEajUcoodJ+xWIxdOR0dHRQWo6Ojb9++3djYgM2LoUZTU5MkSYwBmDkFg0Gn00l6RlARjUYDgUB/fz8dMGsy0Rvc3Ny0tbXRR1Lsk5bq6+vPz897e3t5Xp88efLgwQODwYC5jNVqxc/WZrO9e/eOvRayLLOnWtM0Rp5oEJkLUn6yELFSqVDaX11dsWxZkiT887xeL3rctrY20EWOPb3X+fk5bR+LGGFLwbup6NZcePEwZWGqhx/e3d0dNgWqqoLqQ8fY3d1laQNGEIiXhG0CUjBmIQDCdfo2R6pI5i4MkhVFoddhLEQSEqMLSWflEcIwWlNVdW9vj5aU09LT03N6etrc3HxwcEANRLInN5vN5kAggBfuzc3N69evW1tbfT7fs2fPdnd30Rh8/fXX6+vrnNt4PP7b3/5WkiSs8nZ3d3km3759y69jskqiQl6s6H7fRF6oxfBxNH2nPJwRTCRo+nO5XDgcZsOM3W6HGMV/Yn8A43ObzXZ+fg4Xgf/rcrkA5Jubm2nIDDodH/qVIHfQiMO/5V7A4sHs6fLyko5KkiSxkYMWs62trbOzkxUoZIJ8Po9JJLdYzB251DDsbDYbTWqlUuGh0jQNFIEHgBQiyzJCHaYk1DQYYMH6rkUgkcrw63gYcRwwE4AcJOvjSVU3D+IZEKFW1ZW+tQM2i8Vi1JWIvLjJZILYRQJDQoNJEzPX9vZ25oW0iXRs3GJkkYz5sYwg4zIEBRNi+5PBYEAUBGRC+wt/yqTv3hIApsiRiu6CJNInkZMmkiqnUqlcX19fXl663W5ooThNwiPL5/M8pTRhFM0iAyHlREgjEGyr1UqxxXAENIvigCMp66w9tWaVNHlLTF5EjhTzZpEL5Zphs2j9xaRTq2F1iaQrkHbx87WpFyieyCPe+o9YbCAQQCwYCoX8fr/Q6TPV4x4Xi0XibEdHB0uDKd+Ghoa4oH19fVarNZlMPn78uLm5ube3d3BwkGzR3t7+u9/9bmZmhjUgrLOIx+MXFxcjIyMdHR14D/2///f/mCcRwTkbHo9ncXFxdHS0r6/P4XA4nc63b99ms9mPP/54dHQ0nU57vV632802DKKD1WoliQ4MDLz33nsMq4AyCoUCSkqj0cjC562tLUVRWlpa9vb2qK2GhoaMRiOzN9A25i6ZTGZ/f39qagqGFG60brc7l8vt7++nUilN0968ecNlYdMTA8L29vbJycmdnR020sViscbGRlmW0Scgx8YzLBaLHR4ezszMdHR0MEuGGvfkyROTybS3txcIBABInU5nW1tbJBJpbm7mXGGSXq1WaUQABvf39zGlgwTR3t5Oy9vd3Y14MRaLxeNxr9fb2NgYCoUYHl9eXp6dnTU3NzscDk3T4Pozc0KJBDIGZY7sZTQaWXeKr8LFxQWGCfyF5we8N5/Po/cndsP86urqYkwFP8JgMBAQAajxkcF2+OTkhCsArgBKibmBcMNgbkSLSfPB/+UsMTvhwLtcrmAwGAgEbm9voecg8Pd6vZy3np4el8t1dXWFiRUKv5aWlr6+PkRTqNkkSWL8SXx87733bm5uMO4YGRlpa2tbXFwsFouvX79+8eLF0NDQ2dmZ3W7HlBGkAZ0PgBjjKKKM0+kcHh426Y48Npvt+PhY6Jo44di7t7e3x2KxWCzG5Ayo3O/3E90A+kA7y+VyoVDALkBVVWAJYhBDbtbOA6bRwwH5MOxgrkyrDRMVoi8jbcy70Se0traSmficeMMySqf2yuVyTHDPzs74jgwFMcog4gM5ACpIkoTukA+PD5SmaZyCYrEIVAvoVyqVLi8vaTSRbUABRbKZyWSgzkKeokcX3aSi28zW4rT8vbZpk3S6CmUEHSSWETCeKP6MRiPZkZWlGDjAUXI4HDzVsNhAmGmRKYy4wuVyuaGhAfBWzG45quQh0gAQN7gU4xJNN25V9T98R1o0kXLMZjNXr7GxEbDd6XRClQIjvL+/Pzw8pA5ghEm5c6/vcQMdkXUHLgKRQGhl3Z+dt6uvrxd7V0RWw6uBJApyK7KXyGq8WkV3yBNDTZH/yJq1k2mBllErGGoc2OUagUpV96kQvyuSvUlfo01K+qOmKJPJDAwMYAnGvJ2z9/jxY3Z7mUymYDDIBuBKpeLz+RwOB7zH+/t7RnrLy8sXFxfPnz+/u7vD5TkWiz148AD2o8/nOzg48Pl8qAZnZmaur6/b29vdbvf8/Pzs7KyiKD/60Y9evnxpNBpXV1cpJEGrfD4fzz3YlNfrTaVSYJKkSWy7AXgLhQKLsonar169YhKJbhIfzpGREUVRnj59arFYmpub7Xa7AL7ACWdnZ1VVffLkCTut5ubm2tvbfT5ffX19Y2Pj4uLiF198QRu3trZGXvT5fM3NzQMDA+yk7O7uZkFmMBiUZRlmb7FY7O3tdTqd8Xg8EAi4XK7T09NSqYRsLhaLeb3e6elpgtrg4CAWlNzI9fV1Wd+yRBpjF3epVGLUZDQaQ6FQOp0+PDxsaGiYnZ3d2tpiJqppWjweR3NJxsVEAgtpSZL29/cjkQiLaxwOB3xjan8APTpF5MyQY1taWpA9sHabKocsBdxtNBqhigwMDLS2tra2tvb29oLpDQwMDA8Pd3Z2hsNhmlEoHjjR0AaZTCafz3d5eck7spAH1gn7kJHNEJTNZjPiYFIm+JgYYlVqdu9JOtWeHosZ+fX1dSAQKBaLR0dHePZGo9FUKiWCIwM5tmcUi0Wn0zk1NXV6eup0Ov/H//gft7e3S0tLx8fHTOjpMp8+fZrP5wOBgCRJMzMzhULhyZMnT58+PT09/du//dvz8/PNzU2QN96RrpQ2SFjn4NHhdDqxtshkMkzFMOS6vr6mpDDX7N2E6KtpGqYNoJfoVZiUw0tg3sH4gM4GiScDJ5xLTSYT9CukIwQvRdenC/JLtVql4WP5NuMAk+7WRmmCtIB1CEKVDwUJGxqv1ys0BhRM6H9oXtH4kwkYmAmUi7ERwYELRTQkp8qyzOIB3pFHi3iNrokHkjxnMpnAEhjMi7ZSxGvRn4nYWovc0jDlcjkWdAtE2lDjEEtXDeGL+gCDHq6MLMsdHR0mkwl2AqvRaRyLxSLYlaIogMlohygmrPoCROpjWTeXJ4vTJym6XYOms124lSQG4UpmMplQoymK4vF4jo6OGFIAxauqSnZU9A2dhUIBfqymaW1tbaRDRddA80hAXTboy19J3jSaFNMcUu4+/bqm+ymKR05gs6I7VPU1qCKrVXTPPFHlSLq41qC7PvFfKXEopo26Jg0M1qCvoRbEIjFA5S3+mJstFgta7HK5PDs7y2iak0O3jiZvbW1tYWHB7Xaj+hgbG6MlkiTJbreHw+Fnz54dHR1FIhGfzydJEvM5yiJVVVk3HQwGDw4OlpaWaMhUVb26uvrWt77V1tb2+eef9/X1vX37dnR0dHV1NR6PHx4e4nhXrVZ9Pl8oFOJBKZVK8Xi8u7t7cHBwbm6uWCwKDO3FixdshB8YGBgfHxcOcLFYrK+vr1wuHx0dLSws3NzcrKysUIpy4ex2++TkpMvlAtZnO7zP5+PExuPxN2/enJ+fv379WpKk7u7uarUaDAZZUQLdFDNbVj61t7dPTU21tLQwfQyHw93d3dy/s7Mz8oekr6TY398fGRkxm807Oztzc3NHR0fHx8cMYhnPfP311zAYTSbT9vZ2VffRQPleqVScTidGE7Ise71eYHZIs7u7u7FYjKiRTqch0O7s7FxdXXm9XmztJEnyeDwglgCPkGaxjK9Wq6RMbNJKpRIJKRaLEfsY1BEZgcL4JDR5BoPB6XReX19jYHR0dLS7u8vRvbq62t3d7e7ubmhoIGGgeTCbzdhQMLm0WCyg9HQSYOY0oJIkwR8BvLJYLGiLscylepW+6fYiyzI93P39PUSz29vbw8ND0AJm3njFqaq6tbXFUJ9BIAPpFy9efOtb3zo4OBgcHPR6vVtbW6qq9vX1jY6Ojo6OyrKMON1isXzyySeSJK2trT19+tRsNi8sLLS2tr733ns7Ozs//vGPVX1zb2trq8fjwQuJ/XTQ1p49e1YsFt+8eQN8zeZOblBXV5fBYDg5OYFDhDqIOIXdEgGaW4louLW1FXGw2+2maZNlGXRd7OERi9XgSfn9fqI/4CEvS9+JvATUnXKKGw39lQsOZAojj38hIGDFDHxK7mfihWcC9Rwwj6abFhlqxPuQe1VVrddXNzMUpPHi69By1dXVEfHZCyvIYli5sniZ0ClkRWQUg06XFalRRE/+RZBNRLgXaGFdXR0GLOCZVd1+iKZfVdW7uzsWjqL14uyI6XtR3xAC/Z65MnA9ryZCFpIeSO80zWIULZBqofgEE9J0X3V+RnxNoVZiQ1w2m4WE0dTUxDodjhuei4D84P+SJAndoKL7rROaSKgAoZSzxFsxCCd90uQp3zTQr+VkKbrLrrgFnGWDbjArygJyqvhPAiARiLoAfik+uLMAq/ywpPNvRd9pqDGFJ2r98e7/n//zf37/+9+/ePECTPzw8JBYCVPj9evXfX193Dz8giORSEdHh9/vf/v2bWNjI9se+vr6otEo2ViSpPb29lwud3V15XK5+vv7Dw4OKpVKKBTCIw3Ps2q1SoMIEaCvr89isezs7BwdHYHxms3mt2/fhkKhra0tSjBWr7D4k/1cDF8HBgai0aiiKGKjdaFQcDgca2trVBkej2d9fR3WLuDV3t4ebvXQ0+Fz22w26iyCzvn5+eHh4fT09MLCQjgcZvNXNBq9ubl58OABFn0wP7FVAr4DbWtpaWFhCK0kwJTf76fgDQaD29vb6CklSTo5OYFQQzdvtVpR68M/NBgMXq/XZDIhkpMkCSXD4uJiXV1dX1/f+vo6BBwM4SCaQ+eR9JVqHIyjo6Pu7m5VVU26ki+dTh8fH7M4OqdvaadjQ9IjSVKhUGDHHoMH2mjIC+w0xqsI4zSn04k0Ak9RDDbhkTKMOTg46Orqgr0SDoeFuK1arVKQ4RePzpWPysyMsAjPExiZ+gbiDLNPIdcDjOUpp7YQ7Lv6+vpgMFhfX093HgqFAIhgPFarVVwyuru7cRNEe4Nktqmp6W/+5m9GRkY++eSTL7/8kj0nPp/v/fffb2lp6e/vZ58a353B7du3b/1+P1JdTdNOT0/xpOTuR6PRRCIBNkvlR9PQ2dn54sWLdDptsVgikQguLR6Pp1Kp4Pgq6eoanBRVVT09PUWBinsfntJnZ2fUQ2JiBL+GkAH0xxFgfkaAo9+iy3S5XABuZAhoKaq+IAIYn4eHjhADeiKO0+ksFouomdmayUY5gA0CMTqlarUKee3y8jIYDGIrnUwm8f8j9zDfBYGn0xXtJq40hH7BpoHiZLfb4YiC54PNUBeCimuaBsOoVCpRhfB1tBoREQNOg+7lLSZnRH/KR5p+gE0w4aq+jpAQzL+T72kWSZDocYWBYkdHB+Nbpn2UiWQa+Op4M5EaKeuNRqMQbgLM4u0Hr03WTQPKunegVrMMi/JCURTGzxhQXFxcUHkUdStKcWVkWcYIBbIeAZYrzGFBk0bFz6NCB8nrkJAEdEEdJlrDao07j/jYao33vYDK6UQpWfgW4ndr71RFV2qa9D2a3CNBKSrrbkEmfXugyJFUM1CrNH0dL0FJ/i//5b9AVSc9GI1GvNzg8oDI2+32VCp1c3ODZLOpqenly5fhcPj6+np8fHxhYeHp06epVOr09NTv98/Pzw8PD6Psubu7e/bs2bt37yAimvTdCxaLxWq1wtFyOp0vX758/vz5q1ev4BNiatre3v7y5ctisfid73xH0zS2jJ2fn3d2dl5eXoJAklSYh+3t7YXDYZioOG3ClYjFYiAPHA9YMN/+9rcRjYARYb4DdAmUCkvIZDKRmD0eD51BPp9/+vQpgRhocXV1lTDncrn29vao8YUVGWeDDVzoQJjHgG+kUqlisTg9Pf3y5UvmSW63O5PJBINBCurDw8OrqysxTKUiu9PXCOP5jiCPB+Xg4KC/v391dRWLWtwVGOyjZebnSWaVSqWrqwsjUOp9Slo4XCwJkmsW0yOFRtTPBBqymKIoJLxisTgwMFAul/F/YT1LNBoFJAfeR1xRqVRImdlstq6ujsDBZjqPx3N9fZ1IJLDM7ejogI3M2vNqtYpml5qXphZZAkUiak5aHEpRApzBYKBzxWy9o6MDxzimjAQ7cif9kKZpGxsbPO3AmE6n8z/9p//0H/7Df/jVr37V0tLy2Wefud3u3d1dUIqLi4twODw8PMzZ+/rrr6empt68efPxxx+TGp8+ffq///f/RkLwySefNDU1HR0dUUfjXQy6jhg3GAxSwMGShV9DIUxBw/OJ+RxpkqqFsQW2OFiX0CYih2C2DbzEY8OTibMEQyzsWw26hSkIGCUFJCBoLFVdUA+Sn9fXlwL60TwB6DmdTkmSUDFdXV1ZLBZKEI6b0+mk7QCJcblciqKcnJzk8/nGxkY6M0IYKVlMysXyFkjjaDyIxbzX+fl5c3MzS8c0TWNKAtSPop8Wli4QgnRZ9w0v6+45oqcUA06RPDTdoFGgnYA6JHLKCNEla/oolGUAgJmQZch8sixj09bU1ERLd3FxAcsaS0UkOuDJBAFQFjBzuBpIfUhd19fX8KoMun+9pk80xbwD0RF1ktvtJrQSSYRhL6wOk8nEU8TNhf+IrppnAOm2LMscz4pu+AwlTdQiPBJc0lrGrBhVyjU6y4q+HZpMSfrki8Ca5NtxLkTiLH9zp5hACyq6CE2tUYWS10UyFqnxTwAqWV/SQnJVsMVhbwbLQFBBUOGGQiHsafL5fF9fH4zQs7OzkZGRaDSKyS8xgmmorNtnh0Ihr9eraRp2YvX19b29vQ8ePPjwww81Tevt7Z2cnDw4OGhra6MZurm5+d73vofJyMOHDzs7O4+Ojtrb2zs6Or744ovNzU1VVVm5/Nvf/jafz//FX/zFkydPXrx48f7779vtdrfb/eTJk52dneHhYdZBoEbglqC7oKaWZXliYuLly5e5XM5ms/n9fjTgUAErlQpPbaVSub+/RwnDjcGHATukQqGwsbERCARwIBocHITiazQaqabJJclkkudSkiRqsXg8TquEbgT7CPZfwqdlMnR1dbW8vIywFYv8/f19NpNg0SI8fmGfZzKZ7e1tGPxv3rxhIVelUhkdHUV6FY/HmTtCniqXy/gi0U4RGRnJWCwWhmdkUGzS6Bc5wCBOOO2R2hnSKIoCZWxjY8NsNmcyGd7IbDbjEVgoFCDK4sqNQr+3t9fhcDDpwb0dMxTUmSDY6XS6s7MTtg5WRLAGiGuEV8ZIlMZET6OuvhJHAtaM1+vFdS8QCNhstnA4LMtye3v7zs4ORZLD4YAf39nZmcvlstksb1FXV/fBBx8Ui8VkMskar1wu19/fv7u729TU9JOf/GR4ePinP/2pqFjv7+8//vjjhYUFn8/39OnTr7/++t/9u3+H2gf8jUkzeej29ra5ufni4qKxsXFwcNDlckE/hjPFZJq6+Obmhmh7e3tLB0DnJHZrFItFmmaoT/X19R0dHQyb6ddJgZIkCfksph8wIZHSAjZSacViMUp4Xpm8VV9fbzQaS7qZKjGL48PJItPDThCc3oouLcedg8U1fC/44aqqHhwcABsYDAafz4eQkRIQ3QhxE+08X4dJrQBmmbwSW6iomM0zUSPf0/oAcpBoFf0PvFNFZ6Ooun+NVMMPElFVjAlpRygaNE2jeqPVKxaLsJlUVb24uKC3IxAzZKU5g/d0cXHB/jWr1QquYDabW1tbFX1T+t3dHW4GqI0hq0uS1NbWxhlHf0JekXTlfm1uEBkCRJeps8lkYpx/f3+fz+fD4TA1KB4yMLNyuRxDN5ihqm4hy40GnwBNRGXOS/EWZGtiRe3k0qg7yoopslLzR1xtuWZzsOhf6c5V3c/WoOs4JV1tKaScJGlDjXhU1teB8aaAVYR6WTcb4u9mfSMp4a5arSqZTAZzO4vF0tTURFnh9/u5Ll999ZXdbg8EAhBAQDspzGFpMmYIh8PQKxYWFqjo6Utub2+NRuOHH354c3NzeHh4dnaG3jEej7969Wp4ePjNmzc8DX6/P5FIPHz4MBqNFgqFxcVFFJPYb1Iq4vLz+PFjqA2ybpTa0NDw8uXLN2/ePHr0KJvNfvDBB5qmOZ3ON2/eAIcODg4ODQ0xe5+enqZWevDgQV9fXywWu7+/n5+fZ3WGLMtEya6uLpPJND09PTQ0BKFDkqTDw8NqtZpIJLBgXVlZefv27f7+/tzcHNwidikzKVlcXKRNKRaL6XT68vKS4QrYIHtAMfShVqC/xLb76OjI4XCwBLtYLE5OTjIcZU0mnqVMNS4vL5GT3t7eplKpvr6+ycnJWCw2MzMDpYhqMRQKmUwmt9u9tbWFz87IyAh4kSBrtLW13d7eskzD5XJBIcG3tqGhAZM5sccK6sTFxUVHRwe8Vv7l9vYW5yCOHy3j6Ojo7e1tOByGi4+PT0NDA/vXDg4OaBxxb/F4PNi1l8tl5L9ms5mPHY/H2YVZqVQuLi6YrADJ0uKTLcQZqK0TublMBF0u187ODtO79fV1q9W6sbEB6kU8RcUosjLH2+l02u32ubk5t9t9fn5+fHwMCIbd4P7+viRJo6OjW1tb19fXExMTp6enJycnPT09Z2dnkiS99957yWQymUyen5+/ePGioaGBPaPstzo9PWXK2N3dDXF/a2sLvR3WoHV1dSzA4cpUKhUc2sxmM3vO6Z4J3HDlYLvIsgzFT5DLCKB4BxIoGTghfDo7O+NhgC3FE6JpGj2rSJOkGYbcqqoCBcNToyBgbtfV1UVoRg6OG0Nrayv/nslkIL9AMUUbhutNuVyG+MpcFv8TuiuAEOIpJn9NTU30TF1dXehhgBnog3HD4WpAGC6Xy3R7fDBOJZGXiM8vKjXmMlV984b2zc0nte0IrRjdKpCA1Wol6wiHINyY6ckMBgOKL0IBt4zESdFmt9tZz8CaINgJokTAsxC2M2a/ZLKcviqce2fQpYpVnTfLvwAOAcMQqMGHHQ4H8DhWBkajMRAIkOC7u7tdLhdNKjR4cD5uENcKhBIamsFgoDkWI8yKLsGUdNMlMUgmKYKdiiQqUix/yrotvvjhiq4qMeqOQpx3kHyR+QT+IWbVoFOa7nLA7RYtMsmFpC5Gp+IzK+xYYKYFYefNmzccyJubG6ScgD97e3vJZFKWZbvdTsgwmUyRSIQbhgUaIRKZHbP6zs5OeAFNTU2s1gqFQpqmsUfa5/MdHh52dXV99dVXh4eHiUTCaDQuLi62t7efn5/DWHn06BGLA+nJCH/X19cEAujdz549IyCKhVAtLS2BQIBlZ6urq2tra3a7fXp6ulgsMotSFAWLO5/PNzg42Nvb29PT09jYCPXx/Py8Wq0KXZ3FYoFGu7GxUS6XcYGZmpqy2WzT09M+nw/fWsQwgUBgfX19YmKCGtDn8xEsVFUdGxs7ODhgYAMBNRQK8Vzu7e3F43EiiM/nY8sjnJp8Po88DguCxsbG/f19h8OBp0xHRwetz/DwcDwe39vbwyEPNhC0w9vb283NTQz3s9ks9/r+/r6rqwsrV/z/kJyy14U8QcUaj8eNRmNXVxdpm6TIXCqTybCPTJbls7MzHAw4V1QSlUplf3+/s7MT2HZvb29/f5+VW1gcgDeyxRp2qNfr5XUEsE8rWS6X6XolSWL+h90xxSDgjDgbco3JCOVqe3s7Uenk5ASuNVYy7EsHNmdvSUdHB6Al5bwkSXa7nZ1xz58/z2QyCwsLlUplb2/P4XAsLS0tLi729vb+4he/aG9vHxwcTKfT9fX1g4OD4J/MYiVJgnlOK3BxcbG0tNTW1pZKpbg+yFhPT08PDg5+97vfsYPT6XTOz89jYAn/BePWtrY2WC23t7dEVUyy4JdSPUiSdHp6WtV5g/Cf4Y0zMnc6nYCTeG4Q2VVVpVlH4NHa2lpXV0e+NBgMyDzgk9MJ4d6HgQbgB7M3Kl1MGHDsAwPHYQPOCAx5RVGgy4IukuFA/yAYp9NphsT5fF5VVRBLxhOgzSg34GReXl7i1yios8xWSLekzHw+j2afnpjYSpQvlUpgRaLpqX2EpBofcAEqgP6JuKzq5j6MNkulEksXGhsbaTqZuFMAYdZN0urs7BSwjaqqJycnNHaUsySD9vZ25B8oUsrlssPh4Leam5vF0JpcIumWRnwkMYsVmLP44bq6OoRw6XQag1mDwYAbHzNyulsWkHGI8JUEsjIYDJAJuImcVlpAWhRSEUdYqnH35cAKQqyqexjxj1V9cTSnm7wu6Zwdhi8kNq5YVdcFyf9KxGnSHZ34RWGcJErqsq7qJr/wplxGk+6O+//lcqPReHFx8eTJk1Qq9fjx493dXTI/XBsGY4i+LRbL8PBwU1OTpmlsjae74gJRM/ID1Ix+v7+/vx9+Yy6Xa2lpefz48d7eXjqdnpiYQEG/ubl5cXEBujg9PR0IBDKZzNOnT3n929vb9fX1g4MDosnl5eXGxgaYAFuyGeDFYjGLxTIwMADWwaSQDh0YamxsrLOzc2VlBTzz8PAQOV1nZ2c2m4WYarFY3r17R9dCSZjP5589e3Z4ePjee++Vy2Wv1wtbp1AobG9v5/N5VuJxrXEiZenPu3fvqCcaGxvz+XwqlWIRldFojEQiIyMjBoPh7u4ONBJGFQG0t7d3e3vb6XRS2rNK2u12M4zc39/v6+sLBoPhcHhsbGxra2t8fJz4Tsjb2NgYGBgAQmRsabfbz87OeNxxKWpoaGDNAnQn9kei+iJTIuJkNycTr2q1ypw4mUwmEglJN31WVRXv3HQ6DVmRg2o2m+PxOMU+xeDNzQ0fqVqtjo2NjY6Oklqq1arD4YC2enx8jALYZDIB5Pp8PgBtxlEiXzKf7+7uJj0UdccvwMlaWqMobKnwQCACgQB2RTB7ATnZ0goX+ujoSAylELyaTKa/+Iu/+Ou//uvvfOc7f//3f//LX/4SnqfT6WQjptVq/eUvf8lAS5Kk/v5+mtTDw0OHwyFJ0tra2j/90z8dHR2Njo7CloJLnMlkmEHStXu9XjyDGGpAMmexqMvlQqpoNBqbm5uhRzmdTq/Xq6oqVkGabiNeKpWAuMEDmBAjWoD0B3LIHlMiHXmOzpWRmFHfFkLfQFQlLiOnIysAG9Lrm0ymQqFAt4eBBrUsJRTtKYaRpH9q3Gg0CnmHZePX19epVIpARs+EgIS+BPQSfF6W5aurK4brTN2Ac2jFWO/KU20ymTBd4vPDWBHCVjI9loE0KMC8hpo9J1LNQs3av2u6lqOqeyMQhQn0cJvxXbq9vWU2AQVSmHjD4GVnHxmR6h9sjK5UGFCAMcKouLy8hMDP085r0sKKDhjEmDTAP1a/aRRQ1RdM4isJLE9+wvGG6CpJEswsjDw5UIAoSPyR9AAP8GG47DabDV4C/0uSE64FAvqu1pBpxbUlHfJHdJmCrs/IQLB7+GFJV5sIWFgEAaPuyW7QJUO1F8SgL6BmKCvpM1GIbyRaXrBcLiuTk5OJROLw8BAI6NGjR5Tw1LlbW1urq6vgFYlEYmdnh40Zqqo+fPiQXc0oARobG91u91dfffXZZ5/hE/bVV18hQwT8QfqpKMrd3d0f/vAHMDePxzMwMNDe3j4yMkKHND09nclkHjx40NjYiC8P4QOCUjgcxrkN/53m5ub29va6urqlpaVEIpFIJMLh8MXFxcLCgslk6unpcbvdH3744crKislkQruCLPXDDz+k8oXVnclkSMAPHz5krHh/fz80NKSqqtPpRMmOG2dfX59B1x4dHBxAWGhvb8fbPZvNdnZ2NjY2MjTGDby7u5tIx6xla2sLOU1PTw8x7ubmRqz9knRzjWq12t/fD0ttd3c3Go3SKIPJHBwcMNGx2Wxut/vhw4dDQ0O5XA7wVlVVh8MB0RQ/buzd3W43QHR/fz9sKavV6vF4SqXS6empy+WifOvo6Ojt7aUlhVkD5AWdBEujzs5OrHzC4bDZbG5vb2feCaABZbpQKFDTYezA9s3j4+NisRiJRFpbW+Fdm81mp9PJ851KpZLJJE/C9fU1RvxNTU3IW5maE0f4zHAi+EegtlokTatRp9XV1fn9fovFwi7PpqYmKK8kcp/Ph0jDYDAMDg6ijm9sbGxpaWEyJ0kSxkOffvppf3+/y+XyeDwY3P/4xz/2+Xx/9md/FggESBUcyLq6OvZl7u3tlUql73znO4BvbMKBdIPugq0gXq/X5XLNzc0Zjcbu7u6NjQ3UjfgAsO+WpTE2m4254OXlJetdiY/ZbBbciK+ZSqVIJxRG1WpVIPACVKenF0QPvP4BFRsaGliGSram7MDbiMwKNCcAMVm3ZmWUeH5+DiNakiTUMoy1aBDr6urwh0qlUmw0w86GLIhcW5IkYi4QHLRqEUCp/Eg8EHFVVUV2As5McYALxM3NDc0ovDbOvqB9wn4CsGVGTsEnhmpajRONwABlnYwqUD6Ejyj9ZX23Fxt16HIAxujtVH3jValUMukLJmF+gQQy8mRdHdQqdFbI1slq2WyWHdeMPynmeEFaNxKVpCsRyeu1k1o+OQA134UCiPYAyI3nR8jwqGYYt/F2yI1ubm7IjmJULFD92t6OwkWuMWeXv6nwERQeo64hpv4Qt0N8O1XffCm6Z0XnDXHX6FBFGUEmFtmaOoy3qOhyT003AFL1zdViGCxQB+X4+Njj8dTX1wMDou5g1EfIxh6lUCg0NTVNTU3RZExMTGxvb2cymbW1tUwm4/f7Z2dngd3IEPPz8+Pj42NjY8lkUtM0h8MxNDSkKMrDhw+LxSJqlp6enr6+vtXV1VKpNDs7C7FQ+FAfHh5CFHI6ncvLy6y27uzsXFtb83g8COweP36MtzVgLOIhbsbi4uLx8fHR0dHe3p4YXezu7sLgWFtbq6urS6VSHo9ndHRUrNa6uLhIJpMTExOcfMG46e3tVRTl1atXbJbXNM3v9/v9fsioJDm4wRx+h8OBvx05WJIkxOBc7Zubm7OzMwQks7OzHN3u7u54PE4nyhwxHo/b7XZgZKrg3d1dVqa43W5BPb26usJU7OHDh6gb2QNst9vPz8/Hx8cJAcFgEBZGpVLhpuA2cnJygsCAUQofmIqVmw7yI8sylArwFqPReHd3B5UJA0JEpQTfQCCA9qtcLrNh1OfzWa1WZiG5XA5sFnHb7u7u/v4+WiMAW4PB0Nvby0ljo6QkSV6vl2IWVh6dK3MjQj9yXhELVN1um3PS2NgI9sgybUmS1tfXjUYj1m6qqrLjGtJvOBw2mUzNzc1TU1N1dXXhcPijjz46ODj4X//rf7GYOh6PJxKJUCjkdrs1TYOnxjZQfHNgf0iSBE47MDBwfn4OdG8ymY6Pj5uamkZHR0ulEotsh4eHzWbzxsYGvWmpVGppadne3rbb7UydCTrU8sznisViqVSCO8p6E7gbIEDA7OVyGYNDuhxUCg6Ho62tDYoco69qtYpFKugIqD65B9yVS0QcwROYHEBVjjIHgIQAR8PHe4HcJJNJxm/I/kql0vHxMQ4YIAcul4tSgyjJ8FJ4N/KVJUmiaWNEWi6XEYzB4Mvlcky7STmtra1gLRXd2pqvKWY9sizTc6M4hFEFsYXoDEnYoKsz/6S5lGrs3KSavY9MUul12BeGKJN8bDAYEG7JsgxhimEqnClkJ1Vd+QA5metAp240GqkkcNoiVQttNImNdyf9VPVNHSV9oaZg2YgRBgXx9fV1Op1GaARbhcIIjh7YeDKZtNvthGVJkqgpKXwBPADtwHXRQWH8SV0r3lHMUASsWtUJZbI+HubY0pqLPEcpo+qm/FxGgPFa4FeUMlqNcFNwi0SS5gVFugXHFmwjwQZXdEdiWZZhiigYw7a2tjY1NeG8s7+/z4Ze9Mh8ylAoNDY2tr6+jgE3S5Fg6vt8vs7OTniPVqv12bNnQtswOzvLblsYKNxUcNFqtXp8fCxJEjsv3W434BUQ5crKysDAALrvo6Ojjz76KBwOR6PR4+PjR48e0VlSn97e3sbj8UKhEI/HPR7P4eFhqVSanJxE5HdxcWGxWEi3hUJhYmIik8ksLy93dHRAXMrlchsbG9PT06VSCQRyeHgYZ7iNjQ2USezVIj729PRwtH7961/v7+8vLy9HIhEK59bWVkxoOzs79/f3d3d3w+EwKbCjowPEbGRkhA1NDITwnaePOTk56ezsTCaTsVgMagm+0oLiS/fD4hHgESEaIfcQMbe3txkDsxHs8PAQQ4lYLLazs8MJx0DHZDLF43G+F3UlToHItpipIB+6vr52uVw0SZyESqUCxZTqEpMmsJp8Pr+2toZnJjq2lpYWhKF1dXV4NPIQ0xL19va2trYmEglW1XPXsGIwmUzgtKJgh/7KWSKjw+yX9KGIQGiruvacUCUyHJJ8Jut0bDCrEaukUikuJlzcV69eybL8wx/+0Gw2h0IhOipFUdi5hov6+vr6X/3VX11eXrLr5u3bt1999ZVwOVhfX29ubn758uXvf//7paWloaGh29tbaoiTkxPkB0yJurq6FEU5ODg4Pj7GsQinKhAF0FrGk1dXV7f6RhdgOgBtdDWaplF3wgO/vb1NJBIY2vHkoH08PT1lPXs6nTbq1qPEX8AuguP19XVHRwcxneeWmM5OSsF3czgcLBIhWVJBggpUKhVQPq4wJFKcjGjyCoUCXo80IvDJ4eh2dnZCEwNZAX7g9e/u7sAnYdg2NjYSweHTEbXKNVu9KEQIfAC8tJuUbrB/cVrmM9QCm2KWqemebbX/KHIqlQ11Bo0me9z4FTGZdjgcTOXxg+QjwQbCSFJ0OdQf6OWgdoM6QFsDxL6/v8dvj+ccGIYrWTva1HQjVtErG3S+qKqqAPWMzPP5PIVLIBDghDJ/MZlM0CBaWlpwrGWrIwwsvDyhbokp4NXVFQ4JxDGuA4lfkHc0XZOj1axnMemLiSiVZN3wSPB9BLeL/ytGMJK+OFM0iPw6d1zT6cRiCF3VV2eTFKlUDLpmlNzMiRCArcFgUKLR6NjYWLlchtczPT2dSCTOz8/p2W02G1EGjG5sbIy6gD4yFAoh1NM0ze12Ly4umkym+fl5k8mEuHhsbIxb4nA4wuEwrRIQ2bNnzy4vL7/++mvoYQ8fPtze3na5XJeXl4BR7969Ozo6wjeHvIJ3z8uXLyFu0KLB7hHEBB4vWGRv3ryhZO7p6fnDH/5ADob3azabHQ4HMvBSqRSPx/1+P3XW7u5uc3NzOp0eGBi4vr5m0haNRnd3d589e5bL5RRF6enp+da3vjU+Pu7z+b797W/D7CBbgIrQo6yurrJMB+0ETwM9d19fn81m6+3tzWQyp6ennNvT01Ooy8FgECKliGhCokMdHYlEqKaBUNbX1wcHB1dXV8vlciAQmJ2d/eKLL+g8OMalUmlwcLCvr4/RBUNlThQvRYcEHZptbnQ5cPyKxSKDQwTXcFwxTEeZKstyd3c3otXR0VG3243rDbiZyWTCDU54UFDrnZ2d3d/fRyIRTim1P1ytcDhMQcAZRq9GHd3e3o46AgCcfgtAifqRH5P1nQaVSqWrq4sLiF7QYrHwi8AGQGqCRM2ckhWnl5eXjOvwtAK3gBCBXw+rUW5vb7e3t/nAjx8/fv/997/88suRkZHNzc2RkZF0Ov3d73737u4ukUisra2dnZ2tra0pitLZ2UkvCD6PftRkMqHUZJMdwhhNd8lBxmOz2aALOBwOn8+nqqrVaiWn4h8iSVJ9fX1LSwu2GCBUAPKA4fl83uVywQwnfnV2drKHi0vEqJtVXEJXIMsyDwDeby0tLUhiiIwkiWq1en9/bzQasVwXRETiBjQIiDAWi6Wzs1PY8SN5gvDFnSW0kYZZqEIyUFVV0DKJS7Iss3pWPNXNzc3IkxwOB8AJTZ6qqhQNZFnmhTgDqKoKsZZHgijJg1qtcf9Rav6IwacAPyu6lR1zHCAulEKMlrkyvKzZbCbWE6YganEMc7kcj2g4HCaLg9w0Nzd3dHSwd0FVVebuIDR5feWZaKdsNpsiFinXuLByxcgidId8GLG4DUCYo+dyubBFlGU5kUhgBWWz2SRJYi0jiEVHR0drayt4siRJDJhFdw75i9hl0v0E+Jy8slazzIuvAF2G+ToTdEUnXlEEkHcYXUuSxFRF06k9mk4Xl3VvBIHTikRo0N0/BFFW0ufBSo1XLU9v7dxUaWpq2t3dXV5enpiYQHTx8ccfHx4e4lazvb2NxZ2iKNlsdnl5eXp6OhKJ7OzsvHnzZnNzs6GhwePxfPHFF5Ik2e123EAIQ0za0ul0b28vTP1isbi7u+tyuY6Pj0URYbVad3Z25ufnLRbL6upqX18fwfqjjz5qbGx8+/atWNw6Ozv78OHD+/v7wcHBrq4uYTWwsbHBzsV0Oh0IBPj+hULhgw8+GBgYYEPy6Ojozc1NJBJ59uyZoigOh4N5ZE9PD49XqVSCUtHT03N3dwfaHIlEqvqypPb29qWlJWYnIEhI/gEGQ6FQf3//zMzM6uoqLVG5XLbb7Xa7fX9/3+l0wry4uLjY29vr6emB4Apdwul04sqLUzww9cjISCKRsFgsAE0ejweywNTU1NDQUENDQ09PDzy9rq6uuro6zCUg4k9PT+Pu1tjY6Pf7Hzx4QDl/cXGxtbVFZcoj7na7XS5XLpdjsyZkWvA9LCKRVGMAdnx8zAQOawioCk1NTbD44FHLsoxzW0tLy9XVFZtkEPCZTCZogUAx5XKZJolTl8/njUZjX18fsy7OLemQNbwE7rOzs4ODA0hJLCAz6nsqOH4VfZGsgKHgtaJ2ZS4OJOj3+8HlHA5He3t7Pp8H94YVAldIUZRQKPSjH/2or6/v6urq3bt3FGff/va3p6enKZnZ9vzkyZP5+fmnT59+8cUXFxcX3/3ud91uN/MCFrZDAcObBgxN1rcvGY1GtscQdllCUq1WqfOIiTc3Ny6Xq1wuowVSdY0a7T7kc2pHeD0gB9VqlRtkNpvJB4qisHWAxwMnQtREjBJQL8DllnRTFVxwGTHabLZisQhSyvPGmICxN58Wi0SsgHkv9CH4xdzry1nhiEE+woEB94/u7m5oFnwGOhvOuKqqTPI0TUOuw11GUsJksbOzE9cOYHPSEpgHg2EojWS4zs7OtrY2ni7qD03TkPYC0hp1CQrBXdWNwkW7Wa2RoxCaORoUJff6+jZZl3xomga5yWKxgCKg+gM8I52zOY65Q3t7O7UIBGb6B4RVkAqxBoPQJxI8BRMNmahKOXpi5ifpDICLiwu0RnimAs/KOoJNDqPjBANAQEV5Cjng9vYWwYmqb3g26Kt7RA8HTAVLgMfeoG+BFX4afCpoujx7EI+F6YTInVxbXpk8Ikaksr6CW9ZtKARSLfpRSbcBknTLBXGXaTMM3/SelXURZ6VSUfb29jTdJZLdDtTgjY2Nzc3NeCA0NzfPzc3hLLOwsNDf3397e4uhZaFQ2N/fxzOIPeBgoew84S+5XC4SiZRKpfHx8SdPnlxcXBBcxsbGBgYGvF5vd3e30+l8/PgxXpTYmn/11Ve9vb3vvffe3t7ewcEB9+yLL74wGo2fffZZJpN5/Pix2WxmmI8CDHGSyWQCHc1ms1tbWysrK5qmCYUME81PP/1U07TZ2dmXL1+yEQWiBEU01vMoH4DsLBZLLBb78MMPs9ksimPsAEul0tLSEjkJZA+jbVmW2Qfp8/laWlqWl5cx7SQOov/t7+8HvmalDjJ2AhZAKF2yqqqY1MA22t7epsOGYodU3GazORyOlZUVKB4YE97e3vb19Qn43uFwQPm5uroiiwNrY8WQy+XwZUU6KUkSUQZVNcQ5UDvgXFb6MSrb29vDv97hcIB7cMWI/tvb20RGulXg30wmw6SNQAyDFMIk0lXYKGR3BmDAvIjY0OlydKnSaCMEkkMkQnhHXdzf30/eAtFNJpPRaJRjH4/HSdvQZECl6Aw6Ojq6u7tvbm6w7HA4HAcHBwzaT09PiTW8/suXL/1+PyFbURQmnT09Pfl8fnd3V1EU8t/R0RF0nqOjI1ghIBMcY1jZUP8xMgXvEaQSTBKYnpIFYVALnywcdEWvQ7eH/TrR7fr6mjlWpVJJJBKXl5c8xqyVrVarMIywIIdFyWgNFwJaQNB7mlGwQWbPdIdMLplZAEUYDAZ0yUC7oqPlXhD7IJ3x76x6dTqdIL1GozGbzUJPo49hyoAL9P39vWDE8ANISOmiWltbiQ8wmGgXOOw3NzcQynhUMEK501cuU1WABFI7inmYmGVWdXmDXMMPEtAfzhgWi6VSqVBukgl4UAHPSWMnJyeXl5dI3jVNw7/Jpjvv01lSmqRSqXQ6nU6nOTi49HFtAWY4CMJXoay76FV1na5ooao66RdCDa9AogVIICWzXIUNDaypgRiMJpUQBCSAjBsyF9AIFQ+YOc8kbTciH0IKfaRIdWKOqOmm+bBGuAWiadZ0g8BqjdqEL2W1Wjk4otCp6OpVUfdIuoewou+3IWiouheEAISpeESR9EconuDF04nVE4UqUyhOqc/n8/v9Nzc3U1NTlUpleXkZYR/dTygUYjK0vb1NbhBLOQ4ODjKZzMXFRX9/fyKRuL293dvbo4p5+vTp5uZmuVz+6quvkEJ+/vnnIyMjKysrFotlbGysqamJHAOyt7KycnNz8/jxY6PRyBhsb2+vWCx2d3ePj49ns1nCLp4DFC+tra1ut3tsbAy1FoxqqGgDAwMjIyMNDQ29vb2NjY19fX2I7lmp0dvbK6a20GcwcGHGAFp7f39/cnKiqmpfX182mx0bG1taWmLJCctGqtVqW1vb6upqIBCYmppCt9rU1EQknZqayufzd3d3uVzu8PAQPKSlpSUcDmMIDmHk+PiYLhyyK/eSerNarUKu2dvbg048MzOzv7//6tUrh8PBD+/s7ESj0Y2NjVgsVigU/H6/2+02GAyJRIKaHf0y3SHOUEZ9+yCqjEqlwrQDNIkZCfC42+2+uLg4Pj7u6urC/wGTP1HP4sELp5efZzQFys0sh9Xfvb29cDEY6JLDgBwQXTB1Y303OUDWlVhYpMq6Zk5MNXjWCaycNK/Xi+QD3zIwW74vvhZwT/L5PL5iPCqTk5OwZ3/605/e3d2FQiF4TLR99/f309PTfB5GCSMjI/l8PhAIbG5ugkCenp7+/Oc/L5VKbW1to6OjiqJ0dXV5vV5Y3z6f7/j4+De/+Q0SEfyVuDUGgwG40qQvJhTOq1CEQG7xiIZwEY/HufhXV1eybnHHLaMjoXVobW09PDyUJImSS4z3KIO44zxsaJYovXl3/N5YeoNahj6JboDRDPXK3d0d2hIOBfASw3gMoWBdwnUQU2pCPMbFxEr6146ODvGNrvW963TzmqYJKzjhOssElyECVQukIUIkUCGdkyzLVD908CC6PPC18KzIlIpuLy7r9JbaEZ0gBBUKBcBYDoKiO/IYjUZEU1xekisUDU3ThCASLAEmVyKR4NvRg/IM1NfXn5+fAy9TuoGyyDXk3oou3BQzTrlm35miW/PQb9CxnJ6eZjIZcAs+YT6fF6t/qVf4CmBI6LyhLJTLZbYqETyheolihTxnrLH14eEUbgMiTQLz8n/r6upkXdjDMwk2a9IlmKJS4aYI5Fn8gAgOmk4PrE2c3HR4rAJFEP8iRqEVXUIqy7IRO2/UeJjEnp2dDQ8PAyy0tLREIpGWlhZVVcfHx41Go8/nY4dALBbDxIAV8D6fL51Os2dgdHT08PBwf3+/v7+fQrihoQEk4erq6unTp69evSroK6yHhoaq1erq6ipN0vj4+O3t7f7+vtvthlLI7szHjx+fnp4mEolHjx6h7768vGQkeXV1NTk5SVhEbIc1dnNz89HREeZzVLhDQ0PHx8fJZBKzq2AwuLu7a7FYjo+Pj4+PNU0bHBxMJpPHx8eKogwNDTH9pqswmUxffvklw04mAVNTU3NzcxjofP3117Isr6ysEBwZxlgslt7e3mQyCeWEB5QdQHt7e319fZubm/Bah4aGQHrn5uacTqdwPpuamqJw3tjYAK7hNFYqFY/HA30J6MZut2OTxMxmaWlpYmKiWCwCwamqSmqMxWIUEC6Xi6qWfZmoRKgEOd7ox+m229vbMfakbL+5uSGmezwe1J/Yu7M7c2BgYHd3l2SAwhWhhaZpmHB2dXUdHx+bdWdnPFEB89mIDkeG5HF/f89knTwqHmWMOIRNmlqj5lZ0ezMUDgMDA6KGxXW2vb399PQ0n8/b7XZZlpl3qqoaDAYZwLCiNZVKTUxMhEKhubm5t2/foq08Pz93uVz5fB4Po46Ojk8//dRsNn/729+Ox+MNDQ3r6+vDw8MQozhywWBwZ2eHhvjg4IBVEmxtg7KL2xxTA5ySIpEIkCwBCO4iRerl5aXP5wMhJ0Dw9TnImqalUikQOZIE+TWbzabTafZAaZpGL1gul9k6QuAgw2Gnx+yQWTLmALRZwMiIBUnGYNrEimw2i4RXkqRYLAb8U9bXXSG7BG0TDlw89pqmYT2BAAN4E8ks4CrsNmFlAGNT0zRacNoL0hXIKmwJwiUmDJRKsq6yQKjDgABOjUXfM0rjznpRUNba+aUA/So1ZhrUMWJSgLEDMlZyA9bNfC+KTjpjKG8GgwFfF0REsKUUfZUYXDy2lvKfcJ+AyYLzpahEeX0SA3//12lerlHRWK1WyIzipXCSgZvNE55Op0ulEh8bGL9UKsHgxdgon8/j0c8Z7OjogKtBo8nEVLSbeHjB1q7qe8pA1Cm4eXrJhTzSBISKvvSUr0OxIu5ORbe0RdVNkhaNqaTP75Uae1u6YQAPagIaA0kn3xp0n0iulQDYFZPJFIlEEolEd3f3Bx98ANkVTRX8yfb2dqxARJfj9XpnZmbcbjfN0MXFhdfrpcil6KDYh4C6v79P3VpXV/f27dupqalYLCbLMshtW1sbKWpsbMxkMlGho+4qFovf+973hoaGnjx5MjQ0hBFXNptdWVnJZDKE2nfv3gWDwffffx+vljdv3oRCIVVVd3d329ra5ufnOzo6WOyO1QvWpqOjow0NDdFo9Pr6uru7e3h4OBQKMaaSZfnq6ioUCmFrbjKZuru7MYsZHR394Q9/SHWPsA+Xc7DKlpaWkZGRgYEBJFNGoxHaxdbWFoQjikpZlo+PjzFMWFlZGRwcNBgMo6Oj5+fnfr+fDV84+Pj9fvBb5nAsrYUqgnMKm66hONIANTc3M9GxWq3hcHhpaQn1TmtraygUamlpaWtrGxwcZBcuak7wMXJSLBbLZrOor66urmhPsTIHSqL1gQqESwjidzSdrAAkPePuhrxBcFw5RT09PYqi0JTzmhwYuMccLaiDzFfAeyuVCqYqBDjOg9lsRpomaA5iTsOjz+2mODg4OLi+vu7v75d1lhBx5/7+PhAIBAIBVDRIOMC4ZFluamri4fnoo49Q8kBUOT8/X15ebmpqSqVSP/zhD/GD3N/fNxqNNDFOpxOSFB/p6dOng4ODw8PDwGj9/f0WiyUcDi8vL7NJDX8lxD9MOujwsMcS/xW/LbZy2mw2Zo3d3d3d3d1MGfAfvry8xH5SUZRisYjbHN+3Wq0mEgmYXEQHhLaiF2EATHfLqJtN1HTejC2urq5oo8nZKKMg0PL1+QF6IOhaGPqgQ0B3iM778vISPzkgAVhjir7qWQD+oMdEYVIjn7Ozs1Mg86RnIE1af6x6kW8RmlFsEytRSRLWGUiBQzIXABikIxQzctF0iubyT3KqGHZyFvBzAGTiacdqSviHIDVhIR1UkoaGhkqlgncBwb2rqwuPPf5CQIeBxcPPs0qvT+7n0onEU9HXYMn6thYxfWQmwhuhIqW9Pj4+RvugqiquyIwwmC+QLzGfoYiRZRn7eFycBMdH01fKiJzE7eaJYqBu0f0ORf1BuSCwU4Gm0v3TCFK0kfkEgbb2XogfE4lWtOACwhW4uvjA/Ds1IpeRN+Ut+EXFbDZPTU0Bq+ZyObYzUsGRivr6+hh7FAqFzc1N4PjXr1/v7OzE43GcvmdnZwVGajQa5+fn8/k89qocBqh909PTc3NzAwMDU1NTe3t73/3ud4+Ojvx+/+rqKgan+XweP+KWlpZKpbK0tHR0dDQ/P4+RRz6fR5AeiUTK5fLs7Cz+4Jj4ZDKZ/v7+4+Njo9E4MjKCNQHPGRavMzMz7969y+VyX375ZVNTEyDbxcXF6uoqcGsoFMJnDqKawWCYm5tj9sau5t/85jfpdHp9fR2BNstJgLNyudzm5ia68ouLi2w2C8vp8ePHHo9nb2/PbrcDTLFsGQBwfX29s7NzY2ND0zQAW4fD0dPTw0njJzc3N3d3d4F06HRJLWgVsCfc2tra3Ny8vLycn58vl8v7+/vJZNJoNI6NjTU2NqZSKVVVs9nszs7O2dkZjFYGjYBCuVyuq6sLHBVhWalUgoMAyoTOvb6+3ufzgcGi8cWuDFwXUTzjQIQ6HDOxWvn6+hp6utFopBVjjggwQhsHvINTDxAQUzTh4Ydek+sDUANDhBBgqLFvrq+vZ28ojBJZlkHXzWbz2tra+fk5zgxms3l3dxexMismMplMqVS6u7traWnxeDwsv0SYxCufnZ1hRJVMJvFvC4fDbrebG3p9fT03N8eKPUmS3r596/F4fvGLXwADQjW02+19fX1msxldDYweDMzMZjPDEQrQWCwGEgs7kSTX2dnpdrsp4dva2pLJJFHm/v6eoS9YqKLT7nm0mNcSFmlhmbqRY2B+gR4hWDSZTOhVCDfg2G1tbQy8C/oCRebxcC+B766urhoaGuD4sP8OiRd8BWzzKHfwF5MkieaVKhD+Fw88dRITSsAqCLo0jtBSNE3LZDLwzGmzhI4eO0D6JGy0GZTAu+EKa5pGKmVGoOrOzHjg8TlFvlR1D1WpRh0onj2RJ4A6KBdQWlNcirgMRCz42JLupM+iIR54DiYgNiUL2Di9FNR6OmaqW0i/iFmLxSKYObcP8EBgs4q+xlLSXeJwwdT09VhMl2jxJUlickxDj3qHVwPOUXQlMV5UcHppezBy0vS9LlDDUNDytNP/cbPEtNhQ4+zD6abjp8cVLaZIY/yuqM7lmh2ovIimc7i4aAbduID6Qwh1oJXwu1zkPymVNH3Uqqyurr58+dJgMKytrfF00n0eHh4ODAyA2LA3EZwapGV4eNhoNIZCIeTetBSgXtlsdnJyslgs9vb2IqW4uLhAAj8yMgI/hd2nWFNyFQqFwsOHD1dXV6k1aBDh4j558oQ5wdHR0bt37y4uLoaGhpaWlj766CMshGRZ/uyzz1BJS5KE21GpVPJ4PLzOwsLC2NhYc3OzwWDw+XzT09P49UD4hs6Ac8LU1BTKje3tbdZ4ffbZZ9SJcAXv7u4CgQBaiMHBwePjY8xjS6WSy+WConl+fo5Vb0tLSyqVkmU5HA57PB5VVXEzB3OQJIn5EOIBr9eL+YuwAcpms+CHo6OjkOlvb29pBNfW1iKRiNg3NDk5STsOfZHHkemyyWTiAGia1t/f39ramkqltra2uLNAfFB+mOSTqHhfsgUvglOowWBANU9SJ0Kdnp6yVPnk5ARYgiIJjQqyjWq1iqTk4uICvq7L5XI6ncfHx8wvU6lUc3NzPB6XZZnsC+bT09OjaRr7OGVZFma5eNyAw1R1ijnNgazLNNGQ2Gw2hvednZ3BYPDk5MRutw8NDSHnX1tbQ3pYLBbhKAFsMuBn5UtPT8/a2lp/fz97e1wuF9XkwMAAOOQvf/nLeDz+9OnTkZGR4eHhnp6ep0+fbmxs5PP56enpZDL53nvvsdi8XC7PzMxwE7e3t9HX47CTSqUCgUClUoHjSkquVqupVApfRh4buvl4PA6xyGAwuN3uu7s7tseXSiW27GGpCPsJrnUikQCMhbrFo3J3d4fRDN0n/A5JkhgTEHD52KIwN5lMdXV1mAzQE9OCADJZrVYmFG1tbcy5uSkMKWFvwRlE3kfpk0gkBFCJ9VpJXwPC3YRNw38iezHxNRgMLJ8nScAwAsYE/wA9BhwiRDK7ZeRJe0ARTCVKmiF5CxKKqq/sIKSKlKnVTOMkXWJR24xCphXTOP7CXJz0QH0Dsxoa1/X1NeMnbI+AXhCAaTqvBzCGYQ2ICx+GiyPV0JSInIaazaCSbq/DN1J1faTRaGTkzAcAgaDr5R7hMgiSQX9JEQPvDzd5wtH19bWIIdxW0V/yvmQvmmOBcyi6AqRQKNCJkhrpF/kjcqq4HVWd5STIrmRT7pSiGyMYdXmoVLPLU6qR2ArUWgxWqC+JnEbdDOGPsNbk5OS3v/3tQCDg9XpxGDg4OJiamrq9vUUmn06n5+fnYQw1NzdfXl6+e/cOFJh1mO+//74kSYVCge2APp8PCglbiP1+v9Vq7e3tnZ6e/od/+Af67rm5Obvdjn05vP9MJrO7u9vf3w8oOjs7e319zQlfWFjY29vL5/P19fV9fX3M8zVNg0SDw9PY2NirV6+i0Sg2ePX19QMDA06nk9Qiy/K7d++YC15dXWFyNj4+3tfX9/DhwydPniSTyf39fZfLNT8/T91ktVobGhqePHkCrffzzz9fWVlB1EhpnEwmd3Z2AIgmJiYGBwfr6uoymUyxWBwfH0eshsEQDme7u7vgV4BaBoOB4kPTNHq4jY2No6Oj5eVl3NSgbzgcjvfee29zcxOyAN1zqVQKBoNAVYVCYWxsrFgsbm5uvnjxArwlHA5TvlHN5HK5ubk5pnHYfwSDwf7+fkA2pi8OhwMnSdgQlJm0I4w6EokEiA2PI18hmUySwO7v77u6ujo6Ohjjs4KRCi6Xy42Pj5+enpLn/H4/Xcje3h7VMa7WpEkwtHg8zrtns1lki4QzgCys9ThR1IYimlCNMpXxeDw4kYK6A8odHR01NTWhSD47O7u8vPR6vcKovauri1hJ3d3Q0PCjH/2oqalpcXExEAhEIpGLi4tIJNLf39/S0jI7O9vT0/PXf/3Xv/rVr370ox+dnp7++te/liSpoaEBwjlT1fn5eafTCV/36OiIAfbJyQn0FpjMbGnu7e3lP11cXIC3t7e3B4PBYrEIpEkUcDqdLH5h8IzJM70dFYNACAgHYKQ80jTQwmoOJjySgPPzcyAEGi88EBobGxG6ADCgb8YsHkFhVZcxgEhDwqeYEyY+/Fi1Wu3s7CRukINxf+3u7sYbD8a1qqo9PT0AAzwb9GS0XCQG8gQEIl6EKQYoLjkJSAYZD1mBCR8hmPGhyMEcRtBdwjpKJIJVsVgEBqzq0njRbormkvci1Kq63RIjW04NaAoXBCoA1QlhE9kV09CmpiacHGh3IJ1A/IElRC+BuQSwJyEOig1lIvmY48wPiz6JuF+pcWfFHT6bzTJ1YjBHk433LHYQWEGBOiC8Bodnidv5+bkoiGVZxmzSbDbTwPGc4NcB6A3nlnaZ6TLEBZHGqK5K+tYdPjxkMZE4Vd2vQNMdsKUaH9qybg3PParoe5AIO1VdkSLrq8VN+t4xcRMVfQFZ7fSnWq0qCwsLW1tbJpNpaWnp7OxsfX2doREFaXd3dyqV6u/vj8fj8Xh8cXGReqFQKIyPj6+srBQKhUgk4nK5vF5vb28v1qlra2sUEZCGmpubf/e73/3Lv/yLx+NpbGwsFAosxcQhIR6PX19f45fR0dFxfn7+6aefTk9PezweRgvIKriLnIGjo6MHDx6EQqHV1dXm5uaNjY2mpqZAIABrxmazwUUql8s+n29lZSUcDlsslq+//pqTPzExYdI3ShJQjEZjS0vL1tZWOBw+OTmZnJzM5XJPnz5NJpOPHz++vr5mI8rt7S2kD0mSBgcH29raoKRaLBZschGqb21tGQwGiKxer9disdByybopHZQT9i1Xq9VkMvmHP/yhWq3SSBGkEG6ybpMaube3Nx6Ps4ns6OiIU310dATAOzU1Bb/p9PSUw3Z3dxeJRIDN0dHiVhiJRHDqSafTjG+7urqy2SzjyVwuR9bEH//u7o6WVOBy3FZEdT09PTabze/35/P5ZDLJMIYY19HREQgEurq6WlpacDzhkTg/Px8YGAAa5YKgTURliBksMg8eVhpuDDxJ4ZIkkZKLxWJFV3CL4ppZCE08UZUyGX4EyqJAIMCZCYfDIA3VapWN2YqiQKMtFArgqLAkaIV9Ph8igVevXj179uzt27cgMbIsT01N/fCHP0Rh9b3vfe/g4AA2B8siFhcXEYGk0+loNDoxMfH973+/vr6+ubkZViQQq8Vi8Xg8EFPz+fz19fXBwQGlHmw7GhcsD0GnodgUdePccrkMv5oN3ogjiZ5ut9tms11dXSFzRL97c3NzcnJSKpWgfhQKBRpQ+rx8Ps/lpXtjBwNqGcB8MEBVVfle6XSaI08oZx1YR0dHXV0dbTQLwLu6urCPwAwSFhJf8+TkBGIzk0tZllFqUidBo8UQgLE6wZFKmsE5aDPNXHNzM3WYOEes77i5uSEiOxwOg8FwcnLCmhThesGrKYoiLPdqEW/RaNb2QFKNQJ5ajb6TS4GcDLNDmnjx6IJXI7wWxDRGEmRcTF24RxbdnE8YlTDyN+hCDj6PUXfer+oORyCNFA21H5WuIBgMoormEjkcDnBjJHA8EsxHuCOyvsBZjB5ht/G8tba2ulwu0GmGmqAIoBEUGWqNDIZqhs9W1ddTc2AVnXwr2kpVX/4l4G6DbsWn6WTair5HRdwdMBKBold0ox8BVss1WheQKtAOSWcYAXuQOBUeslKpFAgETCZTOBxuaGhgHe7i4qJYDAm9pb+/f2BggOna8vKy0Wg8PDwkNKiqur6+vrKy0tzczLJlFjJkMplcLvf8+XNst3K53CeffELZuLS01NLScnBwMDMz4/F4JEl6+fJlQ0PD+++/Dz5psVhevXrV399P7UzB5fV6CV4wcZxOZ6FQQA0Czrazs4Mjq8ViWVhY6O3tTSQSz58//9a3vvXBBx9AmkDjv7+/T84mu4TD4YWFhYGBgWg0SjMRCoWOjo5wHLTZbP39/S9fvtQ0bXZ2tlKpJBKJubm5y8tLKFE0qYeHhxMTE4qibG1tFQoFxqWyLPt8PoPBcH5+PjIycnNzs7u7y7oMFpVUq9VQKETbnUwmQ6FQc3Nzb28vaRUH6qurq97eXppgUVvBQKb2Pzo6am1tvbq62tnZcbvdRPnV1VX6gJubG3xNsXGgC1FV1ePxQHYFiOYJw6SbQRr/ywmE+Ap9FD4CGyqwAUI10dTUxOo0lL6VSoUo1t3d3dLSgg8fUQD0nrxF81StVgFziCwkaTzx4fWQAhXd8YT/LeurZYmtwINUizCZnU4nBOD6+noIfu3t7YFAAIENzpHCtyUej4MpNTU1LSwsSJI0PDz8k5/8BNDM6XSura199NFHBoPhz//8z/f39x88eCBJ0m9+85tXr1719PRQ8M7MzDQ2Nm5ubn7/+9/P5XJ/9Vd/BfxVKBQePXr0wQcf/OM//iOe15ubm1wQfASR3CEnuL+/F0PNZDLJtI/BHlM32BA0K+Vymb0xvIJY2FStVsG0M5kMPQ3FCnN9yA3lcpkFlgQLLCSFoRW9UaVSAW/kt8AhCG0ulwvLPT4ecnuIYzabLZfLQVm/vb3FnRjSr4jpPBv0yjS13OKenh4Y1FdXV1QzzHEpKwlcvDIwCXIIClMUgYB4dGDQien5CA7EEz4DU3wgbs4a+dJisfBpRXMp60J7qYaMquibNKSaeSewh6ZpEH9o14i8siwDCIsFFdVqlbE06kYRqZFzgAdwZil9xD4vRVHgBousKf0r9aFI9tUaEpOY1dE14hzi9/vv7u5YMJdOp8XjxMCYwo5/vLq6QizL8IhiGtmSLMuZTKauri4ajdpsNg4XYlCMLzj+PANGoxGrRaXGTV60pwJHpefjA4s5qKhaZH1Jp6hpzLqRiPgB7q+Ql4jRrEF3FuRPVTchElAWj72ohFRVVdrb2x0OBzZy1PiQidGKoAyBRQbCK8vyxsbG5OQkR3d6eppMRq89MzPDDdja2spkMmdnZ++//74sy7lcrqen5+DgYHNz8+OPP45Go2/fviX2PXny5ODgYGtra2ZmJpfLhcNhSZI2NjYsFsvQ0BDkiGg0+ujRI1mW3W43O+6tVuvu7q6qqr///e+xR+jr6wuHwzabDSWc2+22Wq0+n8/hcExPT7958waPNEmSzs7OGhoa8M3p6+tLp9PPnj2LxWINDQ2Dg4M8MR0dHV1dXe/evbu+vsZ7Fprf9PR0Q0PD8PAwToRutxvfWrvdvrKy4vP5COKyLD98+BDPxlgsJgp2VrVMTk6ynIE9w/F4fGJior6+HiO9Uqm0urr65s0baLf4FEqSBJpEJmhubp6YmNA0jfGV1WqNxWI9PT0rKytGo3FgYIB9LMVi0ev1ihWJwD7EiFAoRAxNJpPYkqHYKZfLoF5oDICnyGG3t7dsCkS2D9kHf75UKoVzGOmK65zP5/f29nK5HPxY6NknJyfRaBTqEFmBBxeQDV2gyWQCkXY4HLi0gLUi/GKKo+p7bv+k3ucS0ScJmOvo6Kinp8dut19fX29ubnJQ+YLDw8P8nVWdEC6YwIGjSpLE6PrDDz9kfyrNcSQS+dWvftXS0rK5ufmLX/ziBz/4gdvtpm/juwNZE8JWV1cxJR4cHPze975nNBo5jSgoCIJs12ImRCEMHlNfX9/Q0AAgCdigaRq6fspQ4hFxDZobwwK6Q1AEYlwul8O3lssFixX0Al4YKAK9pkFfNMEWBxogOFPcNTAJuGCgNQR3XAJ4QnjrhoYGQELgU2QSsiwTYXCegjJGkVQul2leUcqiJUUdyPBS1oeF1A0MBek7TboZvUD5JEnCR0xUZnwdo25ACjIPLA9piO9C4lF0iUJVl3DUtpuyThUR3Q8Zi1RHncRwlLQHvdlgMEBKwkmAlAkuzSUCokB/CdkQJKZYLIK74LUCRMEPi+GcUFyIcaY4I4IcVPuxGbW6XC5AI6Y2qqriC82NpmyCBUK2xhGMhpKgV9JN2SAk53I5CBBiHgwkbrVauVnCkIGetayv3qzq1u2C6UO9LnpN0X3KuuOdXEOa5WprmsZkVDzGvALfmivDSwmkV9xu/pFQWdEdEnj9P0pO0aozeqlUKiMjI0CdX3/9td/vp2BkRF8oFBwOB9IxVVWfPXv2+vVru92uKApe6pjAUfY6nU74F5eXl6xQxtbr0aNHlJzvvffe7e0tG4jgxN7d3X3rW9+anZ1lhaSmafPz8w6HIx6PNzU1ffrpp0+ePJFlGagHjaDNZjs4OIAyCtOhr6+PFoffbWho2N/f54E7OjqC36Wqqtvt5oOZzebx8XFWvJZKpf39fa5yS0sLR4XSj2wEJOjxeM7Ozh4/fvzrX/+ar2y32w8PD/Hj8Pl82BR0dnbe3NzQBaZSKdTiFosFux+sQG5ubgYGBra3t1lIy1K2+vp69ktvbW09evSIM/D1118Dm+zt7VGex+NxYLpKpdLc3MxFwEq0VCo5nU4wAwIW7TWmEIlEIpVKYbqLbIBlF16vFyQ5n88jD+Bxx6hTkiSn05lKpQDcAIhubm5isRizChy62aSBVof3ZVrJ3AgeDVX/0dERdEqj0UiTCv8LbTX8xmQyidYQZ2Cz2SyiCV9TFPu1sQDZOJA4LqkszkWEFwwGq9UqlpuhUGhvb09V1WAwGIlEstksiqZsNltfXx8KhTwez7t37wYHB//+7/8e/8jLy8tgMEgeZSsAK7slSdrc3MTqbH9//8MPP0RZyAkHD//+979/cnLyf//v/0XxTIECEaa+vp5NqDwzINWxWAy/Q7ABl8vV3t4OSQr45/7+nmoMS1ik6DByySVgA9lsloV9DClppoHgSqUSrof0anQDyPJouVRVtVqtqJ/hRoI9gPzDAWSaoChKKpUiGEGDYOpvMBgQs/EWTJ2JbqR2gho+75BdwXXRSQNE494nyzJUYZvNxg8TUjWdCEPi4TkkwKHOpE/iWyAV5VHhekL002pcC3gX5pqi9uKPUuPeLtX8qQUDNX3bFMkMpLdWjAGwyeNBzQqHlpcCXmJqyBXgqmazWZZA0EVB5QOLvru7q6urg30DQguCWtU3ikAgoier5UVTlFxfX6NHYvgNUxe0X1xbXla0+7Is2+32dDqNrIhEizSISSfvTr/BLNZYsz6a1o08JLg25Evlm+pSQY7VdKZPVfcSEvgqPyOaV0l37ON1VF1Ow9/NulJcvJRU48tfW4ULTJsELF7TmMlkuru719fX7+7unj59Wi6XmQwzBYGmAeO8sbERLY6iKOvr6/BHMHtjKKIoyunpaV1d3dTUFE/GwsLCzMyMJEnsIPvoo4+WlpagipDb7u/v0+n0hx9+COFocXFR07TV1VWj0RgOh0dGRrLZbDAY7O3tXVhY+OSTT95///1IJKIoyqNHjzY2NqgFxsbGnE5nqVQ6Pj7OZrNUc1z9g4OD6enps7Oz4+Pjhw8fMpCnr0Ko3traijUBXIyRkRGcjBBawJcBrvF4PNTd5Oy1tTVCJM7vo6Oj1Wr14OCAKTdW9Z2dnZFIZHh4mMko2uTNzc1qtRoMBjc3N58+fbqwsIBpDoZhGFkRNdgHOTs7W61Wp6amdnZ2wEb6+/szmQwVgMVi6ezspF0+ODigJsAhPRaLAYCD6lxfX4+Pj7958yYYDPb19WE+fqvviDcajdFolEJe1df3wJItl8uAt9Cnu7q6iLOpVMpqtQaDQSr35ubmnZ0dp9N5dnbW2NhIszs0NHR/f395eQlTjJtOX2IymaLRqN1uh6CfSCQYNhwdHcHFQHmNax2vCWlWGLCJEQgwo6xLNpGQw3QPBoOSJOHMIElSKpXy+Xz4AASDwaurq46OjpOTE4xyKEIRnlosFuIIxsi4SPL0Li8vY4m1vb1dLpdxNr64uPjBD34QjUZXVlZYclAqlQ4PD4Eow+Hw9PT0zc1NMplsampaWVlBpKSqKh65gJDlcnlwcPDs7Ayrbpyb0CyhPGHZssjrKN7gTvv9fjoqGmWn04lxRGNjo8vlYss6qCbGBWyj0zSN3lqWZew7Ojs7OSPELKIb0Zk5N5g2hRfeb0ajkRU3drsdNRo5slqtwqGFxU3VUq1Wb29v29ra0um0z+fL5XIMkAy6ayju6uB4ZAj2F8FXQr6JkgEnEFVVmUGiuKAE4XrC/uDhkXRAtampibIAYhFxkAIUhFl0bHQYQsdi0BcXazWTMFlnpYrc+ScjN4O+gp4UAmDb1tZ2enoKun57ewu+DQEYFTVMoqLueA6LSlEUKiHQe2I6RpWUUBgskOlF6K/WKJjFOJNvBFB8dnYG25m1US6XS1EU2kSE2nx3DG0wTDYajTyBHFWQIZhNXDokPXxZShxacBpNMRow6NtFpJrFJpK+t6Sq60nEReaTU7uI2WRVX7Ep6R76THm1mgU1IiszzxZQtqbPnsjcUo0nrWjHaTd5HRKnYjabSS1+v58MPDc3h94WP7zr6+uLi4v19fXXr18fHBwg04QDeXd319raOjMzQ9E9OTn56NGjyclJk8n07t27+fn5mZmZjY2NUqnU0dExPj5+eXkJSxaVBcCdy+X6/e9/TwdJzq6rq+vr6xMmvw0NDbiug89wvIE9BS/g+Ph4cXExFov5/f6RkZFCoTA4OBgMBp89e2Y0Gnt7ez0eD4RG5ivUy+fn5yStyclJqBAUa6zsiUQikiTR+vAQNDU1PXnypLe3N5VKHR8fGwyGq6srrB6Wl5dTqZTf70+lUqyKDIVC5XJ5YmJid3eXyRlVBSDn9fU1hvKUwJqmud3uYrHINYlGozxVh4eH1OAcCfgUyWSSSNfX19fZ2cl4bG9v7/T0lDoA2A0KMUNTCPqZTKavr89isezv7xeLxfPzc7R64XA4Ho/39vaCkmFiDi0WMQzTHTiQhDxN03p6evD3v7+/393dNRgMvb29TNHgVVWr1d3dXU3f9sDIE+4D4TgQCBQKBdaZwQu12+2scSiXy1QGrE2FpCc4csB9oopU9O2PnEbmWC0tLX19fViHMzEym81AIxyVra0tyoumpiZBmsXXTdO029vbiYkJWvNqtUpH2NfXB8+TVsblcg0ODra0tPT09EDCcjqdwWDw/Pz89evXq6urnZ2dgUDg4OCAIaLNZhscHJydneWrwc+MxWL4NUqSBHZCGVpXV3d8fExEu7i4ADwvl8vd3d0w42jCBOkff75isXh8fHx7exuLxajwhD6B0amiKJ2dnaKuZyRGhcTYAk0njyuDPcF4wvGOYhqiB5UNChn8YhDq8aagvrIsp9NpHMQ4v9ga8woU5ShHkTNJuqUi2lzQbOhjDQ0N9fX1+XweQsrV1RWdFugFqiE0l4CBCCHIxAxr8eIBnO/o6CCBkYkpQ6HhCHm7SDYiNda2mOJZ0vQNG7WwJ3/4F9SuwjqjXC4jbaQ6ZNjBHhur1comeVbmMcXktFZ0ywJNl0bQL9ZKOKDmVnW2MKkI8qPog8XfQa0QSYNgp9NpPFDBYwD5TSYTzxuOEMxQXC4XAxTWaBMrTCbT9fU1C9HwzafL57cYPws4moAm8h+fh+Ms2mtuBHdE1nnyonyp6tYHteCtuEpyzShX0vFeTV9VLXBdUVXUQgUgtLysQTfcEK//R/uDtbU1o9E4Pz//5s0br9eLq8vAwACn3eFwcLNvbm5Y7oEi7fHjx8lkMpPJAKfs7OzMzc1R4w8PD09OTlLiYUGQTqfj8fjPf/5ztgvBAi0WiwsLCy0tLRsbG8C2MzMzLIVmkgxW2dXVtbm52dvbazQanz9/zpZjTFuur6/fvHmTSCTC4fDo6GgqlYK8E4lEFhcXKeiYurHAEqfjQqGAcavBYLi8vGSOAv8F1ItjSblAJUgSWlhYePPmTaFQePbsWWdnJ85wMzMzsA9o9mGoKori9XoVRZmYmODzoEDHRR2Hv7q6ut7e3kAgsLe3RxTe2dm5u7sbHh7OZDJ7e3v19fWTk5NA4u3t7fv7+4qiYBHJpIdHGUcYekqmRA0NDRsbG0w+yKNQB4lNXV1duE/gzcbCXjaNoDiCxMsbwbFqaWmBQUczzQ3yer3VahXOJEed59vhcESjUcZFsBP5doC3MG9x4QHWAzAHh1QUZX9/v729HXzv5uZG1tcJ8axW9W1QUg02K8IZIg3YZAQRxI7b29uYNBmNRjpmo9G4sbEBOg2RAW8mlHzVanVnZ+cf/uEfsGv4q7/6q7W1NdwWUYzEYjFOFP6xoKPws9ra2p4+fdrW1obRAXvKqD/Ozs5aW1u5pH6/n8WrkKXD4XAul0N8OTo6yg4WEkwoFDo7O0OYKElSR0cHmk78S0nhRA2MjVRVRUvDtpyuri6YHdg4gNZQy5bLZWQYpM9kMgmYRKYBRTSbzaQZrjm4CKNoxjFEQ3YTMdbC1pWdKslkMhAIMMNjzGE0GtkQwFkju3ArGYlJurkrVT+RUdV3EaNBgqtp1HeQoSurVCogQ42NjZjXAHc7HA58BkqlEppRPgNzdOEkwJ5gnN4w2WGGWjsg5C+qTtEUc4HaNrS2K63qLm6s6IFAR+9OT88UGTcVZsxCOQNAqigKdGthUFetVkHLVFUFHKJ/4gqQM0q657is71IWOUDVaag8MLws2rCuri74hnjgAd3zW+joVFVlsJ3Tt8FjMaEoCiNhWdc+YcZJAOEL8utkIypd5ix8JP6I5k/VdZMkUaNuHiuuv6YvJOFlaxMkH7iiO/BVq1Uyqxg8l/Rdm/yhMiObClGKqcYMiLEdOK0kSQqDQLYAzszMfPTRRzc3NwRE+KXVapU2dGBgAPploVDw+Xx7e3vQWFgM29HRgUDt/PwcFnJjYyNbOIrF4tnZGdzXcDi8ubmJUUAkEmH4QRPJ86pp2vb2NpScra0tLP1mZ2clSYKXNTc3h8FsZ2fn1NTU5OQkMspEInFzcxMMBimXBFy+v78Pan9zc0OtHQgEaB3o0jKZzNLSEuVGOBxubm6m4Xvx4gVgZjKZvLm5WVpawnfe6/XCWqyvr//Od74zPj7OqhOMXj0eD6hgJpPhbKuqury8DG6GAy3e2fPz84lEwuVyra+vBwIB0bPQ0QABAABJREFUYJze3t77+3u2buE1w6SHaOjxeBKJhMfjyWaz+/v70BEHBwfHxsYaGhoYE2LVdn19/fz587Gxsfb2dq/XOzIyggvE7u5uKpW6urqisbu6uiKYWq1W9ACKojCDZOEJVTOVYDQa7ejogKl7dnYGYgNLlgoGfx/iLB4LkiSxBA0HdtoR2nqLxYLWCD4zkSWbzVYqlXA4fHd3h0hAWGvSKgkbTBGtxOEB7dE0raWlZXBwsFHfmjs8PIy0g/0z7MrY39+36qbhsizTcOzs7Nze3jqdTkEK+MEPfiBJEtKpUqmUSqWo/wjciqKAPDPupRVeX1+HED44OIgxxatXr1gSkE6nX716RZjw+/00Gel0Gmoujx9RgEWttIxbW1uUMoBv1KkQXJkjgpwLMJMd1MViETCc2SQHGSduVVVZpsEYGxiQLyLstjHxodcnmSH8Jzp3d3cDEsLmwDsGSi0QUSQSoe5sa2ujVK8dlSWTSQiiADlIR2KxWD6fJwdggoEtieC8sIbMbDaTDoGFiaRsesEPD9NsEganhm8ETwo3ImhHJH6ofEgeaXDBfunP+I61+VI0LpquzZe/yaElaUE7EnmU+qNO37+GvxXSRq6Yqu8EhSZG4gRhhjNFQyzrHGa+KRNHSnAgE8BqQSwnA1Fe841o7/gu+HvAqOro6MD3+Pr6mp0qdOoUWLlczmq1Anh0dXUlEomC7llNcqIi4fwyyKM0IaQj5SqXywjMDDWCS1lXmooEyWcTNZMQrXG+RAUjmkWRUM26NSDxyqSvtjbqO6UlfdGmUrPSpKo7zSq6b6IoxTR9WyefFqjAbDYriUQiFAqtrKxcXFysra0tLi729PRYrVbs1J88eUKF3t/ff3p62tDQgBfM1tZWa2srDqXd3d0Wi4UQDFZgNBo3NzdBya6urrq7u9HtiaI+mUzyHaC5d3R0cCS++uorTHaYPQQCgY2NDYia8Xh8cHAQR/hIJAKD6/7+fn5+/uHDh4I2uba29vDhQ5vNNjMzg26aF2RYy6mjrkSfOjU1lcvl+vr6uDrr6+utra0wiSiNof/QdhuNRuj7o6OjS0tLKysrf/jDH16+fOl0OlkHgUtOPB7nouHsurCwMDIyAgYFMwIe7EcffYSTLTtSeHqIaBQ70KkY4fT09CCZdbvdoJ3d3d19fX35fB69JuBtNBqFFN7Q0PD69WsauPn5+Vwuh3AW2bKmacDsVOKqqmKmiJtStVoFpQGbpSjr6uqCBcccjokUgS8cDmOHBD+TVXGs7zCbzVhnIdlUFIUfgL0VCASy2ezp6SmSG7wMU6kU4ZvZJGQNuOkcb+gkovNQdFqjJElgs/f39/v7+6hFgYxMJtP4+DjLofAx54FkvUmlUjk/Pz89PYWzyrm6v78fGBj4+c9/Pjc39/LlSzDznp6e7u5u0MiBgQG2Tu7u7rJF67e//a0kSUdHR8QyZpyffvrp8+fP/+mf/umTTz757W9/S+7hWTo6OnI6nfl8no2t+/v7SGwdDoeiKH6/nyvW0dHBmB+bWdIPTbyiKHV1del0enV1lYwOIm00Gjs6OugJaF8CgQAFCtN6mn5M6cg3BX1DNZ4JYGi4wDA3YWs3OmOcxCuVCgJKRVFQFFAVYXVCBr27u2tubqawhogBFZZ5Zy2ZlnWBsixTa8JBA35E0op2kB4FAxaTbg1PCpEkSVgTcAoQ2NBngFfjzGWxWFgjSu7n7hNw6bYhthAlaxFRkW8EwinpAzmRWWWd9gmEXtZ3dSmKAnpp0JWC0FOpv0FBeDvUdOQSAcBgMEnFCaZC+oG4hJ1QtVolSwmcU65RyFBT1gKhFD3YGkMjr+iOtVhR8jxQUhMoQHGsVitucZqmwVOhS2OvDvIKHFFk3bACvanIVbXItvTNuaNSw1FQdEarocZglgul6MJKqcbAXWDmovsnoRp0nyCBGfzJiIfcScVTqdmnze8SYPn1SqWi7O7uZrPZ0dHRqamparU6OTlZqVTwCZMkaXZ2tre3Fwbpzs6OwWA4PT0dHBzEG/r09HR3dzcaje7v7x8eHnZ3dw8ODrKdIxaLff31162trSMjI3d3d+x2YD8z9lHvv/++y+Xa39/H+ZpezWQy7e/vezye0dFRwc0jfrW3tx8cHBQKBTaLHRwcRKNRBhtra2sPHjzAdNTpdC4tLTFyA/AkAzGum56edjgc9/f3Pp/PZrOxNqRcLmOwks/ne3t7Z2dnR0ZGOP9er7euri4cDmcymba2tsePH2NwXywWh4eHGYCzBRA0LJfLRSIRsKOurq7x8XFqnL29vcvLy83NTeagtFbxeLynp6ezs3N0dLS7u5t7QwjDSMHpdLpcro2NDSBiSZJGRkbo4SqVSjQavbm58Xq9PLV0Bvi9wTTp6emh5R0bG8MEh3UQsOo5JLg0YN7b19cXi8UgwcKwJXAMDAw0NDQg0CbRwkLEu5lfxxSGYTAPIheWTkKW5bOzM5ypC4XC4eGhx+MplUq7u7vwsO7v71OpVE9PDzwpVH2yTvvGTkX4m1gsFmHpQoFp0MXLwCw9PT2ghVB/ER9TzymKwrjIrC8U9Hg81WoV+SYNwcnJSXd3d319fTKZ/Pf//t+Pjo4+f/78P/7H/1hfX49EKhwOh8PhVCrV0NAg9o5dX19///vfPzg4+LM/+zO4RQaDIRAI/OQnP4GVg+Uhi9Jo0L1eLz92f3+fTCaDwWAikWhpabm8vMSNklFTY2MjbHOGmoVCwev19vT09Pb21ut7Ci8uLtioSu/CwTEajTCtzGYz11OSJGZpim7jRwlCh8f+KWSRdF20NeJegxMadTNPWhzMfUAOwDYVRQH8PDo6gpKNJRaPn9lsRv1MI3t3dydJ0tnZGZUH80usjyuVCtaYJFpgNx4GgKKWlhamZUxbbTYbU1imCQwj6L9RYeLjoSgKCDOZu1AoQCcWZG9N32ZF2qtNjSLxAPfxhxxZm5/E4BCaFU8yalS8/XgdEFp8K3lcgVgLhQKOOSCrKHzQ/5DqYIFBd8D6h26M7ytKcPKB6JwUXcghMpamb9RiwA+3ubu7GyhFGO5TeeCK2tXVxSlm1g4Xmp5HjKVB49HGACoImwjx1iKpK/qyGknn8lT0nVyKLqcRUwNuh6hmxK+IUkDV5TfiXZQaJYmq73KXdY89Qoeku9fyIcFmZX2RGeWLSd/QaTKZlPb29r6+vvn5+b29vbq6ukQisbCw4PF4NE07Pj4eGBiw2WzhcHhxcbGtrW1lZWV4eJgpHd1nKBQiVxWLRTGBQIUyPT2NTOLzzz+fm5szm82BQIDtS4gULy4uBgcH8XBKp9MDAwMPHz4cGRnBn/PFixdgeghO4vE4PocvXryIx+Ps70yn0w8fPozFYpFIhMvU1dX14MGD7e3t8/Nz2KqU/+xM3t/fx3uMbHd8fNzQ0BAKhWKxGJiVwWB49uzZ5uYm1xrWxqtXr3Bn/eqrr7a3t1n3ATHB7XYXCgVUH7AcjUbj0NDQ3d3d2dkZXM2ZmRmQirGxMWo0FHiAxkdHR5AtA4FAa2srZnIej+fjjz/GRhxlyP7+fm9v79HRUTQaHR8fh5kslkwlk0muP/YROATBGWHECOqLNT/h1WAw9Pf3cyDtdnsgELi8vOzu7sYej9mJ1Wpl9/j09HQikVAUheYSpOXu7g4fQXIwLCFEO5qm0fRUq9Xm5maY1XRpnZ2dfr8/nU5LksSkB2NFCMlgvzA4gC6AEMAS+XdEbEJOV9a9gTRNg7oJznx0dCTLMnJ4yqOrqytA8r6+PjpalFHcLE4F2Fo2myXB/N3f/Z3QA5hMJrxe0doGAoG/+Iu/6Ovr++CDDxKJBNM4TuDu7q4kSW63u6Wl5Wc/+xl9zG9+85uBgQGYYhBK9/f3j46O2BPOB0ZRimoTQxxN3xcIzEP/lEgkcrnc9vZ2LpdbWVk5Pj6mNcRFy263u1wuu93e3d2NrySKi4ODg2QyCdgLOMwgA/0fdo8Atg6Hg3jR1tYGuQagkhnE2dkZa3MkSWJ5H1MuwSPDzoIoT2RHSAPGc3t7i2E1Tyx6KtT9FovF5XKp+lZtYA9m6jCGNE2DHWYwGFpbW0muNFj0xDxRsj5xBIHn24HHklrYD0/5xQlCFYY/EXYWqGkF+ipSo0iZAv+Udd8AWWddCqxPqZHVwzQUECUPGPt8mEHwBcl/sGbo0mi4FUUxm80Q2jm/YtBY+5FEGhCD/6ouUuSPaNrIGazf4MuS27jLPABQGUjAl5eXkUiE+TGsPU3TotEoJmI8PEwBhC0G8RDOrWgoVV1jzSXi7yKvk6I0XQ5L3hWEBkXnxJL/eAVOrrhZkj5Orp2DyjWLuBV9k6BIqLWlj0iimk48LusmKv+fbJe37+vrgzF1fn7+ve99j/KcacH6+vrXX3+NJRBAMzjn/Pw8FsyVSmVhYSEQCJyfn+/s7AwMDBwdHWUymeXlZVoinK6q1ernn39+cnKCpXK1Wm1paXG5XMVicXx8vKOjQ1GUWCxG89HZ2Xl2dnZ3dzc0NLS/v1+tVp8+fcpHffny5Q9/+EOMJxoaGl69ejUyMuLxeNAvHhwczM3NDQ4OdnZ2OhwOhtsul6utre3ly5foTDKZDPLwUqm0tbUF69Xtdj958uT8/Hxra0uW5ZcvX25tba2vr797965SqQSDQQ7/0NAQsOHa2lq5XIazOjY2FgwGDw8Px8bGqtXqxsbG4OAgc8p8Pr+7u2uz2ex2+9raGgaEoVDIZrM9evQIw1jWF79+/XppaQlXrYuLi93dXUhD5+fngH4nJye4mK6srESj0cHBQb/fD5FnbGzs9vZ2d3cXuyKqfsJlKpXi7KHV29nZGRwcpL5jHycm2nt7e9lslqWAVI48Jel0GhsmWjGHw3F1dTUwMADKRMzFi4edoDzi+ODgOIGbBJUswZQ95/hIeDweLN3BwQ4PD+/v7+l3hZkfMZRWg3qzrOu4RcksjorBYHC5XLCI0+n02dkZDOHGxkbcr0C0+HUOMFkEXQTphzeFzIVD0Onp6cjISH19PUImnNMBEjs6Opi2SpLU09OTyWR+8pOfYBUpSdLm5uZPf/pTNEX5fD4WizHVFkgG9R9Bk5hyeXmJUqhYLIJ5UJDRR3KR8/k84DMu2zgkQJHDXImOCk4H6JPL5SIW4EDLuWhtbUUmi4kootvb21vwdmp8j8cDKQYmDjoHmKh0n1DZiTL095IksRUHrCWVSrH/BLc8sHejbuFttVrxYhT4LXMQZMHsysW2vlKpiE9FMVEul/ElVlWVSQf5xqpvFCETkA6FJ7vBYMDOhpmueBIgp6j6kg3BTxFgHbGVL1j9prZPquGmUcBVdONTYTOE4R/Nt0hgwj63oaEBhgG/jk+eoK5Aa5ckiceVPEdWrp28iparqov3a7OmXMObE4mB+KCqKrPtWsN9jpuwrSBJ83Xi8XgymSyVSqgTBV+a2g6iAAUNchSh1zQYDOQhpWbVpagkRB0sffOPUfeJFT8vPpLQooif5Akh+/JHqbH7EdWMuCaiWxVkQ16QR13RCWuaziQySpJEYhgaGjo8POzv73/16lVzc7PH49na2rq6uhofH1dVdWlpaWxszOv1RqNRi8Xi8/kAuzBx9Xg8gkaFowpAIvRCTdMGBweXlpZCoVBdXR06wqamJgztAPccDsfOzg7dfXNz8+zs7NXVFfRF/CFh3w0NDc3MzESj0RcvXvzyl78cHx+/urritODAEAqF2N+LMk/TNNw7cYg1m80ulwsvdVmWZ2ZmLi8vk8mkyWRiSkQlDvucsH53d7e9vZ1OpwlzS0tL5XJ5bGwMHR75bH19/eHDhwIDOT8/x1aX5SqKohwfHx8cHGAr8+7du5WVlRcvXiwtLRmNRrziDg8Pw+FwJBJhGtTf37+ysuJ0Ohn4YUTe0dGxsbEBmzeXy0Eq7u7uxgEAMV9bW1upVGKn5ubm5uPHj/Hta29vX1tbY7/j9va23++nNdzf31dVlfUmYtUtlGNAKioPvlS1WoUtkslkxFJr3hfeMncWqxqfz0cz3dnZ2d7ebrVa9/f34Q2C9NpsNgw0cHxm1C1M3WBDMMikShOPOyUhEfZPyn+SE3chn89jnqAoCvzVWCymKMrw8DDyg76+vpOTEx4bUMrLy0sGMBzRSCTyn//zf15ZWent7WW6A3KFgUA6nf75z3/u8/nsdvtf/uVfctLu7u7wdfrJT36C+g3mfSQSsVgsPKjZbJYCn27YZDIlk0m32729vc36SQ7XycmJx+OJRCI+nw+tgtPpVBSFFnx7exurM5BYu90OBlUul0mrZJHW1lbEP8xuoUTCtEIfgkSEkVWhUKACEPGCedXp6SkXH+u1trY2Og8gMoR9pAGk0nSfYMIoi4g1uNZ1dnYShki6AJVM69PpNHAL2APxHco3K8H5MDyltF+yzu0HwKdAb2xsZP34yckJonBhVEu2gzcEvZwhAsg/9GlZtzgWzgkCgBV//qS5FPlSPJ/ij6ZpIkeSGGDDMvKXZRmKOzA7Yhg4Stwa6oCy/gf+lKQ7IdBuKrphFjVKbWNX210JoqlBX3ig6Oyb+/t7WiBVt1jis7W3tzc0NJydnUmSBGGKBMm30DTt8vISViBtJTou0BoBpaqqypmihtBq/ARkfcJardH2iBJZ0hmwAlgSraFRN9pFYCMGpTBRLBYL1Y94IyEiknSekaqb0Gq6ba+kb67mHw36Omtuouj4NU1TvF7v8PAwYsr33nuPJSG5XG5pacntdo+MjHCN+Ih3d3d+vx+GJIDD+fl5Npul91peXj45Oclms+Fw2Ol0joyM8E0GBga+/vrrcrmMfNvpdGqalkqlbDab0+kMhULd3d2AWoSS5eVlv99PZrJarSwvJGytra198sknkiR9/vnn2AYBft7rW/fu7u4gIp2dna2srHz99dfUOA8ePEBQz0Z1u90OPgnxAV0KmP7ExARufOl0uq6ubnV1tb+/Hxi5oaGBwWE+n3/9+jXftK2tDcsFisFgMNjd3X18fPz8+XP2okA0LRQKqGLYmJFKpdg0W6lU0ORVKpWnT5+KJmlqakqSJPIH0x1WpJXL5ZaWllAoxOh3Y2MDKI9hWyQSoYMZGBgIh8Nv3rwh6Waz2a6urr29PR4gJh/UvNCejUZjV1cXLnTBYJCUiVBhf39/c3MTN9f19XXArng8jrbMaDRCKVIUJRAIiIiQy+UAbHlZTIlFFry5uUmlUkynyvoqO0hhsiwjEiBz05qg+mfab9I38Ur6riUx8Bf6PHQ1WKugAiqVSt3d3YFAgKWeMFw4PF6v9+zsDHYMRHlq/IGBAUmSxsfHoXB/8cUX3DLGeMlk0ufz/ehHP+K80Qfc3Nz09PT85Cc/kSTpyZMnc3Nz7969UxQFscHKygosVuILzzaeTbu7uz09PXAaaTU6OjpweYxGo9g53dzcpNNpRVEKhQLzUTAMn88nzJLo/IBzEcJyYAlYNpsNzLOjo4Ot10C+0GcAY9FHQS8Hc2NSaNR3LZnNZoaLdrsdh0sezvPzc7wIaPKI+5IkxWIxg66Q4/HgecZ3nilApVJpaGhwOBzcCBxiyTfX19eomIRPAsxh6HVAiLRiJCf6G6fTiaUU6QTbE0TPkiTRNINk5PN5sSKXwQRymlpxgug/tBqpSW0erdbo9An3ALNUgTxRZd0xTtOXrrCdDT0Y/wgbGf4/Jg/cFM4pcK7o0SFjyzWu5WLKUPvxiP6GmvWftb8FjMFIkgt+dXXlcrmMRiP70vl39pJWq1V8puj+2cMoiMc4w2BjSy5EqsHoWnykP/k8AmjVdLIx/1XV/9RWKpq+Plo0l6QYvr5BN0qkhKrtJqktRBashRBE21r7L9xTod7hM3MEjEajMj8/f35+LssykZ1FTna7HaI2ArWDg4Ph4WHoyJAR1tbWjo+P8R01m83JZPLJkyc8662trcvLy5eXl2dnZ8+fP4edNTo6Sr0/Pz8fiURAh9g7trq6irQDM9vR0dHx8fGFhYWLi4vDw0MYCpqmra+vb29vT0xMcCR4vg8PD1l1tLm5SR+5t7eHNR317PDwcLFYPDw8JO4cHBwwvLy7uwNky+VycF8h05+fnzc2NkYikZaWllKplEgkvvOd77S1tc3MzADWkxcdDsfExMTh4SEUBgwHoLzTCoyOjuISgJrt7u4O9WFbWxsWWV1dXT09PQ0NDUdHRwQCrBVYttXf37+5uYnEHjCZZ+Xo6Ijkt7m5iTq+VCp9/vnnzBK2t7d7enooGrD57e/v5+tgunZ7e0svbrVakbEbDIb6+nqr1UoTA5pEuNE0jcVeiqKMj4+Tuurq6tiYQZ7A/5PJHHYNjIrZ10YiZAyJXpDH2mKxeL1eFnRDHABjZOIFCR6YCHLj7e0thTboDa9MGhCwDPgeGAlTg/b29s3NTafTiZQwmUxiZYUKhYmdpLua4T7I8g2DwUC/9ebNm5///Oe/+tWvoEc9e/aMcdf29na1WvX5fEyXHz58+C//8i82m02SpPX19Z6enn/+53/OZDKzs7N/+7d/C0pPqWS322VZxoQvl8vR5jK4Am1Op9PQaCVJwkOOMZjL5XK5XNBVIpEIqCzrvgGj6O3olqCQQNqCbAxrl2EeYgxYKkQBFiOb9S2MlLMUo4LQD2xIJmbvLLRYUXmUy2UsYEi0pGemxUy8KG2Jg4FAoLOzk1RHiL+4uOAICM2fpmnor7q6ugCoxK/b7fbT01NWu1O1QzuHo06foWkamzpwy0LLUctP4QFWdb9AwqVQetByyTVqhNq4L2BYqYaYyl9EAcf3UnWlI6Rl6F1YHtbpi/kkfQYpJJI8ZmJvMzUutRR1NvSFQqGAjoBKEdy7WrP6StYN4TRdJCNQUIGm8lEZKgN10MpjaQJ8RehAQu1wODCXhnBQX1+PGQUCTVkfEPIHki1AESdX0F9F4hQwuGgKpRoPIzHmBP6hmucFVZ3SDIhq0s32aLLJlLLO8THqng+8o7gOsr4yk7TKJ1R0UyfuvqqqJn0z+R/fcXx8nOV/uD4KO9Dr62v6pydPnqyuri4vL09PTx8eHkJ5hzIOV54jPTc3ZzAYnj9/vre3B+Bzfn6eTqe7u7vX1tYg04IbMJIpFAqrq6tWq3V4eNjr9bLbK5FI2Gw2NBVMgEqlUjweh5HFo9PR0YFA/oc//GEqlVpeXp6YmBgfH5+bm5ucnDw4OOjp6Tk7OxsbGwNWzeVyT548AYREk5DL5SYmJkql0vX1NROmuro6qIPJZBJ/1HA4nM/nHQ7Hq1ev8A3hQU8kEpiasoyF84CLmMPhYM8Rc/W2tjZ4Vfg5wO5bX1/nQZydnbXb7ZOTk3Nzc6urqy9evPjiiy8URYHkjVXb1tYWCNXl5eXp6enMzAx8RVVVPR7P+vo6/IUXL15sb2+/ffsWfQ4YHf2NLMv7+/v09LOzs5OTk5eXl5QL7LjgeQK/wnYOfJXCDXyDDSeapiUSiZGREUZQYGt8krW1td7eXpp1MJx4PN7e3l4qldra2ng7jLjEngTqFYfDQXjN5/NsMaMss1gsUFSAH8rlMsdS0ml4HB4RbmBJUK1Xq1VMxtmuZbPZsDJQFGVrawuP5fPzcxwYFEXp6uo6ODjgKMKFKZfLuPd5PJ4HDx74/X4iZiQSgak0PT3d1dVlsVjw8bHb7d/97ncxR/3Od74jSdKf//mfJxKJN2/e4HUHCJnP5wGEQQvMZnM8HuehouegE/L7/Xt7ewwLCPSSJB0fH0uSdHp6SmtYX1/v8/nMZjNeS6D6kN7z+TwrtSnyQFlNJtPl5SU0HwxLT09PYcGAu9CAEuCgKwP1Y5dDkQTXl+uMChOTCpwBFEXByIbrT/Di4AD82O12LgKUnFgshniJphawkVIYbWJ9fX1jYyOnEicaIhrGBeA6JycnDQ0NtF8Y+XZ0dGBddHV1Bf2Hbu/s7IwRD7GbAhHwk1hEJd3Q0IBiUvSOotWoBWkFCZbOQ6CLRGERzWV9RZeiKwhbWlrQ7+X0/ZpI1YnROBMJfjKXXfBcGOcjA+WxB60lP/EDPEKqLmsRcLFB954VGYsMJFIOM1euNjV9Op1m9Ksoyvn5OXbQaI2QIcCIxFZTWALl83kKFz4J7SwUQkF8FZ16bU9s0P0UyaZlfbeouJ6Q8sQKGiobgF/+0Boaddt3UeUI2FwkafExaiesRHiuBncEKqLA2/kVErbCLvvm5ubBwcFSqfTs2TNZlgG4bDab3+/P5XJQSfHkpXzz+XzABeVyGbRnZmamo6MD/YbBYIhGo5lMxu/3s2xodHQ0Go1+9tln0POA/vr7+8lPkiTBCmlqagoGg9Fo1Ol0Tk9PYwGP+zYjUiwUMpkMGyRaWlqGhoaurq4ymczw8PDl5SV2cSMjI4uLiwhaXC7X69evWRYBGOX1ejc3N7GMv7295a1J2KFQqLOzc3p6OplMslQEwg7VvcPhyGazsVisWq2Oj48zN7q+vkYRyAHu7e2tq6tDpaBpWjqddjgcPT09mqahRwwEAvSOuVzu66+/rq+vD4fDv/vd77xe7/r6Ohq7TCaDIwQcZkmSGExilY7XGhmlv78/FouR51pbWxEOgRZyFIPB4M3NzcLCwoMHD+bm5pLJpMfjsdlsUFuRz9KpCF9sRhdU/WdnZ6zDzWQyHo8HyzTuO5Eom80ODg6en5+TJqvVKsu6j4+PQbo0Tcvn8zs7O+l0Gv0A/jvFYjGZTGaz2cPDQ1VVSTAMvairMM2gjuaVZX3CJFht4vjJsoy5D9sI+Hmj0QhRFqO1zs5Oyk+eNChvUEKoRW5ubjRNa2pqyufzIHuvX7/e3d29u7v76U9/ypVnTd7h4SHiHPboEf4kSfrnf/5njuv6+jpLRg0Gg91ulyQJED6bzV5fX8NwaW9vZ8bBWA7m2snJiXBn5TnByP7i4gJEndaZOg8wk6WMkBtVVW1sbGxqakIsC86B0zpMEzKEaAd55YuLC6o6phVwJajYkCUAJ7IPDjG+KM6urq74nKCp2Ajw63SQzE0VReETSpJEYwqHgI4Zei0keUVRenp6iHHCFPDm5ub29hbbDbB0m82GtYLdbscxFY4MtFgYT0L6CUPKrK+FMeprJmnK2aoGKiBJEslVRN5aropIpdUaTpBUg9zKNTRakiupzmAwkAUpNzs6Opqbm3GNB4aFk0/2amlp4UZYLBaTyYSGmNbcZrNxqTkIpF5wAoO+bloAmNVvykvEz2j6dk+ATUpSelleENUfahncKMvlMlszYRHe3NwgVhEEV9I2PSX+fLTOFd27RhxegdBS+5K/NV0lUlsHkLr4UsYag0BZV/IIDBaxilKzc1vS94tVdWourywo1pI+RhWkIUEKM9a4IogLaNAloQaDQfH7/ZlMBuiyq6treXlZ0SVEzMxhIcqy3NbWhp6pXC57vV6n00nVfHl52dTUtLS0RAvV29ubz+fHx8cfPHggKELv3r2TJMlut1sslpaWllevXlHXl0qlL7/8MpFI4IRAFW+1Wnd3d7/++uuLi4utra2Wlpa9vb2JiYmrqytmVC0tLeFweG1tDfk56rr19XW8XRRFYfEv20VQdt/c3Pzud7/j8wMWmUwmXEkJ4sFgkCqvq6srEomg5cAzKJfLPXjwgHKBzLq4uJhMJi8uLthqxMlPJpOFQgGF6N3d3dXVFczkra2tlZUVr9cbDAZ7enpSqVQoFAoEAjabjeYvm82GQiF6NVVVYfZLkrS2toZBQTAY7OrqGhoaqqurowKw2+0tLS0IeGKxGIYM1Wp1bW1tYGAAYUAmk8FWguXYuVzO6/ViBQ7Yy9OTTqcJhRSDjKtZDcFMVNM0toldX18fHx/v7u4SPd1uN9mIsejh4SFx2eVyodpkukYKREPJ2mE0OfQiyEDJDWITiGA28ugDuIn6Wvum5Isi2mg0ChJ/fX09elC2hBoMBlbBGAyGRCJBR7u1tQUUBt23u7ubT0vUoFdDz8ouub/8y7+kQafRKZfL//zP/wzeUK1W2U3ICZQk6fz8/H/+z//57t275uZmu91+fn5+fX19enrq8/kYajLYAwKFlAg5jgEbY92enh4KC/woaBkbGxuhVqmqykCaSRgpAR9dWZYB0IiMDoeDeshgMKBwIHDgLmQymerq6kjD19fXBl2kiI0leb1SqXR1dZFu4dfQzYvuihmHSA+SJN3c3HR1dYH4FQoF/ishFQ82SMJ0ljc3Nwx0mV739PRAuxB8n9vbW0oERIEWiwWKH+UOomEmuyipoAE7nU4aSoT5zDXpPpF8yLJM90yULxaL9Nwi5vLwaDUUWfmbEoXaTCl+jOgv1fwh8oKc4aGDEpqkW6lU8H0V8/tMJsPTyJyLQUw+nyc3QHAjccLnEl2UpO+9Ur/pqirVoMrkEk0fhYJIGXSLHDpFPipW0haLhSkGDxvazaamppOTE6YDtA2QfYr6EkqOpHhToRtRdO8Co77/RHw80faR4xXdcq+iG/cY9U3R/B2EQ64ZiPL10VZyzflhcXHENxXFDcdB0VeAKTo7t3aQKeu0ZHE3laamJo/HMzg42N3dHQwGz87OQPMYs+O4xsaivb09thwYjcZkMgngUCwWsV0dHh6ORCJPnz599+4d5NLFxUUC5aNHj+x2eywWwxUoEok0NDTQ1Le0tPh8Pp/P94c//GFxcTGXyx0eHrJrZnp62mQyYU6GaluWZafTiUX12tqax+P51re+RTN6e3vb29s7MDCAlfzNzQ1+dZFIRNM0vF77+/vxNN/b28NZ91/+5V+QG0qStL29DXxvt9tDodDTp09NJtPU1NTe3h5I5pMnT5aXlzVNOz4+9ng8nZ2dOzs72WyWkZWiKCcnJ5RsLpcL2WgymaxWq4ODg1g9UH2bTCZ2ToVCoUgkcnV1xbZOICmc3k5OToiSLS0twWBwb28P0TeJkEst6cb/Y2NjT548cbvdgUCAypedSmDvJycnkiTxvp2dnYeHh8w4qR5aW1vxkm1paWlpaYFtS4xDlcsol+K3Wq02NzdjSASUzce+u7tjE9zl5SXcE7/f39bWxpJkMakCMUNHSMNE2yE6XXoUpHvEbpo/WihNt1QWIUz001V9/R7SmnK5DIVBkqS6urqTkxMcfaF/s2mAcsrr9eLdyA5XzBwY0ILB9vT0gLr/7Gc/u7u7i0ajqqp2dnaOjY2NjIz8m3/zb16+fPnq1Sur1fpP//RP6+vrkiRlMpn/+l//K9gMa8hsNlsqlRLkUgpnwgE87fr6egCuarXa39/P/k7GWuQYCimUWh6Ph8eMX2E+zaZMpr+YdlGk01KTM7LZbCaTgYclSRJMZvAug8GA9QFkct4IMIrq9uTkhEmwx+O5v7+HnwxyjgqW6MPSK8A9YHOKFQixuMbDJMBsCCNGWZaZ79psNhhPMGbh7pL4CdnsZKUvB5AvFosoQclnQMq4BJTLZUbXzHTRL11dXSF7u729reorWfhUpVIJmwj5X5l6/+sMVNuG1j6Q4seUGqc9KGaUHWwelCSJL0LviO8r+Rh+NZmP+pWXJY9KkmS1WhmR0ljzv/y8aHzFH/EZNH09WVX33xGtHgUrYrO6ujrafYfDEYvF0JPAn/d6vciyhdMeI4ampiZhs0A3hrNb7XUTb8chFfWKXKPXFNdQTCtF3jXqi8/Iqfwx6CJaMYDkGaC2EAlYqjHnk3S1j7gyfzIAJoOKplNkUFFI/TETo5njRff39y0Wy+LiIgJtsOxoNIoXPm5JDA/w2vD7/ZeXl4FAoLGxcX5+XlVVOi232w3ki2YfgwKWRnV2dsKmoWgaHByUZRnmi8FgmJ+fRwkOURMV3eXl5cXFRTQaxeqPL8CqnV//+tejo6PlcjkUCnGbK5VKd3d3f3//wMCAoijDw8OpVIp9SZxDht6SJNlsNrJppVJxOByPHj1SVRUSB1Hpyy+/fPPmTX9//+DgIC50T58+pbA4OTkRHE7kZYSeoaEhnhiUo1i81tXVra+vw/JtbGy8vLwcHh5mJ1owGBweHl5eXgZwbm5u7ujowLwXQtrl5eXOzk44HC6VStls1u/3A1gRi5GTY+nQ3t5eqVRYLra4uFitVlGYWK1WhOTRaDSVSsmyDCXEarUKQyLoHsQRo9EIrMffC4UCMUWSJBoaWRd4QLXd3d3l8WDCjagDUoMkSfhB+/3+SCTCdo77+3vqHkIb2CyTMPrIVCpFm0jrw3Yws77thHMiSkgOhqIodXV1gUCASo5BezgcNpvNiNlxJyAOJhIJZDyZTAYwkFRKLLi6ugIJxPgC2lRfX9977713f3/v9/vBGGRZdrvdJpPJ6/X+6Ec/ymaz3d3dIyMjP/jBDz755BOcPHkyOWLd3d13d3d8wtbW1pOTk2AwSLI0mUyhUIjFEdzx4+NjwNJisYiWDlyEd6R3x3WPYEdyZSMjfRg7ztra2nBqhSDT2tra0NCAlWB7e/vNzY1AtvHTINJ1dXXR8YOO0hhRd2Pph+wSk2FVVRGN4L8D2syMEEjZqDuRkq5A3dH5MQHl4/EEklkNBgOsWr/fz1iX1aF8Zk4QskLMKPL5fEdHB7wzAENmtMJbDuwdVhQkFzRLwqULVg6Jp5auUq0hBNVmTZEgayP+v86jkiQJJdX9/T1NW319PXAddrj39/eXl5fMmHmM8coGAye7i15KjOJAzkVbKSadteeCcyoGtNI3h3z8oYADHsf6p62trbu7mxPNgjkeUWqs+/t7fPwphtra2oArjEYj95eUQ8cMli7QC4GUcpxBZeR/5axEHcxdqAVXawFzg86w5fuWa7afSjXGv1V91ybVtgBpaxECUU+I/yRGnpR91AG1jawsy4qqqq9evZIkaX5+vre3t6OjA9YlGTuTyQwNDaEhQ7HucDgikYjH4zk5OXn37h2XT1GUxsbGwcFBu90+MjKSTCb39vYq+vYAg8Fwenq6ubl5fn5+cnKysrKyt7eHiUG5XLbb7Zg2XVxcPHr0KJlMrq2t8SSR0VtbW3t6euB3JJPJFy9ehMNhdGCAt8znPv30U9qazc3NXC6XSqVwhKlWq3a7fXFxcXV1ldsPP21hYSEaje7u7tbV1QGiIjokgWHPy1Q8n8+T9u7v73d3dz/++GPyxwcffEAh1tPT8+7dO6/XiyhbkqS9vT2TyTQ8PAz7X1GU09NT8MBqtbq6utra2vr5559D/2tsbESxBzL58ccfY/Li8/lkWaYcDgQCTU1NLK08Pj7GGZzPjNPNwsLCxsYGjjNMepjCqqq6ubnJ1IEKDp5wsVhk7yDPNxgvUBVMP+riYrHIJKZQKMD72NnZwXzn5OQkFAp5vd76+no86q6uroh9PKxgR7FYLJVK0T/RQwwMDDB5stlsyWRSURQyKBFZ08k+xHpJX3AoToKYXggQRpIkYj3LYUqlEmNUzoPVaqXxAkuASMnrRCIRfKgFLgQDhbJpd3f3b/7mb2w221dffWW1WmdmZlKp1IMHD+Lx+Pb29ieffLK5uWm32/EAefz4cTQa/dnPfraxsUF/g0stTRIDTqwWORHYuwQCgdPTU5Sal5eXaBwZl8ZisaOjI6oxn89H/43hDndE0415eZ6FVICgk0qlyuUyOhawUxxWYSlfXFwwn8aPBiWoqqpAR2zAgIelaZrP54P5idqdnhIHWvB5YqIkSehhhPQFjJS2GFa2w+GoVqvQRkhvfNmy7nZGK4PzVDweJ5BRQyNgAHPiCkBZItJRoTIyII7T0KBOwfyPWwCLCmIB4hPxAUTM1Wqca6r6CFPVtfAifdamSRGIFZ35SbdEJsZRCxoEOY+ym0iCWEuQX9CbSZKEqR4YPoNbeqBCoSDSqvJNdb/0TfcfpcYFENxSNHOkW2FeCNEGMJzyiwYRGyC2u5t09x+UzYCRZCMOOzdUdLRG3WBdXB+eRmpxQ40ERcxcVd1Rj+smmk6wGUjatTizLMviW4uOk7xem2gVnRAk6g9V375S+y40nVyZim7owS8a9F2epVJJyWQyH3744ZdffhkKhSqVSjgcpqxjLRGZUpC2cYtg8QV3hQXUq6urkiQtLy+D8BgMhrGxMaizGKm4XK7+/v6ZmRkx0IYFwz4sAJy2traNjQ2mUw6H46uvvmLhydnZGUA/6zO5MVdXV9vb20+ePMGbDe0gnAi8by4vLzc2NqjvDDr5GKC4Wq2iMZqYmCAccDKj0SicGp5UNJGQEu12OyjQ97//fYTeHo+HsQqGL21tbff39wsLC8T69vb29vZ2RsXctmAwyIS1ubkZgu7w8DClqNvtDoVCR0dHeOZ9+umnrAteWFhgErO/v69pWiaTYXnIxcXF9vb2ycnJ+Pg4TyrDeQh4PT09oVAILT9w7vDwMOgxLSAcK3horDgoFAqgtUBkKPbM+l5GRqGhUKharTIWIpFTi+GAqihKfX391dUVORJeQEtLC2u9RR/Jm+7t7bGfOZlMOhwOYD1CJAxbPLoquoetiCbiyaYeFLAJ96uvr4/dOyhr7XZ7IpFQdTf8k5MTWZZZLo11TmdnJ10XyDmDTFjEPDCtra3/9t/+WyI1mzref//9XC7HCGBkZOTg4GB2dva99947OjqSJOn09PTly5ewsgGchUHHzc1NqVRKp9PooTs7O8lP+F7BL/X5fAaD4fj4mAyHdYBY03F2doYxIXUJjomkPRHW7+7u3G53W1ubz+cr6UbqIj6azWbaL0BpZIJkZdoCBpxNTU0XFxc8S0T2m5sbwBWkRzSIwLMwlTCXBtkDgaenwZwIBhOcIEALtDFHR0cw0ltbW7kCJAMchbg7eBjR8cDmvb6+7urqorxgJQDIKpa85CRGPGazmRYfuAL6saRv5xDwHXGM9lSgfCIFyjVSitrUWNtrat8Uoki6ox5Drvr6ekbOkiTRjZHAcrkcX5bELPQb3AhFZ7LQ7nDoeP658rIsk9j4SAZ9P6WoJkXK56UUfY3lnyQqXhNEnailaZrX67VYLIeHh/gDA5C43W4BD1BWUm0ARfCUUgGAV3Ewud1iDCn+kB1pnVXdGFZ0w+KAw1qo6qYWhDsRE0QfKcsyKVAUNxV9cyeXgnwpaiA+g+hopRrYgNglBr28Gh/SoLsVKmxsmJiY8Pv9SP2CweDJycns7CwcCtoUFjgkk8mzszO2Vbe1tQ0PD29tbdHbMuGXZbmxsdHtdrPPYXV11e12y7K8vLxcX1+/vLwM73RwcBAeHVLuzz///ODgAB+1+fl58tmHH344Pz//u9/9bmhoCJccRVEwwPv888/r6uqePn0KYmM0Gtva2vr7+71eb0tLC0stwFQVRWHDNukQJPPu7o4CCgYB2xjGx8c//vhjdlHNzc0xi3r9+jW9HWCXpmmvX7+enZ0tFossNpqcnGR5gtPpPD8/Hx8fj8VirKFGWr6wsFAoFKamppqbm7HpOTs7q6+vHxoayufzZ2dnm5ub0Wh0YWGBjZiU8DB9JEkKh8P7+/tjY2NIVlgOFQwGe3t7TSbT1dUVQn7aqY6OjkAggFNENpvFFDQWi7HIxWg0dnR08KaHh4enp6f4r8qyzNSN3M+qS7DTQCAAWQYun91up2sE7kbZibLebDbDRA+Hw2QpzKFoZdxuN6BfoVDgoezu7vZ6vRxXuNmELUSKNBCUwJruzFlbsfJAazobpaqL1QwGQyqVwpcxn8+z6AOMy2w2F4vFy8vLjo4ObqWiKEzjgsFgW1sbJQUCJw5PU1PT3/3d30mS9Pz584ODg29/+9v0xNxxEJfJyUlJF8D87Gc/S6VSLE5xu9340VNJIAAVtuOlUondeVBAeVQYJaiqyqZDPk9vby+OIqVSCTq6oDviwYZmzmg08hhwWynDGaHBLLPZbLwLjomUhlTucIUaGxvp6W9ubqBKQhTi1lP88QQy3MIenVsMuUb4FFZ071lOH1w8+hVVVfG4oHGk0mKQWa1W7+7uqO0MulydlMniFBIAM3sYfC6Xi312gK4URuI8MuVlgE0qOj8/Z/CBcE5VVaTADHcJixTlWo3xt1QjyuT/1kId/xobrNYwV6u6zw6DdnACul6Hw4F+hijE98UYvVKpYHnGR0IBIssyI8yqvmBLfBKDrsKqJaCKLK7WmKlWa1aW8hdON9ozBtJMcOBVGQyGzs5ORk7sUc5kMpy429tbKGag3KqqInu12WyK7i2FFz9pSRB9xXnR9LGxoijUZzx1/BgXn4KYp1ccf4MuU1Fq6M0G3fBI1gF2Xk3WXXlVnU9L+6joO85kXbgs18hzxTiTTlT8zB+j0H//7/+dfWmrq6sPHjxAR/X27VuUW8jLeMRZRMWCmEQiUVdXhwMhWChEodvbWxzUotEo48bZ2VlaKwRVHo+HiRFXM5vNzszMkADwwFRVFR8Q7hwt3cHBASM9xNGEcnRpoVAIVjqdCvbcgUBgd3eXnSdI1GmgNU179+7d2NjY1tYW3G7ajt7eXpQtu7u7gUCAsVOxWOzu7l5ZWRkYGMDyyufzsbAMxcjR0dGzZ88++eSThw8fYgBEvhRw0PHxcaVSaW9vhy5IOVxXV7e3t+fz+Vi17XQ6wf2WlpYQ5HCD0dWpqkp7d3BwACfZarW+e/euv78/lUqNjY2ZzebZ2dnR0VGacnAJQqFJd5ENBAJnZ2fZbDabzQYCAba8qTolFW8UZOCkEz4nsYawQqHX2dnJUpSLiwtk0efn57ib7u/vOxwOZDZWqzUej3OLr66uAoFAqVTCus/n81HDulwujNOamprgsvM1oaKUy2UAbbBTSTdrlnT5M0eC8KdpGoNwPCVQ4oNx+f1+RqSFQgHGSrlc5kEymUwHBweYAZlMpuPjY652Op0majMX/G//7b/hq4xV009/+tO1tTWMMjo7O71e71//9V//7ne/+/M///Nf/OIXn332WTQahQ56cnICzL63t9fU1BSNRhk5s8kEc0fiDtxOWZYxBIYuC6WC2YQA0gF4uBpoy6iISXhkr7a2tmg0SiTy+/0wFQqFgsPhYEkLxHjuMq+MoQ8ANRoMLi/+qGazmfpS2AIbjUaMn0jbVqs1kUh4vV7GDWS4RCLBwlE6v3Q6jfpFqOM5dwREJFuyLPOlKMiIU4AiFHZ8EjIcPCD0S1TDGN9DwmLjGPihWDJKTSAkCpBmMRlXdIakaMtq21CpZlSm6QoKqYaPJtX4Bhh0QztFUUCSGJqSsTD/oxyRZRn1AdA30DpplQvF35krU0YAFQhUVtUtW+nk+Azik/xJ60m+lGtscQy6lgYnE8B8jM8uLi4Y6tOjAy/zyZuampgUwNKgw6NQk3VbQYIJiYM4z5Uh5UO0LpVKjDZhElVq9l/KujUglTH5UhTK4mbJuucAVVRJX2pEdoRdwVtUdDVOtcY2T9IH1Zqm0cGLwY1AZSnWubyyvslRkiRFkqSjo6NYLAbigeX/6OhofX292+3Gg81oNGKSlEwm8/k8UjNmVFw1v9+/tLTEhYtGo7lczuPxyLIciUTC4TA8WCSGtDWnp6fQEVVVjUajBwcHIKter9ftdhNTQqGQJEniSPv9fr/fv7293djYGAqFmDNNTEyApCmKcn19vb6+TgpPpVKsZJmYmHj//fcNBkNjY+Pm5ubCwkKxWGRH9OjoaCAQsFqtfX196+vreAtw6lpbWwHruGoLCwvlchnh4/n5+eLiYjabxYI8Fou9//77EB9isVggEDg+PrbZbEdHR7u7u+CN0WiU/gPF2+rqKgrR169fAx9B9Kdebm9vpxPl/46MjKCEGR8fT6VSGxsbOLTd39/7fL79/f3b29uenp6Wlpb9/f29vb1IJIJfxObmJpGLIWIymSTKM4egOwGjq9eXWmCAWalUzs/PaSNQx8Ib0jQN7iVNEq0DJhI7OzsUZb29vZjF4NnGY4fjj6QLFlOpFOpbZHMWiwW/WQ4bsn0CdO1URtT14n8FjGO1Wsvlcn9/v6Io0OW7urqg/0QikePjY6QmrMZ0u91EFiIydCez2cy6NyI4oQTUGvvGq6urn/3sZ5Ikra2tSZKEXLhQKKBj+d73vqeqKgN7voskSczPIpEIzuxMTIGmfT4f2DhyDtH1cscFa6yvr8/j8RAZ+QqAcqR87oiqG5oz9SQqNTU1uVwuTCiFTSBjMMZRENYuLi6EywSNOMYIIBBwPVRV5T4C39GIQxUUJTn+L5BEoIQw0iPck/wgbLNOB6ODjo4OQhvJgJWfSGApIygaqAKZWTJ3B1Zhs7rBYIDqjFEtPRkvBQCuqiqOcaLfampqIvZBdJJrJpcizdSGVPmb5nlyDT9W5B6lhqpDKcMVk2WZbhIEmP6M4oaihJtus9lIh9xB0idAKLeDF+Ep4nry4mL+R1ct+mNaMaVmS6VW440u1WhJ+YSiPuA1Qenp5hVFoU3ieairq8Pki5kfr8zXQXXKIWJKRfVZ1a1iRZoUeDgf3lTjsc6AnGa9ls7KPyo6LYueROCr4LeqLrwRVQJvV9b3m4qBq+g7xZUhzgvwVmDCBn1/tThrf8zr//iP//jJJ5/A0QBbj8VikDu4WOCobKvHrBw5oDDjfvDgwenpKTN26hSz2Yz0HvxEVVW08NfX1/v7+83NzXh/U8OiLnj48OHi4iISctTxUBw/+OCDd+/etbW1nZ+fs486l8tNTU05HA6siyhbrq+vNzc3JycnWd5ZKpVOT09Jz48fP65UKqz/vL297ejo+MMf/vDw4UMa6K6urpWVFb/fD9GGAeTx8fHY2NjJyQnzkp2dnaamJoaONBCVSiUSibCA+u7u7oMPPgA4LZfLb9++DYVC8Xgc/sKDBw/m5+dpiwcGBg4ODlhF4vF4IAXc39+DkKNl9Pl8sBPZ+kLmZqtiNpudmJhgYKNpWjweHx8fX15erlarbW1tzEdhkdA0IB7I5/MbGxtTU1ORSOTo6IjpiKZpJycnd3d3AsjSNA2ZUC6XCwQCBoMhnU57vV5MRO/v78Wabk3TkAwx1kKBwxrIVCrF3NpgMJyenqJhVRSFhvLs7IyThvs8oBy6cmIQKYRJJDMeIuOflP/EAgBMiEvd3d0EdCTFmqYh76NeyeVy4NiFQgH56dbWlt1uR96uaVoul2PgjfIMucL19fX09PSjR48GBwc1TWPJ8+zsLMt8HA4H78sOrP39/ZcvXwI439/fg4V0dHRQYeCJUygUQqEQawMoX25vb4mD0EExqKNpphY0m82sDCvWrPWWZRmYkdzMr3Nr6LGYekBE6urqOjk5UfQ922Tc+/v7UqlEhXR3d6fU2IYh1GPMRnEMTU+WZeSSjY2N2WzWZDIhvMZNF1waUS9lNHo+CLGqTuJHSwN9lFqcKXJDQwPkCU3TGNNCj0CrY7fbz87ONE3jOhDOYK/A26roRvBMW7C4osUEcoQ5SDzh4cTr6urqqqLvaBSdopBDGGo26oisU9XZnqKMo5cSP8Nb0LjQUxLfcT6C0oIEhWqPX+QOYslZKpUA0k0mEy0d/BQeBu4aREtqO9qyqm6GLrBiWafbVGvkiRwik24+J8tyY2NjMBisVqvsI2psbISoRefAJox0Oo3dDxx4RCPAYDh4Aw+USiUUnNhxkFyBD/n8nE2SOl9KrlGV8L8QuamA4UxxzEWXqdTIRagDjLqTu7gFIkML+quAcMXV4KKJqkLcUJPu806o4TMQfwDMK5WK8oc//MFms3k8HmofFjWAI/f19RWLRbwLCDqTk5NTU1Ner5e7gmwjkUjAid/b29vZ2UkkEoeHh8x7XC7X0NCQ2Wx+8eIFW2RxM8GsCFKf0WgMBoNffvnl2NgYzxM7H54/f97Q0LCzswOhrr+//6uvvrq5ufnRj36UTCY3NjYYreOHySaEw8NDQD+v14vBqdVqPTg4QCFAX7W3t/f8+fOVlRWr1bq9vb21tXV3d7e8vExdHIvFXr58eXNzE41GcRpiUcPNzc3BwcHDhw9h/Wiadn9/j7/g5OTk6upqqVR68+ZNJBJ58OABu58GBwdNJlMikZiamnr48GF9fX0mk8G9DGd5TdOgvYRCobu7O4/H09/fjwoC81UqfRDU29tbdpGaTCYshMDBxsbGPvjgAy6jLMvAO6AobJTkmpBIGhoaUHrxM0jukGGgdSmXyxTvJpPJ6XTe3d0x8JNlmRqzXC4TOilCy+VyNpt1uVxNTU2wYGg0DQYDPqicxpOTk/v7+56eHrQHvCkXFh9LojALKAB8aGIUnflWrVnmLkAVGlybzeZ2u+nb+DwGgwFExGq11tfXu1wuTC0EObO+vp4B6u3tbXd3N+wnLgJxgYONK0pra+vDhw9RR/zgBz/gpjQ1NWGnHg6H19fXDw4OJEnKZrNwv4kpTqeTkN3W1uZ0Ont7e9H+oj7EvxuYhNlePp+X9ZE2nC9FUZCp3N3dwR29u7tD7Q40LQph5qNcTEZETATLukk9JQtdIERThotWq5XdzjwMqG54ETAxCjjmguhe6PCKxSI5PpVKdXd3s5UBRAH4lJ5DkiTol8Q77gjNH/Ux91TkALgeqVSK9ACtiTBH1hejOJPJJKin9FsGgwEWW72+xV2AvaDHQAtsK+MLiimg/P9/Tln7X5Ua+wIaO1Df2oylqqrFYgEYADmgCjHqruLiRmD/y6fFgPr6+tpms1mtVmH7XKuIgP8vwFihY1ZryL3is4kMIf6dz49LnKSvXwZdw4ELAjnzTvzzgJG5Bfwk3X97ezuEambJeDdS+PK8UcbBA2JYw7cGtSZ+Cihb1VdPk1npU/kx6Cmi0Ve+qQKq6lwngULx1QQ3ymQymXQLWXEFamfPFX01mICRxQCYNMlX4PjLur2fUZblBw8eLCwsPH36dHd3l+BIqcjSEs4JjI/5+fmhoaGzs7NoNNrX11coFEZGRqxWayQSwa0GNO/du3ezs7NPnjyhnjo/P7+7u5uYmAAStNvtm5ubVB9erzccDmMMS4y4vb1dWlpiDTIbuzCOh51kNpt/8YtfdHZ29vf389wsLy9LkoTdazAYnJubU1W1paWFFhO/lbW1NaxM/H4/rS0MeIPBAFm/oaEhGAwCfwWDQYPBUCgUQPM4D2Jb1s7OztDQEORMSZKYNfIodHd3IzJhdLS9vc0+LNosAH24SNPT0wxuS6WS1+vlIVhYWBgaGmLvt8ViwWOTJunm5obdXoeHhyMjI+3t7Ts7OwQaHD4xhV9aWvrggw8Y3RPmYEXy+tfX14gXkRxQ/IINss4Qm73m5mZkMwzJzs/P2ddG98NuVKa8rFRDAHd7e8vK8YaGhsPDw+bmZmqUrq6u4+NjjsT+/n4gEIjH4zysiUSivb0d6InzL0kS4SafzwvrcHFaqjWiLhHOSEJgRO3t7TBRCaBWqxXhzfX1NdSew8PDYDCICygujB6Phy1I0E05qIxkGhoazGYzq1IXFxdZY3J4eOjz+c7Pz1mSqmka1DN6GoPBAL/aYrFAqaPzOzw8bGtrY8CJH2Rzc3M0GhU0EBp68joIAYBNPB7HO4mUzF2AT8AZJjMpioKJ4+3tLSNVEk99fX0qlaLZ5boxaaZFsFgs2LtT2RiNRmgBuOuR3iCugwkJvi6xzO12wzwCPxCgH5QQcAv6D9adwvjAFwXCCGMnhs0QUmibuC+Qm+hjqtWqy+UiInOh6uvrseVqbGw0m804o2azWWwT8PZjcozhQ6VSOT09bW5uZiDCYLi2ZazWqAtkfQZm+KaPzL/+I+KDplvEyfoSR4oA8E+BB/Lv0NZAqqkSgNDhOqH1KhQKdJmSJCEFgbnGHazo280kfRAo5nlyje3qn3xUSZKAqcRZw7wJYz8QEQogRVHgJYkpqSC4VioVIMl7fYEMrnu8HV0s78K4HcaypA96qfa4sBQcBl0xyauZ9U0GfE6SNB9eAKQmfW11tcYjTKrRs4orI/5RlmUh2QTgFam0thISgJZBtxpGrlrSTYD5r8ampqZEIvHee+999dVX4XA4+P9j6z2eG0nT7e7MhActLGEIAiToTRXJcqzq6Z4ep9FKoVBIEVKEFldb7bWQNlppoY200h+i1dX9Zu5Mu7KsKrLoHWhgCBAAAdCAJExmfovfvK+y+4qLjmoWCwQy33zMec45z9jY999/39PTw0EkIV1eXk5MTODWVqlUotFoNBrFuiWbzcIboj/At/3FixedTofm48WLF2gw7u7uyHDwGGVYp1pkilYqlRYXF+fm5v70pz8tLy87HA6/34+hayQSmZmZwVJkaGgIlKCnpycejwPpLC0ttVqtcDjMIgjc+ChRXS7Xq1evtre3wYhISKqqPnv2DH/5aDT6pz/9aXZ21u12r62txePxdDqdzWZJfjgpo36DRh+Px1utFupASrNYLPb27duvvvoKc7VisWgYxtLS0v7+/traWjQaBQaBNWOz2egXZ2ZmisUivQ7ee81ms1qtDg8P7+/vU3zF43Gv1/vp06eenp50Or27u4tFC8QK3HZw7EM7ODY2Bq/YNM319XWbzba4uLi1tWW32wEJ4FAwWqPXgRHNXKper8P/tNlsg4ODrEfN5/MSvovH41QDTqeTJRWyZ8KIkegTi8Wy2Wx/f//4+DjPuSomMRx0ME+HwwHHlUKVcoEwJ6t73bKl3VpmOhwO3N2wT8O6gRoICI5PdHt7OzU1ZZomvB4acWyAaDg0TePzOoTrPZ+lWCzOzs5eX18zFMxkMg8PDxSFi4uLMzMzGxsb//t//2/qA9R4OO8MDQ3xBpAzQjlBPhuPx5lp4ZTdaDRgDFCGUwgDCgG6XF9f5/N5VVXpWfHiAeUj+FL3oPpvNps+ny8SiVxdXZ2cnFD1A5LHYjGgPwoUCDjBYBARCH9F8GLkgQAJFx5d1xEaKorCE3RyckLFeXl5GQwGLy8vQUdJq9j0E6nx5QdbIkjR5zGmpaputVp4LLBUDhqny+Wiwr64uAiHw9lsdmRkhFIbDDAQCLB0ndchBDGCIcc0m00Aavg4pG36VIQrHbGizhTDcgnY/uL71tyjWtibioVTQ6ils+Eg0aDI/kYO6Rn7gYiSYjnwcP3w+yTlc5e5j+Qe0zQlN5gHTbZNctIvW0z57OjCEMCw2OdKnMZut19cXLhcrmAwiD8GbAOv1wsJC/cf6hjZNcKmpLwG9jNNky4ZkpecJVEEMI+gm+TN83k5eHBl5WySNl0RRB6JoFoBVUWsY9MszpoSfeXPMtEagkXI9eENmILzLC+LaoHfZf3ElZfjTx66vxGHSJNUjrFYbGJignCvqmooFDo8PJycnMT8/vLy8v379xh+mqZJbcKCIdM0NzY2SqWS3W6/vLxsNBq1Wq1UKs3Ozna73Xg8DrkgHA5XKpWdnZ3d3d1ut8vKw9HR0efPn+/s7Hg8nsnJyfX1dRxnVFVlaSWOBN1u99OnTzs7O4wuUHPf39/jHHZ+fn56evrTTz8R9B8/fry8vNxut9+/fz83N3dxcYHohcaCIrqnp+fz58+w9fb399GEXV9f53I5j8fz8uXLkZGRV69eMeKCf/vhwwcEv16v9+zsjCUSo6Oj79+/z+fz3IYnT54AHMXj8UKh8ObNm8+fP4dCoc3NTXx3z87Odnd3o9Ho+vp6p9MJBoNobMBJWGqxurq6u7u7urpqmiaXFGkHhHU5GmT+9/nzZ0VRgsHgjz/+eH9/XywWFxYW7HY7/md4ZGNuQLy+u7vL5/OAVzhjBYNBGD3sfex0OjzYLDVjGTVb1Vwu18nJCbGp0Wjs7e2ZpolNATY3vb298XgcRJex08jICIYjsBtgOpCueES5LzI8yfm/DA2GWE8v/5asaZrm9va2JhYjyCNOroKYCmMLfILqhxIBhQzCTYplyjha/Pfv3//5z3/+d//u3zWbTawTsWSivzw+PsYHtVQqQR+FNOF2u2OxGGYCFKCQUCTqQGLAmNAwDJ/Pxwjw0aNHkUiEgWsymUSJMTw8rCiK3+/nzRNnqfdhgRI4uMvn5+cE1mg0iut3NBrFrYLJqGEYGAqS0jAlIGqUy2UeCiRnFH9Q2TntRGFqI6/XS6xEtMBAhA5pbGwMy0ai6sXFhdfrhWRHsHY6ndTNxBBuN+8QEgqcZwoIAiUjJJQqaDkomjm0oI7QJhnZ0nw3Go3e3t6bmxsaU1igtFByVMaXDKn/zy9FAB6yfVEsgKH8A+eTFGiIPZ14uUihqtPphBmuC1kh3RXfJBwhzlGEJRaHGYYRyCcAr2YRxiiWmatqQZttQqCpCKaMYiEuocojXdEW07tDXuM905ezdNMQG6EhvoIns+uG4RofRM4mAcNNMWSFCyYLFE24v8JnljxVRWyrVSz4rS7WexkW1Znkc8mMS5zUxKiefl0mXdnCMkxVLP6CilCnyB9TxEIYxbLlhuJeo1L+h3/4B9qdWq02Pj6+u7v7448/Mg7c2NiAjlwoFO7v7y8uLlhVyLzQ7XYPDw+DrLrd7uPjY5y9VFXFiM7j8Tx+/BimdbFYZOtsLpdjxHV5efn27VvQXbbvzs7O8iQ7nc5kMolu/ePHj5JXifhkZGRkbW3t4OAAWjkbm51O56tXr2Kx2G9+85vd3d2Hh4fT09PNzc25ubmvvvpqdXWVnAeLoVQq7ezsXF9fb2xs3N7eLi8vZzKZ58+fJxKJer2O+yiekMCnDHuwDMRIwefzYf+PRAwaC8fx5cuX5XJ5Y2ODeRuMba/XW61Wp6amqIAWFxcvLy9fv349ODi4urp6cXFRLpfHx8c1TaMaQEIzOjo6Pz+P6BtYrL+/P5vNRqNRTDsVRRkeHs5mswsLC9PT0z/88MPXX39tCtdWt9u9t7e3sbHBcBpeD58FvyH5kDudTr/fjyUmHuLNZhOPX6dY1MzACU4HjufgAS6X6+bmZn5+nnR4dHTEhcIHlXSFuJYTz3OiWvgXnU6H00K3ykBCTp5kAWgTUjnJZeC0SJSSM0kt39/fv7e3hw0ksHk0GuXjMNwlo/f396PkI2pzdwC3r6+vKR8HBwcVRWF0d39/Pz09TdLFnMHr9W5vbwMNwRWnpLi5uanVauglsCBwCcN93DN4CqLRaLfbnZ+fZxdYKBQCH6vVauhZoRbzxmhD+V2SJ8WUmgtIdU+zC1OUAERAhF2MGg+kS2pdVFWlTWfuWC6XTdPk2aRvAAzweDzwBvA80jQtFArBiqKDN00TEVpHrFTEtOv6+pp6lFHI3d1dOBx2OBw8ZTSRzMJN02QLKSUF8YvbRIUH+sfbJl5TMwFTQ8SjoZdjOZps2k15fnShl7DCGNaewzoOkN9RLFxuyUORQC4AIF6MwCGappELJW8FBTmjdKgrBLe7uzsOJE8WOUCSU6QExSYW21FCyZyh/Nw73hSWCzS4PGWcIsIU5AlKVWoRwzAw8mWXHG0fZBRqdB6Zbrfr8/mCwSB3k+cFjxTelfRhII8i5Qegsl5hCZWrwmBdNnaG2E8C61i1jGzlx1TF+iOKXYcwqrNCrx3hoGQToiDZofK/sqeUSA9FCdWzDKS6WIfi8XjU//bf/hsID4ale3t7mqbVarVoNIpRHGAmWAcNX61Wm5iYAJUyDIMqPhaLNZtNtPzIwsgisVgsEAgwKuO3ssCrWCw+fvyYycrQ0BDg1f39fSAQOD8/Pzs7CwQCd3d3yWRyZ2fnV7/61dXVFTpFINnBwcH379/T0jFbmp+fdzqdbPJqNBqzs7Nfvnyh7M1ms319fdlslhOMEyZ8P5qwWq328ePHdDrNfBu4DClYoVDweDy8OKS+z58/Ly8vb25ujo6OmqYJcsXu6Hw+/+jRIzx7oSAWi0UCBLsaWJIMhxNfFTQ/MDIqlcrk5CR1NOltZ2cHdfbKysrnz59tNluz2Zydna3VakgXIOPA3Wf9i67rsViMGc/Z2Rl+SZSonDCUWCQz6l+Oy/39/fj4eD6fZ1dMq9ViThkIBJg2dbvdUCiEHMU0zXA4vLW1hUeuruvNZrNSqQBEn56e0mwBV+q6nsvlUqkUyASKPXzg6PCk9g5Wgq7rAP4SaTEswnOJn4yMjGAjMDw8DNB9f39PrKSQRKFrE0T8jliNBDMQrjKCwpubm2aziQ2eqqrslrq/vx8YGPjDH/7wxz/+cWlpCb6Mqqr/8T/+x1gsdnR0RAUAcsUgjQOWzWaxs4lGowy3ms1mLpeDvkQvValUEKXMz89D5+aHAYHJeWz2ACjjedaFUwmIFtkRLsnIyEgul3t4eEilUlhBAfrh1MN4CfookxQpFjRNMxKJkIwbjQaEMj4p8C+upD09PfSFDofj7OzMbrdD1WGAGg6HEZZ0Oh02pZDVCFgYr6N7AZiBft/pdCQRt1qtDgwMQCjjIe12u5SJ6IapCaTbEeEPYBbiCT4bDoejVCpFo1H2TDSbzcHBQQyw6O1aYquJtav4RVsps45mcQC39qOKBciVvSbJiVPq9XpJhwzzqGYQFKiqCoIt0XiotqYY0dGiMcC2iRVjskOVb6wtdgGZFoWMtQ82LeJOPrJTLIh2Op3omhRFYWsvjQqFLOUa1DDTNEnkBCgKHYagAObdbpesZpomBr+Dg4OmaVJ1UQxxizmTyEAR2KgW/ShvnteknQU8kEUJM3hdbA+VH5YL3hFGKPTl/PkXccMmLG1NQScktlArU5EAb8jhKPdFt7BqVVXVGJPg1IyYMhAIsK5rd3c3GAxCr/j06VMwGIS56vf7j4+Pi8Wi0+nEAzaVStGkHx4e4omM5iydTgP1aJqGEhZKEqwtRsqGYUBhxWe12+0ODg7+9re/nZiYIGRAx6AEeHh4+Pz5c6vV+vOf/zwyMgLCQN/GZIV9kNFoFMJ9OBzmWvh8PtM0E4lEOp0Oh8Pz8/Pj4+MgxtVqdXV1NR6PZ7PZfD6fSCToWqanpyuVyvLy8rNnz+DQrq+vRyKRV69eoYjHchY0jI4cWsrExERvby+y0YmJiXa7HYlElpaW0EK02+1vvvkGqWs4HMZsNhAIqKo6PDy8urqKVcr5+Tk8W3ZiUHfPzMwg6KRG0TTN7XYzVYLhfHBwgFqUQIwzH1tLx8bG5MpMDko6nR4aGoK439fXh2ZxYmKCXTGNRoOlb4xjuRcsY+l2u41Gg0cIre3l5SW1ZG9vLyug6QIJXiRRBPLo50zTZLwNToAJnzypXaFKNi08dVmc8uRA9QQYx0qep5GJuypUKCwDgcoPm6nT6ZyennJuMYZFAo+hB3MXQjZn9fj4eH19/ccff1QUBVji5cuX+/v7kLDobNrtNt6/rVYrl8txPKBCkMLr9Tr77DRNowF1Op0oLi4uLgKBACgujAPKLKfTyV0Gj+XStdttaZOtCAFiOByORCKNRiOdTrO0gFemBKlWqyxu63Q6YK1kcZ5xogCTRQoIfoz2SBfrf1meKiH04eHhYDBYKBRYHCYdawF4QRQajYbH42G3aF9fH9GH4wqGDAUJBY50huK2Mn+9u7vDNcJut4MqYzlE5qaNw1IcXhKvjw1nq9Vi4q5pGoeT5E3KNP/JwFL2mhL/l2FX/pXyc+aI/L5EQfG9A/8HQPaK9SCIrxhFtVotTiM3hc9F+YLNHkQ8Zr1Q6DmNNFW8SdKGYZFjyWeErCDZAHS3qmWRC+/24eEBZTxFDGeA2YRsvwBUyNnNZhMSJQ0A6DHCGy4sy9f6+vrYlMVJg/JN3cP7YTccp1cymbmYpEwuiCpc8SSCKhGClticIf+V1AvxluzC9kgVLrXyJ2XD2hE6TpvwLpDjal1wksms8u7LRlbDcdvpdLJUpFqtylFBMBhkfgOiDSAzMTGRTCaxBKIuRvtPB4Mv68rKyuTkZCqVQrbYaDSwnyAf888hwrC9a2hoiIWI/KJ8Pl+v18HZoRtQuy0sLBBBisXiH//4R3g6tVrt9PT09PT0/Pw8l8vd399//fXXDFydTifLgUdHR/f29n7/+99zcLe2tlqt1rt373Cpvr29/fbbb8GfiZupVKrT6RweHrIX6ePHj3d3d0+ePLm5ufn7v//729vbv/71r+l0OpPJ8FnAn9++fbuwsECJvb29bbPZaIshMR0dHfX29o6MjMAvR5vVarU2NzdTqVRfX18+n2eWDtI1MzMDeO50Oj0eTywW83g86+vrOIc5HI7Hjx/LRgELCE3Tfve732mals/nY7HYhw8fXr16BajCknCfz8fvvb29DYVCDKKQolJ80BLZbLZ0Og0/SFXVs7MzTdMSiUQwGPR6vePj47Q7lNWJRILeBRbuw8MDeN3JyQkcSMMwcPHFnZzak/uLDyfXnNfEW0CagtqEXYj1sec0k2NYRc7Lokzwer3Dw8N4uvp8vv39fZZiNhoNtMKaYBuGw+HR0VFqXmm7SLrSdZ3mhp6JaFIul588eQKf6Jtvvslms7u7u7e3t3DoTTF4BpagRcOSKZfLXV5e4pOXz+dB6hBrjY+P+3w+KSNxuVy3t7f5fP78/Bz7qpGREQIWXbJ81OFMKYpCbqNr39zcvLy8PD4+NgzD7XbLTEOTCt4OD4imHCISnGqwOOn5AOhH0i0UCvV6nWk6d4rNbiMjIzCH7Xb72dkZ7CTeHk5bQCzgjVhkeDwen8+HKSNzHEA8rgnBiw9LhUff0+l0GMo6HA6eBcbwILGAZEALlFwY7XKWOp0OSlC+ZGWmWABMa7LRLDtDrE2ktZOTr6ZYWJfcdDmE42LyaKiqKo0PO8KfiCIS1rqEVVjHxLAMTJuqiy6fTyd/O12XtT9WLXoMmVT+b6z/OVlUVVWGJjabDRI46Be1Het+edComCndoGtBX0D8OjQ0BIxP1wgTxRTSSfBbTjgPOIdNvn+Zy3XhZsB3JPRNJFctPgxyimyKhV+KMN2Ud0qOdQzhz07csP6MlL4oYoTJL+2IXQJdsVvNWjmZpqn9y3/5L/v6+r766qt/8S/+BV4EWJ1tbW3hmArzG7s4yMqnp6fk9nw+f3BwMD4+XiqV1tfXEYSk0+lOp4MVKnQbuvgXL164XK7NzU2bzebxeECxEHHKYwSvjDbr/fv3EHHfv39fq9WwZel0OjMzM4Zh/OM//uP4+DgkOoiFiqKMj49zNHEiDQQC3NcvX768evXqhx9+MAxjb2/vm2++8fv9clEJTEVVVefn558/f76/v39ycsISLvCibrd7e3v75s0bwzBevXq1sbExMTFxfHx8e3vLUsZGo7G4uDg5OVmpVDAlx7DR7/eztoJ9OhLiYPaD9mNoaKjdbhcKBcD0UCiEscvOzo5cFg3igfHv9PR0T0/P8fGxZDRQrX/8+LFWqx0eHq6vr3/zzTf0QKZpLiwsjI+PJxIJEAVALQ4cOKSu68DpaMMjkcjw8HChUGDUF4vFWJZJLFYUBZIUF7lcLp+cnPCAJRIJav9CoaAoyujoKFguUzGZ0oAogSLgkVJTQ5owxM4jidswmZMBAsiLjVculwv9e7vd5mmERULQZLFot9u9uLhIJBLMX71eL0uwqXnz+TwkBdAkMhPgcG9vL6YH9Xp9aWkJ0sTx8fHS0hK91NXVVSwWS6fTptheyx82NjZoAYkU/DrwulqtxhvG7px9PghGu90uy6uRhYCD4QVB2wThnOZP0zQUTcwgYZO2Wq1EIgFBAzIFZS5pAyYkeKacQQJjYFGiKAqDfFAEUFZ6Vpo/lqUwfuMSydWtDw8PwWAQyQrSF4asBCNd1yEEmaZJCgcMIEIBrvb396NtQ2VLiybDZa1WQ7JFy2sYBnvxMPSo1+vgWDwRlLB0q/QDIKX8LlmHmT8nylqhQpkRZWhWBAxoWhhDRFuea5YTEGedTicpk0AMqRviKxeZfoB2ikGm1+slX9Kgg38ygOez8PjIgP6LvKgKRoxhcaA1BHVOdkvWKoF/C1WVjEjVSMvO76UmU1UVrjvVNjJrmL0AnqqqQvcF0ZFAAgUEHxbyBMiizeI2YAhrAsPCyrG2d9wykGrZ8BkWHaocPZICZQ/KC/K2TYvQVs59+be6sOBQBeHItGg6ZVqVY06+qa2trX369On+/v4f/uEfcrkc/eKXL1+mp6cB3M/Pzw3DYOXF0dHRhw8fms3m8vLy4uJiX1/f4uIiS5iXl5ePj48zmYzf74cZSAlPq97tdt+9ewdo1tPTw1Sv0+kkEgmkcix5wNZkYWGB2er9/f3Lly/7+vr6+vpqtVq9Xh8bG2OB7crKihzyp1Kp+fn5Tqezv78fCATev3+PkQ1ryv1+/7Nnz/7hH/4hmUxmMplXr14dHh7u7u6i3f7LX/7y17/+lfuXy+WOjo5gFW1tbY2PjxMEMRUaGBiYmZk5ODhAdoJTCYPDer2+v78Pxx2PD9y8/vEf/zGbzb59+/b29pZeEHn47e3t8fGxw+F4/fq1w+HAEfvRo0dAqWtra+12e3FxMZFIcMPK5TIKUfann52d3d3d5XI5Jm1DQ0P7+/vdbndvb48qp1Ao8KxubGxkMhlKk+npaYQBHPpMJgMhk7c0PDwsbVbYNc0WVUVRMpkMFmiNRiMSifT09AwODqbTaUwTA4GA2+3GH5F+hY0TAIlgfRQNoVAIwT7ZFzyTxgJmkPJPpJmyDoWeZ30q7u/vsaoHfuCbgUAAhmEmk7HZbKgVQf7hbZXLZbi7UkyNbSm1ET41IDw0nTxCm5ub/+E//Add14EHy+XyDz/8QOF4d3c3NTV1cXGBypBloq1W6+jo6OHhgdbW4XCUy+Xj42OpaUkmk+l02uPx7O3t0c0z1kV0CAuD7AgVAktYRVFYG67rOoMiVVVRhgDlUUDEYjGcejg5fr+f2H1/f8/+S642E3dcYPCvoD/DZQmcsNPpkG8oOJi8gASwhoEyul6vw/KTQhqKME3IeIhH+OoxQrPb7cFgUGKh1CswsOAZMWeSXThrO1moCSOX2QHlFHgMyL+u6wMDA3TDKF449prYLaVZlmepYmmztY+Uf7Y2nYoF35NpVU7LnMJejkYNgw66BZBnkiKhDHiDpCWxdKbjjE76+/v7+/tx2uNTGMJAVbaJcsCpWqawsoGz9tOqkMrIZ4fPhVMEFEVQH+47EwrMwIEYVVVlLgNC4PV6Q6EQ7x8wXNM0qAmI2fx+v7xo8OC6wqNHE1we8GTT4koou0NFtPWUa6YA0qkAqB5IbJwrTaxmYxoIOESS4xTxalwf2cvKoocX7wifJlkn2SzmQfxeOUDVGIoUCoU//OEPv/rVr/r7+x89esSMGuoKggEmPZOTk48ePYrH46enp8CbrVZrZ2dncnLyy5cv6FX29vZCodDw8PDY2BiWN/APQfaJzna7nXr27du3qqp+9dVXiURic3PTMIzFxUXmYb29vYZh4EZBc9BoNI6Ojkhmb968oVV69eoVjE3I5e/evcPHGSyxXC6vr6+vra2NjIzU63X+S0768uULF+XVq1d3d3cTExP8FbwSRPGGYaBKHB4ehkvZ09PDvhFUHFDek8lkMpmcnJzkKLAUIpvNxuPxSCQSDofZZ1KpVJC3U514vd7l5WWs3bAsKRaLGMYeHR2xcLivrw/yMGpLXdcrlQra9qWlJZvN9tVXX+ERMTc3Z7PZhoeH+/v7NU2bmpqy2WwzMzM0fAytz8/PC4UCUbi/vx+Kci6XGx0dVRQFLlWpVBobG+P5odMdHh622Wynp6e0g4iaM5kM7EcQNk3ToIkxqTIMA0IBXowwkkhFkUiE4lqOIhglUrd2xWoeGbzIl/J/mWHQ7HK/yKBnZ2cEWWwcent7GfrySDO/gZTBWnU0c0TYbDbLlJ1WiZxEu8Bg5v7+fmdnByPW//W//te7d+94qOAbt1otNpOUy2XqlWQyCZuDpeKZTIZsDR1MMq7BNlmuCQ+or68PUQrho1gsQlkEiuSKMWeCtNzb25vP5+mtGVD5/f69vT0eTMMwGJ4RxNmsAGlTVdVIJIJnE9UDNGn4DfApWCQAdZZgxPTLNE32PeA3RF8+PDzMaJx3yGYxDh6GdlxtBD+UlfeWdVc8SoRIkhwXROr9gbuAENFowpc2DCMajbpcLuz+qXXgBymKAr+MjTESGDQFg0axYK2/6C9lmJZB1rSQZq0dm2malDsks3vhOy9dAwkR1WqVxldRFBo1pkh0Ufj6MsKUjRGIBUpNjnFHLHtXxdofa16nLZPtl+yGeefW0Z3dsiGLb8JGbLfboBoPDw/UJeR+m80WiUQgjsRiMR5ATmOpVCIm0EmzQYHunxk8hFun8D3QBPHVmvAkVMuNJqRwqbl6ctwoW0BuqPwUNqE0kxiGtQwyBIrORegK4Ypd2LibwktPFZocOfiUx0C16Hm0XC43MjJC+9zpdD5//pzL5V69ekUM8nq9mqbNzMwUCgWMvDc3NzOZTK1WYxBIRjk7O2NQjwFmLpcDvIU+jt2dy+X69OlTo9GAfY4fwvLy8sPDQ6FQKJfL33777Q8//MCOjmazOTU1NT4+PjQ0RFgPBoPlctntdr9582Z0dPTbb79Np9PlcpnhFt4CjBP6+vpyuRzKLax/XC7X/Pz80NCQrKFqtVo8Hn/69CncVxZp4VIEZAFSmkwm2VU5MTGxv7//7Nmz09PT1dVV6JeKonD619fX8/n89vZ2uVxeWVlRFOX3v//9zMzM6Ohop9OZm5vLZDL01uBRIyMjnD/icrvdXlpakouBGOWSgdi2CMVJ0nFJiu/fvw8EApghHB4eopFA6eX1eg8ODhKJxKdPn5xOJ+zwcrkcDofhOpqm2dvbC+VncHAwk8lcX19ztaHYXF5eMsmjPzs/P5+ampqamgLxgDTEognM/xwORzKZpO6Ox+OJRIJOCEQOo9fj42NEjZqmgU4TYngApBmQlf4jT63sD3hm4MEGAgF0+tg+MIm8uroCMWaoBnTZ19eXTCaRJZimeX5+DlBpmiapNxwOs6uH0EOfBxefGLS/v9/pdGq1GqNu0DM6oXa7jeZVrvU4Pz9nQlyr1Vg7wxh4fHwcIxGK8UqlAlWEoo2CgMWZ9/f3cKSZXHQ6HSgzhvAgpP9TFCUejw8MDMCgHhkZqdVq09PTwWAQqAA+Ni6G+O/AcnS73bVazSYWCzNsdrvdmM2C3wKyUXN0u11+EYwkFCzo+Xi31WoVkip/xXAB4SmrXRgV03nX63VCJ5Uxe1jRWYJkgtaij6Lh8Hq9mD4CYACJwXioVCqtVisUCrFRpFKpyPGVFC/RQslCTX6pwjjG2q7JaCtRWQnrWXs7K9YnlQ+kEzh34MbM++k7ySVkSpKEKfhuKNP4ebQf/DykP01sx4TNpAuzIYm+yN5XvjdDLBSTLbUiJImKUIJyPSnKqSnBn1D7YPLHKaKihZ9M/QHzFsCW0T5uU9fX19wdaS2kCcorx0DSlEyhrZTdp67rNOuqqkJDkxnX+kHI5XxAji6Rk1emzqZrR2+jWZZAGMJNXvk5FG+aZkeYGPAmSaLy7f3sFX7zm99Q621sbJBjut0usmvECaqqbm1tRSIRqDorKys2m21nZwdt+MTExE8//RSJRMbGxtjpyPOMkJmFYkzFiES8v6urq4WFhU+fPrGhAqZAs9lMpVKY86XT6YuLC+DQ58+fV6tVrFXq9Xo6nQaJdTgc09PT3W4XmcqjR48qlcr09PTd3d2vf/1ruL5fvnxJp9MQJehuO50OFK/h4eG9vb2FhYU///nPjx8/hu6oKArApt1uv7+/j8ViJycnDw8PS0tLp6endrt9cXFR07SPHz9qmjYxMcFkJRKJhEIhu91eLBY3NjaoK1mLtrS0dHh4yPBjaWmJhR57e3tU91imhcNhADQYNI8ePdrf36f9QqFvGEar1ULMure39+LFi9vbWxZZ22y2RCKRSCTOzs729/fHx8dnZmZarRaZLxKJQCfpdruMgSF/yikRvFNVVaPR6O7urs1mo+/UdR3GLLnE7XZvb2+HQiESXqVSkSW2aZoTExOm2GlgCgtGOQ/GXS+fz2uaRlBmfEWX2el0OJHkTp55Vcz8ZWFoZTTgoufz+eiHarUaDdbCwsLNzQ2rsijeEctyLyje8cGn8wM+wreBBV7RaJSHDQyTKezg4OD+/j7cztvb2+3tbZaMsvJFFXs/yLjxePzi4gKvRFVVLy4uCDF4PrBOS5YIOFaWSqVms8l2FFQWzWaTCSLPBTMz+CCABFL83tPTU61WR0dHj46OYrHY/v6+aZoMEcmXLDAgDt7d3aEo47B1u13ComKhI4JvQ7V1ih1hNM1y2Rl2m8hhsc0bHR29v79H+0uHge4TLZDD4ZCrvyFqMmrFbwhqqK7rsgm+Fy7zkqABqglwDRbHrjqaaaBpRVEweiSp0AAx1GwLRyTZfygWZof1+xKRk7FVwoO60B7IgEt47RFLD+Wlk92P3+9/eHhADGOz2dhmyAGmA+Z/ASEoqTWxeFnTNODlgYEBDB94vqyopoz7MiPKj2ZaAGT5hq1/K9tW/gzjAb2mqqpA8XiA6LoeiUTQicFEYbohbxO9KcUW4IFszQ1B2OEBlxndOl2WpYy8wnS9UiDE4yNHBiRRooeEEIgYpml2xR4k0ry1pSaVKhZGoSmYUzLvKoLALzO9dGwwLVi31mw2bTbbwcHBixcvCMHz8/OwLlOpFHP4P/7xj9Fo9NmzZxB/ent7mUn4/f7V1dVvv/3W4/HAzjg4OJAW0ltbWzabbWRkBHGuBPGRiiPPotyAoXd8fDw4OAhz4aeffspkMnNzc4qifP/994isp6amHj16VK/XWcGo6/rZ2ZlcbvWXv/xlc3OTucva2tra2lq9Xl9cXGRqyAM5PDx8eHgIt7NWqz169Ojg4ODZs2coEDA6LxQKgUBgamrKKUyWe3p62FUyOTl5enq6sbExNzcnKyZMzHFyx8Hkd7/7HZ8OjhLmQTc3N6urq81mc35+fmpqij2XwWCQ0oTWMxAI4OQ+NTX19OlTXPfoVgnomqb19PT88MMPmA9MTEw8PDzQKXKY8vn8/v7+4eFht9udnZ1lz4NpmowPMRln/wNyC8MwEA4qipJOp5PJJFkN1v7c3Jxpmru7u1tbW2hIKOShyRGJYrEY1om5XI6FM/V6vV6v4wVP1UkgQMiBr6NhGENDQ9gTEkwBTDjZuthpwLMBcCpjH9TWu7u709PTXC6nKMrp6enExESxWKzX66Rn2N35fJ6zgYoDbJlcCCUNalt/fz9c9vPz865YIKWqKqoG2pR2u/0//+f//M//+T/v7Oy4XK6joyNWOJEyGeXe3Nyw1Y5WkkzMuC4ej8disb6+vng8HgqFJiYmxsfH2+02IM3o6OjDw8Pe3h5Fm5RaYqYD6fpeeJc3m00MKPiYhmEA1cI+o4MH42KxK40IciCwQfpFWdpjHw1/m6kzkgkiI1oIIl0ulwsGgwwaqGMATrCyox1nsk7cZ96J8o+ER4Po8/k4YAQKGnQoaWhPIQ20Wi3M+fCCYDwGLYDWpFqtstSMfEMhJUeMpmnKfwIdVLXI+6zwXVcYPcpMqQqqiHXKJdsdfiOMNl6f46QKySY9NzgBWZN6zufzMZZmWVsoFGJbEVEbUhvdHjMp+89d5mmGeHxkBlL/X6vNrDwXU1gxaELBySUCV6N27OnpYcEtkRm/iGg0apomZRxAwunp6cDAACvNYQyhOZGXgjwqubjUfMwO7WKHmip4NxQ3DocDHi+fBRYYPwwHxyaMUOQdUcSM02az8ThzrTBkYFlQx+LmTyT/BdDKD/AUmEJoK+shWbe1xBoDGt+/3X1mab/5zW8wMYGqhxT98vLym2++OT8/x2j7r3/9K/unWq0W60o49/v7+z09Paurq2NjY4lEoqenZ2dnhwKz2+0eHBww74QrTz7HSTyVSsnXqdfrCwsLHz58mJqaqtVq3W73t7/9LazXJ0+etNvt1dXVVCplGMb19fX19fXs7Ozbt2/Zt6XrOhICVknv7u4+e/bs7OysXC6zlziTyTidzl/96leamIH39fWdnp5SzUk+qtPpjEQi8Xjcbrfv7+8rinJ0dGS325kA9ff37+7uKooyNTXV39+/tLT05s2bxcVFGj5QYtYyv3v3LpFI2Gw2lqlha4d0/fLycnd3F20flPRSqVQsFh0Ox+npqWEYMJjwXqHJhiFcr9f9fv/W1paiKLFYLJ/P+3y+UqlE0er3+xuNxuPHjx0Ox+fPn+Px+N7eHsXd5uYmMHuxWJyZmYH6az1naNWZfqHIxrOCjhmsuN1u03eWSqVwOEwUhiULP4X+Bnc3BLs4LzJlrFQqqqr6/f58Pk8sRpVBY2oKU1n5SEgIRVaFsg6FMQEORnWJ8x9QM00SgYAhGbe4p6fn9PQUqkur1aJT1HUdoB5Et91uo1FRxHJN8APe+f7+/uzsLARR2KfsieNTQwzGpuBOLJLkavj9ftoRnnBVVbE+9ng8mUyGp4lcpaoqfGyIrwwpZekAlA21p1qtUlzit0fvi7wHQhMPGo86dhl2u/38/Jz2grWvdPmE9Wq16vf76RsMwb2UU1sODLykbDbb7XYBh7kjWFqGQiGc9vBPAK+SFowQebieiqLc3d0B0tIvXl1dceWpimw2G2sbZPOKFxX8UlIOORgqCkU55we1K4WaJKEYgnoq0yTnzZpvrA3oL3pKvtntdmV6oxDpCOcjTiOPG8lDHlRN03BVlPpLU5i1yniNpMe0jPHu7+9JS0h9iN3EffoemXtkE6kJDp1d7AJSBaHpF6NZkEUIdByPQCBAbWSaJmg5Y2a5KIYXhBlL6QOxgJ9kVg18wsqgTqdDSpbTRwo+LjvvUwp8uaRy6qxaaDuGYVDeOZ1O4H3aTbtYFyORWLKvTVjF8q5UIVb5BcwuMS1+hZzc2ywrzBQL1ct6ZkjVdrDKra0twkE+n3/x4gWhZ3d3t1AofPPNNwg8mMOVy+WJiYmvv/56Y2Pj+vo6FotRf3399dcfP35MJBKcbxrWm5ubJ0+ewDDkfFCSj4+Ps12BCsswjPHxce5EPp/3+/0jIyMQfzKZDKbqKPBCodDu7u633357dnb2xz/+8c2bN+/fvwc5pFz68uVLIBAoFAqwbD5//vz06VMIbP/4j/9IH8DUfWFhYW9vD7tXr9dLgLi5uXnz5g345KtXr7LZrGmabMTE66vT6fj9fjbfzs3N8YiiF97b20ulUhw7wDSs3fr6+nCFBZQ7Pj5moXcsFsPOHsG7YRgYISF4x9ng5ubG5XLhgnZ9fY2AJBqNAoINDQ0Vi8Wvv/4aU9N6vV4oFEZGRux2O4Rhm82GmP3h4WF0dPTTp0+6WNQHuOf1ekGeHQ4H6CXnCc9xrPsw0abFpJlmhQWgjd1u9/v95FRF6GthfyAJBZobHByUTsXMmbrdLubmhB6JIMkDLf8sMTQuFNR8LixbAKUTOnPNUCjEeAxyytXVFcAJlJ/b21tk2ggzCoVCNBrljiA1MSyL+qhGHx4eqEsqlQq92sTEBMtz0G4bhhGJRIrFIubmVB5Ef7askxIAY+lCgIhtNhvNcSwWu729xUS73W4DHgAvt9ttoGCgWoJvWxisM+f2er20gLzVTCZjGAbQumEYtMVMOjHQoc9GFUYlxAVn0swdYWEIU388K2g4iJvwVkCeEG7l8/lkMiltZRRFSSaTuVyOoCzB0o7wcOnt7VUUhUmBBMQopyjzUWoC7BPomSjT6YKguN1uNpmw9gelI8dYIoEEbmunaD1pVhhTFf55Mg/xM/wAxQS/GiIJyckuCNgEXKgV3EEqOe41vS9TYdrKTqdDcODOqoJMxC3m7JE2gHYMMdS3Jm/Volw0hQG9rDKVn8udZfrvdDpoXtE4UK6RyzVNw7YpFAq53W7ciYEhmdNzQuCseTwerjPj547w4gcvkZeUM28TShVFDINJeNQfDuE5TPMq7w7hQiL2/BgX4f7+Xo75HcJ7zhReEJJkpAhnJcUi0+TLJvyAaGQ1wTaSbToXk2jwf0v5//gf/+Mf//hHsCxYJJTPyNJHR0fD4fDm5ua3336rqur333//z/7ZP/vTn/707Nkz8Kjz8/O5uTmXy3V2dhYOh9lMmUgkeOoURaFBabfbBNxyuQwGBRELqdDt7e3Y2NjR0dHk5CTbfbF+Pjk5gcff7Xbdbje1MGqzt2/fPn/+/OLiIpvN6rqO28DBwcHd3V0ikSgWizzqXMpyucyQGXp0KBQCTLi4uMBKptlssrFrc3MzkUiw28jn821vbzebzV//+tdQkOr1+tzcHDxJwHfQfAaf9MGbm5vAyGNjY7lcjn30tGvEJuyTOLvsk8lkMouLi0dHR4CiaOGDwSDPCSTPaDR6enqKFhYru2g0arPZcD9vt9srKyumaZ6entbrdehXjx8/Zg3L8fExK6NVVc1ms2yWoBaDmYn7wc7ODumWOLW5uZlOp4vFIspFztbw8DCfXdO0y8tLzisRBD273W5nPQVgjqqqmP8BNVMqosmDsYmngZyyyBxpWszMZORCvgKUjbusoiiBQADOlGmarIUC7gOhpZwith4dHSWTSSI121p4BjgGYJiGYeA5R4UL7JZKpfDMI5Scn5+HQiEeP/IZfbOu65eXl4hTNU0bHByELjs0NASMQewDt/D5fDBdPR4P5u/YAlDV5nI5v99PYQublNEXMs1Wq4VhIeAqjU61WlVVdWhoiB0pOE4oisLfQlRWLVb4BE1GhoQVRVH8fj+cbQJiV9iP+Xy+SqXC7m6PxwPWjRKf46EoysjICLeSUg/6K91ht9vFsxATQcMwpLCHW4DaQVEUeBUcMHaHEZcV4T8HqIhlP0IvRVGwHHIKdzfCF29ewt2K0DNYA6JENU3L8E+zOBuYFmItvQgNB50NACBsYeIvDRCMPMMwGM309PSAAVCn8h1yJHlLvh9uEx8ZWNspFojKhky1bDWx/kG+T17tF7lfflI6YAYfFEP45fIOTdOk0WeECeZpGAYBRFEUn8/HAYNm2NfXR5xH+8QB4Nc9PDzIAqUtFrYolk2W4KKGYC3JoYxhMQgDPOATASDLa+IQW8kUReGi0dUAL/GyHYvxnkQ6+YO1Zac4IxnLnl6xsMNslp1xqqpqbrf7xx9/3N/fTyQSrPJAmP/w8JBIJLALmJube/v27eHh4fT09IcPHwi71Wp1ZmZmcnLy5ORkb29vYGBga2uLxrxer+/s7DDtB4YaGhqq1+sHBwfwSqrVqsvlYtZdKpVSqdTr169N0wQVJMpUKhVUJfV6neUnJGkM303T/PTpE4YMPp9vb28vFot9/fXXjx8/Jr+y/4uKj4xYKpXq9fry8vLExASmLf39/QQsbkmn03n8+DEqSRJPp9Nhn7ZpmkdHRz09Pa9fvwZ5mJ6ejkQifX194+Pjz58/r9fra2trZ2dn4+Pjbrc7kUg0Go2zs7NsNnt0dGQYBlHpw4cPUBPlvKdUKq2srNTr9fn5+fn5+fPz8/7+/snJSfh4jD8XFxehFLlcLp/Px/6WQCAQj8fZFGYYxvfff//27dvr6+tAILCysmIYxsbGBh2Vruubm5vDw8NY40JiRNTIzpCrq6tSqRQIBNDmd7tdRLpwF2kyWA8nyZBSOE8djXsDclI2VWE2C3seQAICJ0wZGlD4LAAbusVg07SM3+UsRA4hpNkNqQsTq0gkQvxinfjDwwP7WakxLy4uzs7OhoaGSKiqqlI5sTDZ7/c3m00gI2AGGJtgZd1uF/am0+mcnJxstVqYIBJfBgcHISIahpHP5+kmVVVlbXgoFMKgh9iNQoat761WiwGeYRhutxvHR8Mw8G7l2SZzoGogMHENoVtT8KFHpOWVTChSGm8SuhkfmYhAEwBjFmESCYllrtTphHjWhjw8PJycnHjF3igKC5/PhzsPFQZ4LBoqqlViKyw2gGu6qLu7u1KpdH9/T3XS6XTwQ6Z9MYXZG8EBthpzZU3TcAIC9mi1WszIKZj6+vqgoRLpmD50hessTVhHGBEbwjbPsAgPZOr6Ra1GrARWtYkvygVVVYnX0Md4xgnonG0GvUDcsoOnoCFp8fYgT4AJ0dGyHQzIsS32iCk/9841LXRf+f7t4ov3abcsSJGwrbwaaGptNhv5W9f1wcFBWNZMKJgoPzw8sIKN6YBpmvJKSs4KXSZVGnw66290iWXU5DBNaCU7wlqdP+u6TqvKTwJNySZSUZTe3l5Gwtx0u9DhYI5/f39vs9kg35qCn0i1wU2R/aUVmed9yoBDx2kTzGpri6kJ8yAtHo9XKpWVlZXXr1/LZZY+nw8wJBqNfvz4EfcsEJVisbizswNYurq6urm5CTk2GAyOjo6WSqVvvvnm9vaWrZDAQbquZ7NZ7ME8Hg++PBcXF4eHh+/evbu/v3/z5s3CwkJvb+/x8fHy8jIo38rKit1uHx8fD4VCjx49Ojk5ASpsNBoLCwvPnz9HBmqaJgkM8kVPTw+sClNQYOD3t1qtpaWlR48enZ6efvr0aXh4+KuvvhoaGpqZmbHb7bjhaJq2tbW1ublJ9GQ95/b29uHhIbVhNBr99a9/rSjK9PT06uoqy5ucTiewPk4L2WyWZaLZbHZ2dhbSzdHRkeyNmJXe398fHR0hW8Tr7vLy8suXL6g2Qa2J9YuLi9ls9unTpzMzM+zuWFhY+PLli8Ph2N7ehmlCShseHsaQQVGUaDQ6NDTkEttu6SHArpmGGoZBxD8/Pydt8IiiqYDiiBAQD9vb29tKpUJN3Ww22c4hx66yzIfHSKJlKxxwJV6ghGMeLcBDUB352OtCakapSCCQBTVosCZWsdNkn5ycMAgPBoPwRDQhouh2u4wtoX9T0sJ0ox8iUtATYILDP+TwQPUcHR1lCE073tPTAxnH6/VisctOMfZZdsXmEIJ4X1/fyMgIA37Qi2QyCRhAiGEIhC4IdKenp6fdbvPGFEGgRSipCOc2DBEZNAB+djod1mHyD2kmyMS0MsDycAv5mb6+PtprRoD9/f0YJPHRkAU7HA4sn6iBACElYEgorNfrbOYiqDHkZvgCYZgCCyEgVxUMn/jlcDja7TaHFugVfWe1WkUyZBN8bPoAVRBG6BignoHPE7KgEd3d3bFaVRPUa5uFhs2XTdj624QjjE2YAMhe05o+OT8kSIoPVE+yjQMzJPIS/aXxAse1p6dHGrjzPklpnFUaMh4f8BvQS8UiMTQtGgxT+P9Z36ouvHJ0sYnsF/9Qsygj6doBLWjNGaxQSLFvAE0RaAGYqqqqElhGN4wuU9piyI5NSk1MsdpaEbQgciEdPG9Gjjz5X3pHiGms6+HWtIVTWFc4SHCdFQvYzo85xP4ieTE1izKH4SCxSFZUsi7hV5gWfjJ5/W+1yO3t7ddff/33f//3L168aLfbAwMDNIuNRiOZTJ6cnDx79gwOCwMzCFcnJye5XK63t3dubg79O1ux3G7327dvKaDa7fbU1JSiKKurq5xvQBUqYmymMT33er27u7vPnz8PhUKfPn1iDLO6ugom9uzZM2Z+Nzc3kUikVqs9fvx4fX0dLx5Udw6Ho9FoOByODx8+jIyMlMvl7e3tmZmZUqk0OjoaCASonQ8PDxcWFgYHBzVNY6PT0NAQrP1yufz582c+AreKXdwHBweaplFWU0MxMnz69Clm7t9///3i4uL5+bnb7Z6ent7f38cdd3FxEYfC/f19VVX5Jh49XeHjjKEMPj7Iirvd7sDAAOafT548KRaL5+fnaCKnpqbu7+/RfvX39//44499fX3sXUHpxVGr1+sul6tQKGCdwwd3u937+/vpdJriHeM0TgBRmPMaiUQymczh4SH49u3t7fDwMKIIoDMOELo6r9cLLQt2LtnXLbbLSgc1t/CX54jTfcLT+8Ws/hcBS0IrioBn+/r6AJahHqiqCoOXwkVRFCxsyNCYA7RaraGhIfKZ3NYCmsSrEblQ9zMx5Wd4rkg/LKdjCgWgrShKrVYj6/DIwUoDmUyn0zabDXuEUqmERAq9kyFWMNrtdvlMyQyKHe7d3R0oGZuIZFiR1woWBkVPo9G4uLjweDzSkMvtdsO4Nk2TDg8BmCoEc8ADCKyJ0cFgEL4PvQ72GvR2cM3u7++ZW3OJotEo64vlbK9UKrHdE7awJnad0ijDG5CMX3wwEI0QYT0eD6gm94Wng0jt9Xrvxd5fkjSyImYE3CaH2AWNiJbLxTmUOLBmkfzLxkK2aDaxgc6akCQoZ/5cF2ET+kjZ/zEp1IQ7AfUESYs6A+iVYtEUXy6XiymMoigkY0lfIujL+C77YL5p7YYNi7LCmjUlWsubpPyyWdY1wyyl0/B6vXARmBdgA8KGV44WM2kwM5l3uX3BYNAQBu40ZLy4KlhUHbE/h7aVXwoOTzjSBYGZmMPlAl0AN9Y0DfEJlhcUQ7y4JvbA8Cu44NLOUIYsUywDl4HFEBZL1oKpI/alyL+SF42D+res/K//9b9m5UK5XJ6amiI4wnQfHBzE+G1sbAyLgNPTU9xeHA4H2wHv7+/n5uZub2+dTifLNAqFAlu6VFUNh8PS0LxWq2maVq/X8V/OZrNscwSeurq6gi2CCCSXy7148eLm5mZ7e5t1SOl0ent7+8mTJ3DiyWF4lLCVCXk72NTy8vLa2trAwEA0Gu3p6WHh19XVFSNYnDPb7TaYEieGVVb0zRDxNU378uUL9fXIyAjgEnVuOBxOp9M//vhju91+9OhRX1/f27dv2Qw6ODiIgYDH42H1imEYp6enLGOKx+OlUikejzOSZMiKqg8a+uHhIWTIdrs9MTFBH6DrOmsXiXeapl1dXeH6HQgEjo+PPR5PX19fKpU6Ozsj79L6zM3N9fT00G0TrVRVJYMiS8Dpgw4sFotlMpnp6emjoyOs229ubphV05eAL4VCoWAweHBwgGW2pGIqilKtVtGuEHllCVkqlWC3EhqgZ4PDEElNsUdQ1s4yFqjCfNLhcESjUSSPExMTdGkYthF94MLAxsQKleefzNHtdoeGhjRNOz8/5/lBRUroN4TxrCnWOdlsNraIwD7w+XxEdkpvm82GyKQr/GP5JzRbPT09qKpoKUZGRi4uLhgeVyoV2DrAG7SksNAfHh6kBA26f61Ww6Sei0MX2G630+k0jgqcyeHh4UqlwskHTNaEZ6+kjcCnABWQhYjdbh8cHAQqh0IFpE/W1HUdnQldYLvd9vl8mUwmEongrwQ7AVYRtxuq2unpqdfrle0pqAa9iGEY1kmV3W5n0T02Q7qu9/f340QBuk4nStBnUQxJizsO2knZASTLRYB1Qi0oqWS6xaZVsyhP5DFThWRT+ScUIVnSQT0lFsvRpim0mzTTAABMCtEOcREI8ewHJbsrgrLED8icTU6SmCdSKHKDpP7KcC/ftiqGr7qggMqPZghqusxkpnCpZNG6Qyj6GRxQGBmGIXeuOcQCE0I9oK6maZTOVLFwl6jCuezUMSRa+j9ZjkhgFhBVEetTVFXlkNvFchj+FR+ZHE+bC7pLTcklJVBAgwdOIKRwrXRh3G0TVnnyVioCtpVZHzyZDyWfF3lt7clk0u/3Z7NZ3hYOzm63u1KplMvlkZERtmew5MThcFxcXKBz//3vf48oG2Wk3+8fHh5WVRU3lomJCdY90jiioMcohGFDJBJhgRTMbJwY0+l0T08Pi/GKxSKZdXJy8s9//vPJyQnZEVlFKpVaX1/HeJr2F8/0Vqvl8/mOjo5Y5cEDTLpKp9PfffcdI2VYlGycZ9cVihRmn+FweGRk5PDwEMMBUKOlpSW82lEK8iZfvHiRzWZbrRYWgJeXl1tbW99++y0G3EDZmO6Cb9zf36dSKVLa+Ph4o9HIZrPLy8umab5//55Hpb+/f3Nzk6L+4OCg3W4nk8m+vj5WcI+Oju7v77Mxpt1uDw4OMvs0TfOHH36YmJjg6Mdisb29vaOjI3S0+Xze6XTCWS2VSiMjI5g6wejB3gHBn2maTGJ4TnRd7+3therd6XSwbYIdYJomIz2ehGAwiBIXXAHbBKaPvAhRwCasN6z1vmw3DaEqk6QVWTDiEFssFtE/sMcNXYfL5drd3eW4Hh0dTU1NwdbmTRJrgAEvLy+pgdhYSdtK+OP8E6mZTUqKh81mg8Wmqiq0JgRChULhQexw0DSNM4Dvf6lUworh5OQErQ4r2ScnJ+mJDcNg71K5XFaF5oS2rNlsIkME/TMMA4YOYzAmebS5cDoODw8Zb4MQolhgyMfkj3EgWxLJRijWJd9EURSGiy6Xi72b9KDM/s/Pz3VdhyRMyxKLxc7Pz6HsmaZ5e3sbjUYpiRD2kP6dwsecN4Dkn4GrKsTsrNTgzeC8SqDkCaXXoV/p7e1tCWMNCjVek1cjGZM74bh1hdqBmkOOsuTRkmieHLkZwqBARklrU2IXO6UBVJiHUSuAjZtiagCGAW7X09ND3Y8pBIAEH4fOBp45J40Pyx3n9Umu8kt+KFkKyDqA3CAPs6wJCPQ8v7pg3vIP3W631+tF4YN9GwQuRVGQyCO1gq9eLpcVwbJmqsIzBb7CiJRXJp7zTiAe8r/02XaLNQ99IUgsIJAi7Ha5RJwH2Az0oHaxU3pwcBC+GFUUDmi6IOSrYqGYKSbBqtjEIqsNK7ladvmyoeRdMaCVsYjPrv6bf/Nvvv7662w2i9cPxh+jo6PMfubn5+F/6roei8UgrxeLxU6nA72CTHZ7e4vkC04sNcjp6SlasXq9Pjw83G630bfB8nc4HOPj4zc3N3A0XC7X+vo6wdEwjK+++opln3/9618fPXqUz+ch3c3PzwNkNxqNJ0+e7O/vT05OFotFWjeweALxzMyMaZrn5+dIVr58+fLtt9++ffuWJRVI4vL5/ODgYD6fR76JwoQ30263nzx5QsWKjxpxs1qtzs3N3dzc5HK5aDTKIiqCyOXl5ezsLCMihJtfvnxJpVK6rp+envK4drvdb775JpfLpdPpDx8+aJrW6XTS6XR/fz9LEMfGxlZXV5eXl9vt9pcvXwiyTqdzY2PD4XAgXbXb7QCSTBOvrq5oLldWVtxu9+bmpqZp8FBYGM5wAjEcD0alUnG5XCgo7u/vce69vr5m9NVut0G5CX9oM/gtt2JZNERQyEcXFxesET05OYERzbGGivnw8HBxcREOh/E90IVrIOeYYC0DFgdUYk0yfmmaxk6lRCJBh80wr1KpcMpjsRjnql6vA0nx/Oi6zlpNdsuA+YyOjp6cnKiqenl5CYRL7cwD3G63IdqA/9vtdgBDxWJI1m638delD6BXw6sdez8ktvBifD4fslqwUEVRYrHY1tYWQEuxWIxGo4VCgZ4Ysq5N7H8g4FpRQZfLNTY2Vq1WmfGD2OtiPzByr1arhdKOXdkkdQAM0iQQGX5GJH6fz6cJ3iagOuNw6lQESMTEeDxOyw4SK5UV7GzXdZ3usyusAzBdA+IjToVCIfAPaQXAbgBCB5wOYGraX5ASTdNg5KIvwrGv0+mgbAFdVMS6Y8BwK+lDF36N1nwpew7TwpWV/aUEP6yQpkTwpN05vZcEhHlCOcwSqJTFpV0409JOQCNQxG4fuAVkemBGKQZTBYFTds8yuNstSgl6LFOMDGX6VC3rJ2Xj63Q6cXOThCZk5RxCmkuXy4UtDP0J2Uhub6U2Miz7PrvCW0cXNFdVaGk4fg6hzCY+QPIwDCMQCMi1lRQfjIedwm2GfT5cH0ZRxE+n08nx5mADFwOWEPRM4VMhbxN/tjboXHxd2C/YhCLF+qEoSnRd1548eaIoSj6ff/r0KcXj1dUV1uEOh2NtbS0QCOCKNzw8/ObNG6rgcrn88uXL/v7+jx8/4vJMtcK8s9vtvn37Fo+Mg4MDXexdQ4no8XiwDj8+Ps7n87u7uw8PD8Vi8Q9/+EN/f//8/DwGqgwCf/3rXyNyouf4/vvv8/n8xcXFzMzM+fk5kFqr1QJ7NE0zFAo9f/4c+uvh4WGr1WI32dLSEtD27u6uYRjHx8cMcZnfoO/UdZ0XJG2sra1Vq9Xj4+Pp6elCoTA2NjYzMxMKhZiBJZPJcDg8NjbGBa1Wq3/4wx9OT09PTk4GBgbIRslkslAo4B9L/A2Hw+w5+eGHH+bn5ycnJxOJxN7e3tbW1uPHjx8/fsyBgDnZ09Njs9ngD7Ntg+fB7XZnMhmIFZRa9Xp9dnY2k8lks1m73Y5rNg3K9fU1Hxmxea1WK5VK9P0grhcXF6enp9VqVdO0+fl5YtnFxQX13dnZmRxF0JYhM+DR5V1NTU1hCEyXQ9el63q9Xtd1HdIda8h4w5AnOTM2wU23Bi/5+oqYaEJYoC2OxWKQLSldk8kkTsj0l0Q6MFU8Ky4vL8PhMGN1m83GtqlwOEyXowk/zN7eXvAGp/gCQNY0LZFIxONxqf1gZzgzWqp46LLpdJpVMPCDcOrp6+sLBAKkOplB2fSJHaAplj6apkmjKT9+p9N5eHjApIJsF4vFoJePj48TI0i9JAkiLOGYggBCFgFLURSPx4NQnX5XURQJwOLHy9BaYlxIJ7luEHOoqqm0Wq0WYIPX67UJKR5mvwSXkZERLFfYL0Zrpes63iZAl2BuRJuu2GUtRZnyx2CZkkWaYqsBaB59P6taiMuSAqMK7o88ZqZlgq5YvHVkoJcJSYKcvKBMhKZFskLrzzwPkVK32wWrs8KnEGIBEnSxiZrcySwZPguQpnXCyjdNQSk3BEuFL/lxZMWpiDmoLqSKEqeVNQSFApfO7Xb39vZyd5LJJJs+0YZBreehq9VqXBYIzAx3NKFmRm0isw4Dcs4z+YxTKu0nOU6cSe4XRF/wLUhSXHPqY4ot4B+Gi6gAJDuaLwoOU7hPwLuW6IIqfARNobVVLR6znEyuKg+arDl4KOQd5+ppElJHOMjuiGAwiMZocXEReBYLPbRxdrv95cuXP/zwA4MxhhMvX77kg2EPxIVTVZUJ2f7+Pr0gVjI8S/Pz87qus+QPfImVKVByPnz4UKlUMDSJx+OgQ1RDvb2979+/j8Viz58//+6776LRKHT2ubk5tkISL8bHx6enp/v6+jKZzNra2nfffReJRFgipigKSxLQ8BFBANCnp6cNwxgdHaUKGxoaYovL2dnZTz/9ROajb6aD0TTt5OSEaT+et+R1QDBFUUZHR/1+/9DQUDweT6VSwWAQY5Tb29svX75ks9mvvvoKltPFxUW5XCaaA3LyIHEj4DN/+fIFEwmImhx9Zo2o/lOpFPTXdruNdxqAXjgcZqofj8eBI2AqqqpK6xaNRre3t1lKen9/j1MgHUkmkwmHwzjvo5yhq4Nuyk7ycrkcjUax4c7n861WyzTNUqlEBKGXpXaTj+4vCn9rzOIPPOqmaYI3gt2R/rFXHRwc3NvbA72nRG21WqzFrlarnU6HEI85EReTHlFV1UKhgKSSqw1kQuqiTGFnAGIStsGwgB1DV4oJoFHWqmOzReCjysR70jCMRqNhmiZOY6ZporVlNwtxwel0Dg0N8TM9PT3UKLR3lCPQmzFdgu+K+oL6zzAMxuRcdiB05gL0DdQ3pGeaOWiHUgdFk0Tj2O12h4eHqXENwyA3EEp4hwx3gd9piWgmuF8AS9QrkUiEt4c/DlA5ZDTTNDEj04WnjGEYeOjYbLarqysY4zhpaJoGAVi6FzFxQHhDQcMFgZWt/9xPTiKcMv3IrCObTgl7ytNoTbRwHch2skHnAHNtKXNla0L7wjyItERiAMeSfSRVJjRam3CgVSyUXZkIJaqsWEQy1j/LdC4xGxKSXeggZZ4whDUSQyVmH4VCodlsyiPEMOXq6qpcLrOKhyJG0zR48qZpgkxA1UZ2oYp9JmAPNotPnsvl4p/zX842KkFyPBZamqbJwYppmtIggnTOcAGOmE34GgKSy/ZU3keJwcqyw/z5FlIqGOulJtN3LQ6LVI0y+xI51X//7/89rNFYLGaa5tra2vX19YsXLw4ODnCl4SI2Go1wODw5Oanr+sePH6vVKvM5p9MprT1IJ6ZpXlxcYJXO1r3R0dG9vT3W8MINswudDa4i5+fnAwMDVKY9PT3v3r0LBAIAaOSM2dlZyP1YCJmmubu7+/vf//7m5kYC9BsbGwyK7u/vz8/PYd4eHR3x+QmF7JFIpVISA/z8+XN/f7/L5WKLZDKZhPIAWQOoKpFIGIYBcgsNgcXLrVZrbGyM2EQk5fl3uVwyKAC6Hh8f+3y+nZ2d58+fcxtYXv3NN9+8fft2ZmZmd3cXBwMYBPg0cYn6+vpIZhhBsPuFPaNc83q9Ho/Ht7e3nz9/DkCNEsPtdu/t7ZECYYTTYQCoImekcQwEAigyu90uxY0p9hRWKpVkMgn8AghPw3FyckLtT1PVFfsZrq+vcevAz4yT12630XeDzZIS5IPRFUbtPGC6cOiQxR3TONAkvAKAj6g8KJJCoVCj0YAQ1NvbC78arIwhEwyCh4cHHP4URQkGg6hiQALAdqC/04gjqGVIRrBjPyWbp4Da6DLhbeXzeR4lxkWcB0VRLi8vJycnocb09fWBRkAgYHAFP0BVVf6XSh+MlPwHnOByuSBgw5ir1WpyrzvgxMDAAHY5MIENw4BuJtO2IqxhYHixw4Q4xYgR5LDdbnMTmSIT98lMkqaPeo9MSS8IMQRM2OfzNRoNDhi9CMU74yvTNOEcMabinBCtJBMEVS5wK/QofosMu9hjUanLZCAnmrpY3SwhVvkelJ+Pr8yfazlkhLW2ZdwaWDOykSVHdoXZjWxfHGLtNlxr/ky4AF7udDqQAwwxIoXNBO2Lj0+Xo2laW4gXVYEemxYasMydsmnWLKuzNUERUCxr3nVhKUC9SDXDzAXqn+S4ejweVurC92Hmen9/D1EU1hWEHU3T+F/J9+FTgCJQGPFmWsJll1MEOk0pyYXiqgJEwW5TBLXVNE2mpzzUNK90t0y75V0zBSJtWHzkDTG0VgXBkMgjwWoyqOPnPkEyWUpakKqq2uDgIGhVo9HY3t4G1oMkzbus1WqNRmNycjIWi+3s7LB/GCvU+fl5HMiYTBBi4A5AZZydnYWW8vTpUy53p9MB4by6ujo8PGTvzIsXL1RV5WEwTfPJkyfSWGRsbEzTtGazube3d319vbW1paoqRn1//vOfKZE2NjZub2+np6ej0SjGTsPDwxcXF6gkKbdpoVwu18TExNHREZIyHjlYrMFgcGxs7P7+/tOnT8xFWq2W1+tlZTG8BgzZr6+vgYMWFhZcLteXL19YR4woja30L168ePz4saqq/f39nz9/xlAjmUx++vQpm82y+nxxcbFWq42Pj9PwMTssl8tYvGI6r6rq9vY2XqPr6+vEhd7eXhZugA0GAgHcQbvCQYlBb61WSyaTMF3n5ubcbnckEgGi3N/fd7vdEKaSySQixWq1iilEOp3WdR3Nw+TkJDQrm83m9XoLhQLIpKqqOF1Q5dF1MQKBO06aoY0jk9FxSsBElnuyD7A+9srPnVygbnW7XfRCgUCAVgkOKotCE4mENQJKjQoOQTzqhP7x8fFUKtXpdPx+P3bPlUrl6uqKDoAyHKMGSoF2u12r1RCG0r5zXDE+ZCPE5eUlPVapVLq5uTk6OmJKF41GNU3j1bxe7+HhIT7ykGvYqUfCo3JHLNRsNrEuQhGPRyj+LEzv+L00CpeXl0CmoKzI591ud61WI2UCmZLkiOMYcBMKUblgEwMFFFYF1W04HGZTEK02ZFpd10mojUYDT0RZoauC2dRsNrEHuRM7cDgAnHbeiWZh/NNb0+IwA4ZjCJudh0sXDgD03CDqvDJ+QEQtVQiWFMtaZnmiZIqVIVU2ZzLaaoKe5hBrRqxdlGzggDcYSZL2IN3wcGGpwQWnH2AcSH/JyAY0Eq9zprzkDzmT4j3LD/KLntL6pEgU0RR8URoj3p6EHPkZrirvivqMATmNMuoG9ALwzuxiXymCe64nhTjgRFesPaAU4LSTTZzCMbS3t5fTxRgIm2VZkMl5sKqqzWYTIhhsA+ZohrAzdAp/PoKJLpSpUHkpf/mDIibZqhDmyq6R1yF2yQwqEyoXnxgor7bsetX/8l/+C2URPEyKU2Irpd/Ozs7U1BTW4cyKUKFpmgZRCN7m6elpX18f1MFsNgsgfnBw8OrVK9M0sWfDCGZ3d7fRaExMTHS73evr65mZGQLT6Ojozc3N+fk506lvv/2WLLu7u8ulZwZwcnLy/Pnz9fV1l8sVjUbxxcXqGkaPpmnhcPjz58/T09P9/f1ra2v8FdslT05OIpHIwMDAhw8flpeXUUy2Wq29vT0MBK6urkCWsKWenp6GnZ/L5WhEsEZCiZFOp/FD7+3tffnypa7reNuur6/jyQmqDOZA2/Tx48dXr159+PCB+mh0dLS3t/f09NTtdo+MjOBoiOCd+wckNTAwcH5+Dqat6/r5+XkkEsnlcvPz85wbogleBEynstlsOp0+PT3VhS8Gm6EA/fGwxXCc9gJwDJEJqfTh4aFUKtF239/fT01NqaqazWZDoRBmTJTJDoejv78fvQpjqlKp5PF4KpUKD0w+nye6QZ+WKJBimTP9IhDIx9s0zYGBgVQqRV3JThhFUXgRu3B2drvd+HUgqWy32ywhoF+BHcPgRFEUSXGs1+tDQ0OKotBhRyIRHmkwA3bKAraDqkk2DbLrYDCYSCSkWz2dKxlocHCQf+X1eo+Pj1OpVC6Xm5iYgJ8FqxkridPTU03TOGOKonCj+eASIOLweDye4eFhu90OgYBY9vDwAAoKwKAJDosiLOwl85PoAH6jqipxeWBgADkml6LRaADt3t7eygWZ+Xwe8QyKVUIEMB3Ag91uz+fzrDgFuicw4XVM5mCgq6oqOYO7SaIFxoQGSWGKDAaGJBoeBFR24WMu54Jt4RlEmKOWMoUdq2IhzRpC4CRHa4oFobUJk25rS2EXRt68PQYTxGgwAOBKChr0wfCcaTxIgdQHHHhyFcgHKYEXJ9HCxVXFqMIQA1rrc/H/TPO2n69tVy1Oe9akKz+v0+kcHByEvMkckWM/ODiIIQyRX/4uGI68PUja0LLQmNEfc3SpNkAIsHDhNtEO9vX1XV5eshIHmRAnvy389ii43cJmmcvF1WNsQfgiPhAJQXoV4RzJr5MtNU+rKXweTEHIogYi71Ka6D+3BGqLxUeqZcjdFe4Nf3ONsdvt0WiUiSP/VRRlfX399evX19fXuVyORQ2wk3d2du7u7orFImucT09PP378SFqOx+PoPoH7JiYmtra2GKpdXl7u7OwAD46Njfl8Pjxs+YelUuns7Oz8/Hx2dtY0zUePHvHc4uPaarUymUy1Ws1ms3Nzc2dnZ2NjY319fel0utVqUdZFIpHp6elyuXx1dfXhwwdVVY+Pj7/77rtkMgmGcHFxgbbk4ODg06dPU1NTh4eHwWBwf3//+++/NwyD5xaK4NnZmd/vn52dzefziCATiQSzUiZemqB69/T0LC0tscQc8dz5+fn09DRIEb4/Jycn7Xb7+PiYGPfjjz8ahrGysuJyuSYnJ5miQRVGGMqobGpqamVlBZSjWCwyX4SuCcfE5/MxJaKXIvojw8eSW9f1dDrd19eH4wylDJUaIDPwIPpCKDDwVkzT3Nrawtn/+PiYkAGsJBVUmmCL1Gq1s7Mz9lQbhoH5HJRxIFP5jOGsZkVOyKYylsnva5Z9v9Dhut0u1rKoZeLxOPnPNM2hoSGsGeUw9eLiAiEvFSv+dlBpcMeFsAdAwoSSJ9xmswGwI2oCWmDgB8QHoMQW676+vr6+vlwuR1yA7oScnx++ubmhkgNvBMzk1Xw+H40s/SVPbCAQ4GFhVoc9CnW3KUjziqKA1kKvbbVaxWIRH2m0MSCBhBjOBo2+U6yBhNlLNEfESa3TaDQws+RK1mq1arVaKpVUVb24uCB81Ot1lAAej4eCA44xDDJcbXt7e30+HziEpIeAZFCWeTweSExgknTtNzc3bNGiXANrJf0wFaN0VoU7D4GeH4B4KbkhEoiTbaW1LKNokG0Nf2WF8rgXNqHqA5vlAoJOEeKxIuJ60rLQbsKXhnAAGA7Xl3eF+ESz2MPyBSVVEf6rjNwkS8VaXJr/RM0sX0oX+kIJLMspKWlGEQZyqqpSK9Mmer1e1ozjKUGv3LF44+lC+AgewPAYcYg107TbbQAPbiI/w8DC4XBcX1/Dj+H69/T0oG29v7/HwYrBHFfMEC6SgHy0pyRmm1gfxO2mlgUYkM23IaS6XFIuo6Qrczt4e/ICMjo1BWmIC2UKVpfM0Lquq3/3d383OjoqBc6GYRweHi4tLbVaLb/f3+l0AOjW1tZ++9vffvz4cWpqinKYBVs4pjLXxLgcGM0hDADHxsZYLo0Z+qNHj7a2tmCaoRzv7e1luYdhGAsLC5eXlzc3N0+fPv0//+f/2Gy2V69e7e/vDwwM7O/vh8Phs7OzYDBIjFtZWSmVSslkcnd3d3BwEI2jw+FghIafGdbnnU5nbGzM7/d/+PChXq+vrKw0m81SqTQ9Pb25udntdkFQg8Eg1qC7u7s3NzcvXrxAKmOaJj9A/ySH+Szl/vDhQywWQ4VNyb+ysnJxcXF+fo47Dws7eQ5phoin2KkvLy9vbGywYbHZbIKYGYaxsbHx6NGjarU6MjKysbFBdEAQiWEhERPnDt42ylEkAWCt4XB4e3sbu1qegXa7fXJyMjc3hwMZZmnVapUuXNf1qamp4+NjHhWYXPxGFq309fWBuHLyksmkruter5d6s9ls5vN50HVVVT0eT7lcphYxBQEdvyfVwlmQcxfJuad75p+weAE6VaPRCAQCSK0TiQQ5mAKW7pCpNg82EZxwzFgUhE3TNHpTmPRc80KhEIvFwFF7e3shvFxdXWHYJsEukk0wGGQRtyJkbZqmkQXpIxOJhKqqhUKBm4IJDnU9KCvYFBtUyOKEWhoyqDrcAtBpm9iEtbi4iGGQqqqIFsAV8ImFBMD1LJfLwLPQdGFNNxqNnp4eLrUcajKzAf+02WzM/t1ihzy4EcEF8TvlIDQi8iU/CSyfzWbZQQ3eOzw8LPMEmu9wOAzkoAh/IhgDUBwcDge1gq7rNP2KoqCLCAQCENCcTicdJ2EachM6BHmnZHclCZOyG5P1hy4EjrI9JeVw/OgcqEV40GT/wfAVZNXtdtfrdZvNhmSzKXba0DaUSiVM+U2hUwQPICK3hcEsVCzOf0cYjnNiFaEcpV2W71++jpzYSbhSsYw5FYtvg/yORyyhVBSF/lJRFEy5KQrv7+/ZZ0637fF4qHsURWF8QN9ss9mkvTAUVqYAoEHgEEh1KTiCwSCCC4amfHCKGFVV0VLLGw0yB52bqT9+k6ZpSmswMDZDsF51ocpVLCir/LNk7BtiizWXUU40uSlULQ6xj5MbB+orX1NLp9NwizVBvHY6nWyX/P/+v/+PvqFSqfzzf/7PSfXdbvfNmzd9fX2sjG632/v7+81mUy7T4CgzAWIeyZwMP7xcLoe6A+mnPE+SYW+a5szMDJNL+phKpbK1tTUxMTEwMDA1NTU4ODg/P68oCrChoiiNRgMVf6vVmp2dDYVCjx8/Hh0dtdvtbDIaHh7udrurq6uRSISQwVyH59/hcOAOyN3KZrOKokxMTDQaDXzyjo6OWFqpqurc3JzX6+WKs81jdHRUeg+NjIykUin8PF+8eFGr1dbW1tCBHB8fv3//nuKxWCw2m82RkZHZ2VlN0+DHsmLMLqwa4/E4cv7Nzc3Jycnr6+vp6WnW+brdbvggwWCwv78fauKnT59YRkbMJbgfHR3Rjx4dHZVKpWq1en5+Pjk5ydYOUES8ik5PT9Edgc+Mjo5KThMpExF6tVoNBALIGUdGRkzTvLy8PDs7y+fzNzc35XIZCSDPEnFKNnOSUy5BD1lWWzExviT7jjKZBIkVHye+2WxiJn5xcUGjrAhLSRzmgPfZ23B3d4cESFVVcn+1WoUcCG8FJ5RUKjU8POzxeLLZLDUQ7u08e5hMRaPRiYkJPiPUWfIQw/5AIMDWkW63Ozw83Ol0UqkUPFtwbMqIq6urXC53e3sLeAMaT39GNKcuIYhIIRo0RRpccHu4xHDEent72dJF7U+wZqLJiSX086D9DWjSNAp8vmO3yMMbjUapVCoUCnLDGjpXOku32w21mDKC0EFx4HK5+KVcARoa4mm32wX/gMBF0JewLcRjBvO8LINh3LoJi3BDgIV0Xb+9vWXKLjtpCSrKdlMGVlMsoFYENUZ2pfwkuYHmjOGxxPdkG0qzy6sRBPgg/HNKFsI9Ls3sU2OK2RH7sJj8cVnIxAC2GPY6LDY9cowqU6NiGQYrFoGWLBQkEmsIO0A5/5NPGdlOqidAhrg79IiM4WAL000CPtPwQSd2OBz3YlM6bxLyP3U/8l/TNKk5qEflA86ZJBrArofWzlvlkHe7XdpWU4hJKJ4o9YB8AWxpN2V5wR8oQRwWzwenWFfOb+H98F9+zBTug4YQnBhicYomjIS4sNrZ2ZlpmpIetr29vbCwUK/Xt7a2YLtkMplUKvXx48f19XXTNAuFwtdff/369ev19fW5uTl4JTc3NzxdbOLETHx6ejoejyNTOzk5gdqKBmBoaAimT09PD9o1m802MTFRLBaDweB3333X6XQuLy+/+uqr3d3dr7/+mrnL7u4u9Bk2dh0fHw8PD5dKJbIg00rmc/l8fnNzMxQKsU97Z2cHlJxqfWNjg9Cws7Pz7NkzcoxpmngRqKoaiUTw2NN1fWtra3p6ml93cXGxv78fDAZZrtLT03N+fs5WEwJ9LpfDL8Lj8chdxzzVXq8Xt7nNzc2JiYmbmxu8v6W9O+8Beeve3l6z2dzY2Egmk3a7/ePHjxJQ6u3tZZeLw+GgTSFqM3W4vr5OpVIesZ4JhicQXLfbZQR1cHCgKMrd3R2CV2w/R0dH4UMWCoWFhQWaOUz+eLAB+ph0np2dgTFQOQ4ODsKp458Du9ntdskjsNvtzKqZZEg0SbNozmwWvZQhTJxps/DEkPKsy8tLHnsp0ATARO9EHymBX2pY4hQAmiQLgJcyEoNtxFCHaqzb7aLu6IqNRcFgEAzDMIzr6+t0Ok2h6vf72bjCcP3s7AyiOAmDT4FbbD6fN8TCqd7eXgxAaNc4nA6HAwoGDQ24rs0iRCsWi+wegXxBEePxeNiHyi+12+2YWjCG5CQgcOR2gJeAtdpsNuwA6Vy5+Lxhm83GdJ/oGQ6HkUimUilM70CzHQ7H0NDQ6OgoXSafDoQN4oIpto7jR1itVu3CTRumLgmDNheIm5E/XFymxcwg6OSw6bi+vmZ0ShPMdbNmEdXyJdOJzKMyv3K1mYd1Oh2v1wt2QhDn++BwoEQkbI4o6CIlWrvdJqnTbFFlSvclTrhLePGD9JI/SDkPlr1aMuubgoVkCHoL+YNprvX9KxZpphzgGZa1YvLHaA3pklVh9MH3ORKqqpJESe2MJzudDtIaFiTrQgsL/5YSh/kOHSROh0huQEoA6hhCm6ZZLBbxE+afG4ZB9CYyS7W6TVj5WJtLMpn13lmvgyLoWtRkpmUezA9wDeV/DYuvhRwVKcJ3kBfsiPVn1Jras2fPWCTEx6OVnp6eZjq9vb396tUreiBd12dnZ2k3x8bGeMCePn2KAnJ1dbXdbkciEWRnCGMxactmsxTLwDtLS0sejwdp9v7+/uzsLHBosViMxWKrq6vPnj0DiT07O2O3Jfibx+OZnZ39+PHj3t4eyn2ICXd3dycnJ0xl3rx5g88ONqSRSIT0PzY2xr3Z3d1dWFj46aefsBjFRpzh7s3NDXq79fX1h4eHWCz28uXLyclJKDzY9ExNTblcLgDqhYUFr9f76NEj6cQIJpxMJpEJMsE9Ojra3d3F6s/pdCYSiY2NDZpLRVFOT09N02Tks7W1BbuHQRfWtfBc7u7u8NY5OjoqFArIWE9OTtbW1lg4gAm+zWY7Ozvjd+VyOdx8kNbQyoTD4bm5OV3XITctLCzY7XZiPSce0izk0mKxCEpGxkW3qus6G78rlUqz2UTIwcgW4hxlKTYfBHfOOvUgSUiCJKbgK3J85WhHIqIUmLJsHBkZYVEXoYeeAAZKLpdTFIVFb7lcjtqFPZTA9VTHZEdqAtZicCx5n5lMBh4s1Rixm3ysKAogB704HlXNZjOXywHn0pvSarRaLa725eXl3t4eH4QJzf39PRZal5eXg4ODoHMwaHRdxyVAtyzIdTgczWYTLESil+h6qQNubm7YyczVlt2boigoi9Dn0LoBrKmCTw8NG/oPtQJ3IRQKwdFttVogchcXF+BjjUYjFovRvBLuM5nM3d2d3+8vFArMMhGqUlRBX1KEKw2hsC1WUvCe4Y/wHbzT5B4xems+F1mHWCzhTX5MFy6j1smWzJoUZPyZ+owL6xTe7iBetB30cLLLlCpD2nRT6PwAq0zTRD6oaRrMZ+xH6MxsFitwHg2n00ljzUVoCyV+u92mb7ZCL7K/sfbQhmUdkLXRNIQIVX5TtlnWPpXHihkTmQkqNVUvL3J/fw99gaePuodz0iN2rz48PLBunexrt9spv5hWsksOeIPBMBNrbl9L7Bh3OBy9vb3cd0Bv6hIrt4vHlvqDATzJiFTNb5e1QldshNV1vSX8OyVqJesGQ0ys5Q9LCN0mviRcbxNuw3Zh5KsZhvHu3TvEmmAOsD/IeSxD+Pz5M5R0dCYbGxt3d3exWOzTp0/5fJ4H2DAMNp+Uy+VMJjM6OprP5x89ekTNyzarVCr17bffMte8vr7OZrPPnz8H1N3d3SV2g3YSSvg8i4uLtP+zs7OwUmdmZrrdbjqdHhwcZD9zMBiEd0ehlEqlCEPdbpfPQsUH6ZQdhNjomKb58PBwfHw8MjICxZd/grcDvfXu7i46irm5Oc4Tve/GxgYPPA+2XYhtsU/yer31ep3pKVXb+vo6JO+pqane3l6/3w/gvL29PTEx8fnzZ3wGbm9v6/U6lmMoIu7u7p4+farr+vb2NkyNaDSK89HS0hLZFCe5kZERVoLncjlC9sXFhTQB4eFB/h+JRGAulMtlNiDC4728vCTAUQP5/X4c0XK5HFyVwcHBQqGgqmosFotEIpQL2CIqioLBHk8Rw7mHhwdSb1us+FEsPiYyTcpQblqMx6gedF0Ph8MY7rRaLca6FMj0iJeXl8zmGQoMDQ1xK/v6+mgF8KsDbcb2KJfL8bvS6TQjwEKhAM58fHxMf0Nn7Ha7+/r6pqamkBspioIsmFXY1MuRSARHCySV7KQMBAKYFZumCVGIz8gggAvCJULhbrPZ+BVgnqQuRVEYMmGVhcYO3hYTJoTz3W4XfUin02HFDQuxSfaoSBVFkX5STEl5Sw6Hw+VywX8mwDGShG2LtAkbDfIWd5xhOe0j74qqUVEUbjoBzjAMwi4kKaYJ3FC2gwFF8nnBS4A6yTF8wG63GwqF4KfQiBAlgY5NCztUphASpMRmZS9C+pQIh1140RlC+E8AJdbDeyJwIw6BD8yMln7IMAw0URhxUDFwHQjK0EENw+BQAfeBjjqEvb6sFw1Bi1WEjITATRuHvFV+BGt/qQn3BsVCl/3FjFM2VYqiwDFklKiJtSH81+fz0fdLzzyZunAHQ2BGTpL8rHa73d/fjw5KMjkoodzCXZZl8g8PD4xUTNMkocDHps5WVZV6FJt4ArIVUKXrNQTZxxCaWlnwEU8MsQ6TFAtSxQOiCnZ0R6ypsTaXqnCJ4hUYvvA6sm/WWq1WMpkslUosa8RGYHBwcHl5OZVKYV2WTCYZjayvr9Niw5iYnZ2FFJfL5WZnZyHus0YDQ5bd3d33799zVjqdzrt377a2tsbHx0Gonjx5cnFxsbOzA7cFo/YXL16QEe12+8XFBQ+qw+E4OztjqSRJbn5+njJwcnKSHAkut7Kysre3R0M9NDSUTqeXl5eLxSIhY2xsDPe4YDCIaJdvcqapFqEpaZpWrVZPTk6q1WoikZiZmTk5OclkMqZplstlYvTs7CyKHfSgc3NzwWBwZmaGTgK5J6xdt9vN7q2xsTHuH8ID0zQrlQqU1/7+fmITRb3D4SiXy+l0Go5JtVoFgiakYllnGMbHjx9xZqjVatgp8NiPjY2BbdJisi8FQin0Fn57b28vzbTX602n08wtXC7X0dERuMTBwQF71iDismqDD3hwcED1AIQYj8dBCIFJ5VRGDsxIDJxCgpp87Ilc/IBTrD5gvoX+VRrkMtgAfLbZbI1Gg0XKSOCJelj2M3rkIcEHsdFoAOZD42TEeHt7Kz1sq9WqNMvl/Xi93lAohC0GHE4oaUC+BwcHXGS8cihBUHD19vZyVTlsMj8hyQWsDgaDjIiQikqYkWaR9093ZZpmf38/cEKpVIKNAkRJHpJKO9AqLr7dbocJZbfb+UVMsGi2CNn39/dIragq4E91xKboltj83BXb0IrFot/vb4kvKYw5OzujQadLY3JMHOSRURSlr6+PTOB0OiGM8BlpLyQazzuB9GCz2XhOdWF6zsoL1bIYh5rMFF9kEfPnlkDWnGTNoIpY98ixp1DmuNLLyqbENE0cJBjoMGZDj4jtIp+LSRuVjWmaXEZ+0iZMANBR0GjSY8mq0fz58NWazAzhoiCbZtXirmBanGZlGrAJ93nNsh1BtqpgQjKjUMqwI5I70tPTw1CZzAfad3NzQ5Vgs9mkFojsQOIJBoO4BeGQwE0kAeu6zrp7LjvVG2AYk2zuLzeaA8yDABTEjeYKmEKTKku0jvAoMMRAl8tFBLAJKrIq6FTkfgk1G8J6iQ+iWjYY8n3i7d/y7n/6T/8JQAnq1+fPn4eGhiKRCIJ0dHLEwcPDQ4qp8fFxsn2tVoNRCdnh/v4e+xjwSdM05+fnsRqo1+vPnz9nGdP5+Xk6nX7//j2S0MePHyPf2d/fHxkZ0XUdlQWpgmDd09PD0uxAIMA/Z2p9d3cXCoU0TTs9PWUWzSJ7xsuSMlMoFGZmZnK5HCZhe3t7bDtqNpvJZJLaFtM4YEmXy4Vo3efzbWxsQJZRVTWRSEQikb29vZubG3YA0TIWCgU8Mi4uLn7/+99vb28rilKv11OplMvl+vTp0+zsLDUyjMrR0dGuUEZXq9WxsbGtrS3WdrKiRLK0d3Z22ExCnt7d3U2lUogyHx4epqamjo6OpDsEKUrTtOvrawo6xII2my0UCrFi2u/3NxqNsbEx5IM9PT0Yc8s5H+aFxP1ms8kSNw4ThwZcob+//+zsDE4KA7bBwUFaBEpFwzCk1xoQH/+8K3zIeOxlpU8pp1l8QX0+HyxuphQ+ny8QCGBlDjkT1uL5+Tn0PNM04Qnrul6tVvEQt9vtfX199JfUVXSExHHYVRcXF6zXlnmLCIjsEkaoruvT09OqqrJffXx8/OzsjOc8HA5z903TLBaLoVCo2+3mcrmRkZGzs7Px8XFIUizd03X96uoKe0IKF1SVNrErA3WpzWbDuhMElf/i33RwcMBKOAYriqKAnUAFBKfl2YaR2xZWn8zbmJWQJJrNJk7FdAlwuEjJrVaLhd7RaJQUQjwiIkNmRh5HEQbJnIeCBpr8hy4WIiX1FmIbWTyBBKqqCh+E7k1RFMaENrGRijtCc8AQUVVVFB2mRY1nWtxfFcusy/p9+QfJk6SPpLBG+U5XQQDllxpCCAEMI6fFzFwl/EhLdH19DZbOn4F5QAVIBtBWqaUk4Vy+rClYvrL1lG9AEStBTIt7g7XolHRQTWwQMixqLh46wCfuBfETIydYe4yZz8/PaY04Lbqu1+t1lkqZYtU5NYTVrJ8SB5EF1v884wjWOeecCq6PfHH6HEWg2Zj1kzVVoajpCq8x60iST8o/l1dGlgh2seXUIfaSSqBFswheZVNuWMzlZZtrFztzHMKMXmMCjOoLmBS9Jo9Nq9X68uXLx48fw+Hw119/zZaSRqOxs7NzcHDA8hPq2W63WywWr6+vj46OsC/3+/2APDQrCCU1TWN189DQUCwW6+3tLRaLX758geDAAufLy0uWJ1Cx9vf37+7ufvvtt6R2MtDu7i7XEW+LhYWFarW6u7v7+vVrfHNM0/T5fCMjI51OZ3x8XPqg7uzssMlZVdVHjx7d3d1tb2/j6H94eLi/vw+7bGFh4ejoCCleIBAYHBx88uRJp9M5OztrNBp2uz0YDA4PD7P15dGjR2TQubm5vb09XG0RsINl8XtzuRwGRj09PVgM1mo1cvzk5CSwXrfbPT09LZfLsLQo8MmXmUzG6XSykqm/v39sbOzLly+BQIAjiHkhJwC/U03TcKIB/aAJQFDElMvhcFxcXODYYLPZCoVCf3//4eEh9TLORNSSPLfBYHBwcJAc4HA4kskkBx09gKZpQ0NDqqoSFjmjPE6gcIaQkMuzbljsQHWxTZcvgCPGckQE0As6Nrfbvbe3d3l5eXt7Cz0PnN/r9VYqFbKjaZperxcGByOWZrMJtZvuM51OwxdA7AT3Rz4/dJY+ny+RSIDXwWWIRqN+vx/zB7/fz3AI1jSQo3QGdrlcyWQSJr3T6WQtDEM7PhdHnTKcx570jysQlTu6SeZ/rLZlzZkpVo/R3EMjoKEkrqGC4N6RI+VNIYJQVzETleEMb0jpH8LvpZjAcMpms/EHUiOfgqkKGiESRrfbRbiJqpJhqs1mw+mQfpHCl0+tiLXJJBI+CKYzwNGmIFKSL5lnK5YtJabFJUe1DLo0i3TdbrcD+slmggoVzEn+MFlT/jrpIMP5pGFQFIUmXp5eyEq0PvSRIFiqqkpOGdVnV2wFkRiMtUP6RacIFUsiqzwvEoGwCQmvJjSF1itgbbkkrquqKsUl+Z7a3e/3y5EnckmUReyWURSFGSQ/j18j1j8UFhB8+KRutxuaOp4+/f39/Cs5tDbEjhFqu6ZYhcbwGGasXTgnUEVJlJVOiVZYcq1522BafJ+Lo1rmu6ZQYaqWAaccXmoWe15d2B2Qqh3CT98uNpRpRIHDw0MKDajteIiHw+Gtra3Dw0MMwR8eHr7//nve1tbW1v39/ejoaLVaJR59+vRpZ2eHkjCdTt/d3SFpyOfzfICxsTGXyxUKhT5+/JjP51OpFHrVVquFu4ppmgsLCzMzM/F4fHl5eXl5ORwOz87OTkxMkEozmczIyAi6uru7u2+++QY+BaY/m5ubDDtDoVAul3t4eBgeHtY07dOnT4VCwWazpVKp+fn5nZ2dWq32/v37TCaDd6uqquFwmEaZfAMf8vT0NJlMViqVr7766v7+fm5ujsMUj8dHRkZopCBbHh0dNZvNycnJSCRC1ckAA2Iq41vDMJ49e0bZ3u12cWbXdf3i4gLfdkgoQNzhcBi42G63z87Ool6YnJzEN/XTp0/tdhv68ePHj2kHwY6KxSJ80Ww2izyfbex0GAweEFdAPsKRnPKo2+3Ozc21Wi0cf7C8gISiCeEmFufoI9n7QYzDKKfb7RYKBXzACSh8WPIlGRTuH38lJxCyD1DFRicZUzRNC4fDMK4ZnpXLZcjJfJ/8gbkazohwZQkolUoll8sBTauqGggE6A4RWdJ8N5tNiJ20EcSg0dHRkZGR0dFRr9ebyWTu7+9TqZTD4cBADsIOMCbYxuLiIrPhQCBweHiIG5zNZiuXy9gQ4hMSDAbx0GDuIJkLXD0eY7RebmF41tvbOzY2Fo/HIbUy3BoeHsbD1m63M6rkOb+4uIA+xnyUPo9wA5yDt4Ds/NrC47Tb7d7e3rJ5ng4vm83yhMocaZomgDxhF2olr4wtMNYQeC+wSwDDP5KfTHKqxd+OCTFsYdM0GWPf3d01m03YW7TdLHGks6TRBEjXLJtArAinzCL8AFmKdGhaBgG8f0PIEoC1magZYgWNqqpyKg/uhe5e6tbosUC8qQYAbEkMBEwQBaa2/N6uhSVHxJD/qwn7OiInsd4Q+x15QCTMDgJk/tx/VRGMIdViIyfB3rbw6mPcwFgBH2NEI6QK3jYcKJfLRfVZKpXg76jCTXBwcNAQrCs59oZeRJYlR15dXTGN5hASCijmCAIkJ5pdKn7KVphWMOkop7ggDCN0scyLO8ucWyY/XRBl+RVSeSIHorLekjYjqkXzqlr2uvMbAYoNw7BXq9Xx8XEq7kQiwVTPNE2UsLOzs81m0+/3v337Fjhufn4eLZfdbh8YGIBKarfbWa6L1JIsuLy8rKoq3ntY8JydnXk8nlKpBPGEi/X+/XumMoVCIRKJbG5uXlxcAIomEgkWhkActdlsv/71r4GV2IQAinJ+fj4xMYHntd/vB8wsl8tut3tkZCQcDp+fn5+cnDB729/fRyAPC45uElX7kydPeCdOp3Nvb29lZUVRFDZofvz4cXl5uVwur66uqqq6srJit9tLpRLoKFDb58+fI5EIbJShoaFut/vu3buJiYlEIuH1el+/fv3ixQt+xjRNnpNEIrG/v6/rejqdHhgYQHh3enoKuWZ7e5utQ0hQcrncy5cvv3z5As2HtaCdTqfRaABZS1wLHmy9XocYyU5Kxmz0BKOjo8fHx5eXlxSMPPBARrRHmqaRFCEHocAjhFHu4X6STCYBYOEn397eQkKhEdEthtGyiu+K7a+aIDJYi2IJ23KmcfxRVRWD8larlUqliHF2u/3s7MwuVMn1ej0QCIDTIn+8v79ntYiiKNSnNIuTk5NgznQG6DL5X8aoDGmw4LDb7aFQiCqkVqvFYjG2smNZTDWN+lvX9UQiwRAFl8eTkxNQ0EQiwUZ3bA4Ju91uF8M/LMp6e3tZq8uolT6buXhLrBzheUYMyv7w3t7eTqcDmUhGf4BxLghTSUVReJ+qUDvQjBIXIOAMDAzkcjnCByEMEJvFZzgYEzvQZnCFUfhx9QYHBxlDAKJwf1Fp063ijotrFSmZCM7xoN/l3UoWSUfo54iPfCElpN4ibagWEwP5Z+3n1rK0j/BNgEPpiRWhgORv6dRpzcGuqRIAillOYJom4D/3qNPpkHT5pUTnRqMh7wV9MzmD9toQlqrkAOI1f1Ysw375KWTbpIrhpQz6cvBm/YO8JvIDWh80mc/wl6BLYwRAH0m44BThXEF+ZVIOx7UldrjCIIMZS/86ODgIswFVG2eVLxIqjDNDrOeEMcoNdTgcEuXif0HCsTsg+clCAbiCm8UJIVmSCMmsEvvlUNmE5ZMMTTbhIMFvtAvVsi42ooBSyNpUURT13/7bf+t2u4eGhogCqCYMw4Bic3BwAHF0cHCQDScPDw/pdPrk5IQQQO+MVdvFxQUGs9DuR0ZGsFVzuVzoLLPZLK7T2CDY7fZsNjs1NWUYRiKRWF9fHxsby+fzdrt9dHR0Z2cHzVMsFtvf34dtsbS0dHV1NTo6Wi6XsY09Oztj2AbUGQgENjY2JiYm3G53uVxuNpt8zuXl5Vartbq6ivDu5OQkFotNTU3RDEHi7Xa7ZNk3b94MDQ3Z7Xa87kZGRkjz2AjQA/GQjIyMxOPxL1++UN2jU/Z4PKenp06nMxaLAQzS1q+trcXj8aGhoYODAzBtDtnIyAg+lj09PZ8+fSIuPH36FBSeaajUUNMXlkolFpIwgsJgFigP7BS7HJ/Px9YXvEYVRZmenqYYRHFxcXGBDQJZEyCXrmJubs40zUwm4/f7Q6HQxsaGx+OBgZJKparVqhSzswyLijUUCvHw6LqOTpQpDulEE24dpoUoKEFRji/nmISBSNxmsyWTSZfLhbEt5R0YMtNEmHvY7rhcrqGhIU6ax+NBEOLz+XDGARcaHx+/vr4GbOe00+ex+JopVzweb4vNWVJowX510gzHQD7e2LWjywJsSKVS1Ke9vb1nZ2c08ZeXl+fn54ODgwwF+LC0jOQwRqQAYmAnXCI2xjM3Zd6pC2se5knsALm5uaF8ZEAr2+6uWAMiJ7uK8JYjvyI7gd8L2iGRG04yzU25XAZeKpfLCOyId3gwETopHNlZy9CuXq9jMIJYUzZ2mnA5cLvduAySP2q1mtfrlVZ5ANrUpgChwNpkL8UyqrRmHZmcaCy4X9w4Ijjxl+k4I3lymyqMYxRBl4VrZhMEb7niQpYpckonr7mUnWB+RJx0Op1INZjWg+Vy3zsW4aB8EV2sCpGfS9YBdouyUBVUANlmyRpCXgdVzOdM0xwYGOD9y1WgEP6pTYeHhwERVcEoZpsQ94XhHbQdzhJeBKw1REutCgq9zeKcTvzB7ofvSAafbIVJohQo9PFUhDzIZOu2sFYmtvCkyPKL3CbRZrQPihCzqT8nTKkWdhX0YIlPWAfG8o7wrmw2mxaNRpeWluBD8o7Pzs4IjoxweE7C4TCmB+AVDN6mp6djsdjIyEgkEtnf34dnSAUdjUZLpVImk5H8UtM0sVavVqvv3r1jze/AwADVLiIwlhuPjIx8/vx5fn5+cHAQApHf7wcbodGhAgqFQgcHB61WC0x1d3cXpn4sFgNa9Pv9z58/R2N6fX395s0bBt2np6eINTHwvLq6kuzck5OTer3++PFjuAmzs7Mul2ttbQ0HNZ/PNzk5CXn4V7/61cuXL6+vrz98+ABnqtFoHB8fHx8fE4DQBWI9X6lUPn/+jKiOuW+tVmN/J2M2FG/n5+fDw8M4rKLCxHKI2Xtvb286nd7f32ePIAdxeHh4ZGSE/+3r6wNIRIt5fX0tIQHmZ4Rjgvvk5OTQ0NDjx4+vr695nAiCIGOKojBaxvtmc3MzlUoxQJUVOuR7BD9oJeETcumw3kbcYghXga5gh1ufdnnKrXWxruvSspL3wziZKlhRFPpaXAIqlcrt7S3r0Lm2jCRJe3j65HI50zSHh4epfxngAWhTtPp8vuHhYUpvwPabmxs2GYC4QhVhBRCDHN5SsVgk4uB3yKPu8/m63S6XHY3K7e0tu8QBG3gUkc9z+0g5YDC09aqw94TKKOdPrVbr+vr64uKCn8EgCeiP48RwkUKbUIsvATAaPuMMkOr1OlAqfkMyZNDMUW9xx+/u7o6OjoCmNU1jskWb5RZbEunA6LBhUXWFXR8qrK5YswVHgZaXDIFvH9xaajhFkIGpaZADtsQGyq5wE5X9pYQuDItNK30V/R/nihaHTssQumEuNdpBukNVVVkYR6DkYJAG5LDWJXznme/IT8eI3TAMmlfFosg0hKedtf+TeVGGaUPYxsov2UnLB0T+K9lE8mWzuCXIB836UqBBoCkAG3KGh9GdzWbjGWHYT5rnOSW7mKZ5dXWFxsHtdrPYLp/Pg28zraT5489kNYokriFNqiZ4rbquy66Ri2+KpV0YEdOXU0WhgeE6k8VlllUFe5m7pgs/Cgl3mT938eUUyQNgWsBwykQuJrWpvFnqv/pX/wrmG3p80zSnpqb6+vpev3795MkTt9udyWSmpqb29/f9fj/LQwzDCIfDR0dHsVgMOgYrgSYmJpxOJ+0jRnrU5lDt/X4/nIJ4PN7f3//ly5eXL19eXFyMjo6iJdA0jbaSPTVra2t8DLQfOLaTU29vb7PZ7LNnz4jsZJT9/X2O2vDwMNHk4ODgxYsX1BpMGff391kLdXl5+c0337B36eDg4OHhAdY1zXEwGMzlcnRs2JmurKw4nc7NzU1gCjoS+rB4PL6xsdFsNqPRqMPhGB0dRZCqqipaDg6TrOCGhoa+fPlis9nS6fSbN2+eP39Oe/HhwwfwUhwJeLVWq1UoFKBloXAoFArpdNo0TaRyAI+UbOz4LZVKd2I3E+pGwzD6+/vj8ThiU0VROp0OWsahoaF2u31+fs7vtQkVdjQaZTp1fHysaRr1CmRRwzAgiB4fH0uBM6e/UCjowuCGyp07K08qkV0OWlRBK5ePuizr7MJk3Ov18sYYYzP1gdoHE6rRaKRSqXa7TSsJRR5yGQksEonQUmPiBXfm6OioWq3S63s8HsaH1N2s7kGpnMvlEokE+jP4olgCnZ+fU2WSP2g4IBIzCDg6OmLKxfkn7jDcAvojOgDxSTcAAreu66Q9m802MTHhcrmYFhuGwf2ijcvn836/n4HI5eWlNDrweDwAOWQv4iwBl86GLEXrRk5lTknuh0NLd6iIVQ+QhshVwN2tVmt0dBQSDZ0HnGosYFwuF76mpmmiVDEMA3SO73TFFwjz1dUVbF6HcLyqVCqU1AxuO8KGAq1CR9jlGMJsvSuWaslSjEYTfT19nirYmAxTeXGYSlIdPjAwAB+KSRDRnIkAvktUBiC6gPm0OJxt2QZJoJjHQX5H/lsCt5zrA8bILKhZtCKaINBqFuWlTWx01yxmW1aA0bCYHhjCQ5UULgf8IyMjHDluq8PhYBTN2wPpYeRJZUkpSX69Fkvm+d+O0MqTUwEPJKuLQo27w70ApCVTEhMA3iU2wMSEJ1q3cGi7wtqCC0LWVMUOExAaOYzk5tL6yxac08J7lucE1Md6JSmSGBx0xbaTv+EB//2//3cGTmT1vb09r9cLLYWUXq/Xx8fHWTT99ddfU19vbGxgqsnoiGMdDAa3traeP3++uroKvdDr9cZiscHBwb/85S9Ao7BP379/Pz8/n8lkZmZm7HY7int4gJlMJhqNJhKJ+/v7w8PDkZGRUqmE6x4q+06n89vf/vb777//9a9/fXZ25nA4cLkzTRNeD+v3+vv7K5UK1uf0AZlMhiuFNoDgMjo6Cs+FP1cqFWIEY2S32404qd1uJ5PJzc1NfO339/e//fZbOS59+vTply9foGkUCoWBgQHIPicnJ+Vy+cWLF/zem5ub3d3dYDB4dXX17Nmzn376ib0rqDvATs/Pz8fHx8mjiGWBxex2+/T09IcPH548efLx40dqHxQpdrsdQz6sKvDJc4j1uYqiRKPRs7MzFjd6vd6rq6uxsTGGwdvb28QpXdidsHE6nU5Dqpqfn8clh7IaTgpqDXkEUSyw4Am4pik2sGM5Jp9/Tp4pBjNAsqagAmpioaC0WMMQxzRNPGNVVQVycTqd+JLQh5E50FrQ6drtdgoyVVWhzj48PExMTODPcH5+TplMWzM0NNTX14cmB+4fFC2fzwcDhSeHYTD4JDcoFotB2Uerg4SUyfHDwwPrLc/Pz1nVEovFbm5u2NusKAp2OTxiTJLaYj0hD7+qqjjZ9vX1oVTRxQLeq6urSCTC8XC73ViiU+bTn7FdSxXsTfBJChR4YdRnQ0NDnU6nWq3iXA+/lJYX5H9wcJC2A/4LZA0ygdPpBLjDwpDrQJXGvavVarhfkbmxiyJoyBWeDw8PNCXMU3mrgKi8AaakkLm6Qt4HrUYRsJ5isctQfj7nU8WaMEVRmMWSPAiO0koFmolpmvRVhrCnkYySbreLyoKsTxEAzkxPwz8n7MrWR/7ZZrORrmhMDWGPZxO7ISUeqP2TJS0yAUhIxpodJeVHE55zqrDJ/cX3TctOcgRXuq7TEJtiTYLMapAJ7MKgQxdkWlbKA0tcXFwQW9h1o+v67e0tEQDLIYowRVFgTvDKlEeUgMwvZf0hLxFFP8mVyAD0Isc9isCluFlcZ0Wsc+Huc4O42sBdXYsoVlZREh6Q/1DCLTQe1gxtEya3GlzQ9+/fm6a5s7MzMDCwsLBwd3d3cHBwenrKxKLb7d7e3v7617+uVqvr6+vv3r1jlg6ZEM/odru9tbWVTqc7nQ5uOCSnQqFAm/j06VNgli9fvoBrPXr0KJPJHBwcYCDQarUuLy95emmqqtXq2dmZzWZ7+fIlg2hEIDjEXl1dHR0d5fN5RVHy+fzAwMDJyQlyOgQt4+PjTqdzZWWF0/Pq1avp6WmW9+KfJ8dvCDcJGSTOV69eKYrS19c3MTHBLw2FQslkcmdnByeBcrl8enr6+PFjj8eztrYGwYHBOFRGnPwmJycZZQHHj4+P42VPidDtdhcXF29ububn50lpLpfr9PT08vLy+PiYHo4VVzy6HEFVVdG2I8KRWkmpmx4YGIDVBWeSlVjsYY7H4x6PJ5vNer1e2DSxWKxSqeCVBQw1PT2dz+cnJib4q1arFQ6HFUFAoIaAYler1Xp6eoi8tHQMHgwhB+4KXw+JwxgWpbnEQ7pCIk0lLukPFKqkc4/Hw43odruQrdjO4fV6oUfh91SpVICVmPVS1gD1w5m8vr5GZKyq6uDgYCwW6+npoSDD7g44sdPpFItFn8/HRjCv14utP2xbwzBCoRA57+zsTFVVZFTELAYN2CsahtFoNFgAZxjG/f09i6Xu7+9BepmTAUVSVXTFglzsRK6vrwEM8K2WzRN1PSw8zjM0Y4brWErxkFJ/wHWiL1SFIaeqquFwmNaTQEP+RioAB4rOsr+/n9IbWjWsGVptXBooYphJS7SNDCRXlSHOubm5aTab5XIZihDfZ/hNiGevCzkGBjj5qSW+eGVV0HwksKlZKGaGxbXRJowdOIq09RQBEr8lSj6ItXG6+MIxQ/46mYQAG6U5Ds3Qw8MDHBmyPu+nI2yhFGGCSiDm+huCnGITQgjVoiuVHZLsrVXLtFL+V3582XDLR0zODgmDKHn4XKFQCCYajzCwOfcoFothvMwkCJqIoij04nd3d5FIxO12s36RyY7L5Wo0GswmoCBgMkXfySniBaH26ILWaxgGdxmKuM3yZRcuCvfCwhqAB0sKenTQRCAxqjF4QKZp4vBl/hNFOKGV15dhTbV4k0lsRiZaRVF4hBVFUf/H//gf9Xqd/ul3v/sdA+q1tbW5uTnaR96iaZosTC4WizhBswwP0HVxcRHSyt3dHZu8MMRptVrIE3mAU6nU/v7+zc3Ns2fP3rx5g44znU4fHBxAmjg9PR0fH8cT7vXr15qmUQ4fHBzQ/qJme/fu3dLSEsO2/v7+jY2NmZmZw8NDTSwW3t7exoDUbrezAOvJkyfff//98vKyVKRxRHj9d+/eUVaYpplOp0kGDw8PtBfRaNTlcklJU7vdLhaLZKlms/ns2TOc4uHoYyJIMf7Xv/6V1hAsKxKJML988uTJ2tra6Oio0+k8OzuDczQ2Nra5uanreigUIgHb7fbd3d3x8XFTGGFks9nx8XH4jblczi4WrOPuBKIL9yoUCp2engK/4DI/OTlpGMbg4CC+JN1uF0JHf39/Lpfr7+/HgYE4m8vlkPEpilKv10OhECMZij6AOBIPyabb7VIHsKQXeQC5k2hFElUsfiWyKDaFP4Mh2BAejwd4lpJQ1/WxsTEZE7H4icVibHg2DGN4eBiHDekeTtznZ2AtjY2N7e/vgyzhmtvX1xeJRObm5pg0S/AHPyZqgnQ6TYGJfAVBN6rQdDqdyWSgC97d3QUCARovYD3IWaFQ6OjoCHAe6Bs6jN1uh4TMw1WtVoliDovCmtYtGo3isksyw3JIvplSqcSGQkXo8CT/iPoDTyWuPP+Emdz19TUbinCgJRi5XK6bmxu5OpjbCpZAAMKkSRcboUkncp01ryx7Arp8AFhaW4mA4Tprmib+iyy4AM+QNjp01UAjEihutVqY9BpC7SDTp8wKMo/ahJCAVKGLbWUd4QNA0U/i8Yo9MBISJK3KfGy1v5E9KGiz7ClBcUnVsotVhO+ravmypkA5b5PpsCuEOnaxFtu0sJxkfyn/ig+u/hO2Hd+3jvcAVxissJiaHhG3cHhwWJVhnInii0kWdHpd14FJaAE7wquZC8vVuxO72QFa2+02YC/Xh7THv5WzQ2jtTJR14fXIR+bGMcWQOhOuOYeEC6WqKomGAwDVmQwl+f9cBHkOFbGgUF43ajVuOpgt/1YGq79d6v/6X/9rNpuNx+PISKanp7e2tq6urlh1OT4+/ubNm2QyyYxhdXV1fn7+zZs3DN7q9XoymXz37h1OlZVKBT+IZDJJBITqySPX7XaxojBN8/Ly8unTp0hQbDbb1NRULpfz+Xzz8/Pb29s3NzdwWQ3D2NjYoCsiHcL1hYp2c3MzOjr64cMHl8sVi8Uo+e12++zsLC5NzWYTso+u6+FwmPRTrVbr9fr09PT6+jrLPmH6cTiurq7YFYXpATyx6+vr+fn5H3744Ve/+hWCxfX1dQ7HyMjIw8MDHQNQFTaE1Mvz8/Mulwt2VTqdvr6+1jQN+6i7u7vDw8Pp6enDw0MUrpqmHR4eskYYD+jT09NHjx4VCgUaHZvNNjMzY7PZPn36lEqljo+PGR2RF7mq0EkA2Xp7ewuFQjgc1oSvNBu+Tk5OQLOhWUFJhbqCfh9YzOv1Sks/GWRLpRLMVbvdDgWOcZ3L5WKEydOOqINDT60nUVmQEH5MQiLaz3fnulwuemUsLPx+P1LrSqVCSZHNZrGjAwYEg2X3HMmPeRuhXyZRyn8ADLfbHYlEhoeHQU3q9TqkTSjKiqL4fL6zs7NkMklfWK/XqbIR8mMKQ/3r9/uDwSD9OrUIFUM8Hscq6+TkxOFwsAGb1pNnFZYTIAR0CZIumUbTNFpkHnJ+jLKX+oD+jEkEog5Iy3j2ys4evIFAxumF3EhNqes6AREPyG63G4lEVMFCuru7w2MZxYgcDaJSJXJxOAGlsQhmjAe+SphDycoQGmidkYoh2HBuYb3LxJcEzDtEkMOJoifQhbGLahkEytEdwY72kcfBJiy8XWLliCm2BcBo4/WdYgsYUIpHrFInqkh8hTdmCpdXyRbh2NMhkS1ID4ogcJriS4KBupBmyceBP2hCF6Fa9ujJL/mptZ8zh5WfQ5SyQ5W/lDTT398fCAQeHh5CoRBkYDI9dApFUa6vr7FzstlsPT09xWKRq+1yuZh6kpOIA0DxIJy6rrPIlt5RogssP5AcC64zwCw3kf6Ki8x5wNwAcJWhjGmaUBEhB3FzwVEAYH0+n67rFFVUitTfTKMZTlOyyBF4R/geqMJ7zxQILc8m907C5qr0kfi7v/u7VCrFpqGlpSWCJmN8dCBoGROJhM/ngw4jrZKgz/X392MpNzc3h+Xb1dVVIpH49OkTWQRDE+lyMD4+zmSlr69vZ2eHgd9XX33l8Xhev35Nl3Z3d/eb3/ym2WwCftIKO53ORCJxe3uLrnR7exuW0O3t7dLS0uHhYSQS+fz589TUVLvdRicKqxaLInzbo9Ho7e0tvGo27p6cnHDyoIPSOhCpUY5ms9mVlRVQ61Qqtb6+Pj09TVBDsgJBaWFh4bvvvhsZGTk5OXn58iX63NevX8PyrVQqw8PD7CEhMVDXsMis1Wq9fPny5OQkHA6z3BQBDxcZKqwkEdzd3RWLRYjBaBiGhobcbjdb25rNJnYQFC6sBe7v7ydlEgUuLi4SiUQ+n4fBODQ0dHl5CZBos9k2Nzftdns8HkdxHwwGMY1CCNQWu9gY1MEjIH9wpAgQlUqFc29aVv1JPMoa+BQxMyDh0XUxXAeWJ0zj0JtMJnFPvL29BROmo/X5fJ1Oh0Vpl5eX7HF0OBwYHnEFnE7n0dERFXFvby+ULlIsR4VqQ9M0vH5M0yR5Q/Tgo1UqFUVRmKAzESfO2u32VCqVz+c1TcP4l4ZMgtiMh8nBckaLjZ8kOxiGQUQzDIMp6dzcHKGqJfZs53I5LmO32wUNQ8lK2LILNxNOstPp5ENRREpWrUtYu4GqERq4HYyNUanDhsMRc2BgAIdSqE+Qj+LxeKVSobhEo8lf3dzcMChxOp14c8tcqAm2MMxwKbAB1ZAXAWUkvTLRBmmcaZk8WROJZHPwKWQKpP7QLEY8xEe4yvB3CEeSIaIoCjUBxChSrMvlUi0uCjJ5S1iVp5UX6Xa7VAz8lS4I5LJ9JFJbq0lr7pR/a/2OaWHDynJTJlGJymoWS1WbxZYPlFvTNNap0jJylbALJtux8u/6+hpiSrvdrlQqxGT6flB6BpYcb5gH1WqV9wNGBdedV5b9nCTgQEcgR1KLcFPgZ2Hn0hVMcpvNxhPKYwjKBXZKQuVn+OAUrKowm5XIlk2s2QFmo4zgJ3m05eFULLo4U/B4TbEY/G+NPsoQsMrPnz+HQqFSqTQzM7OwsMCT73K5Hj9+7HK5IKFMTEyQvaPRqNfr5ZIBfEOi8fl8xWKRXcqMRvx+P3kFqyCU/kC7jx8/HhkZWVpa+vjx49nZ2cuXL5eWlq6vrxcXF//617/m83mHw1Gv1y8vL5eWliDERqPRSqWSz+c9Hg+yGdM09/b2MFB9/Pix3W53Op3JZJIJaDKZXFpampmZwe4EV6Ctra319XVc3TudTjgcxh8unU4zWB0fHz88PKRsX15ebrfb2Wx2dnZ2b2/vN7/5DXuUYPOHQiHsCP70pz+xfOrp06dkPko5+svHjx/Dg6APxl+NC/Lo0aOJiYnj42OijN/vn5iYyOfzIL35fJ4hAdUi9Sxo0sjICAPIQqFwcHDAOZicnKS0j8ViqIOR6yiKksvlsD/FATgYDAYCARhMBMrz83NoorOzs+C3FJs03PBU4f643e5sNnt1dQX7hvoJT6iOMO+QWJZicdFTLVMZ62NvChUadSiwZKVSoRUAXYC7T6xHlBmPx/kIqqqiGAHPqNfr6HcTicTl5SVrW0ARKXcmJiZYluL3+8F4qWNQWUxNTYVCoYmJCYABqA0nJydExqGhISbitVoNENUwjHQ6fXx8zBXjYubzedInXCHgQcilsnMyDAPZBtGEYo7LKxEkvonBOoQLoJ2+vj6iNpMq8FLegCZ484C3uq4DAuOJCmimKIpkScgx3sDAAMtbgBMURUHJg1EG4ww2abfbbUyh+V2Xl5fsdYGdwJVst9uXl5ekamwNuA4oen0+H6N37BHA1hgQgOOhYZPLzjoWRzRrnpAZxSZWtErQwi5WtMr2S07WaT4IzdSv3A5FzNcheZLkuMiUJvTQUiDILJNRAv9QQnm62PMjZ5mmxTJXF6tOZDdp7SCtPajEdTWLhZY1Tcp0roo5qGw0ra8gUVweKC7C3d1dNBqlp1eFHSY/j6kZt8/lcjENAYS/vr5uNpuQCfiw+HPR1mOmyPCyJVb6cBO5kiCrfEaKS0hhDOClhJeLCSGfm0hatYYOyfZShBeBpFnZxJ41biJ1j0yruthXqgkveLuwZJK4sV3ojuT4kxilQSLlo8bj8Z9++gl9vcPhqFQqaPtWV1cPDw/n5uYikQj7pdHvh8Nh9iwyVbbZbLOzs0dHRw7heIKaU1EURAg0EJqm/eUvf+F67e3tUQ7/6le/urm5OTk5uby8ZCk8wm2cyt1u98DAwOnpaa1W63Q62PU5HI43b97ADjWEUB3hQSwWowBfWFgwDOPm5mZ/f79Wq9VqtWazmclkHh4eUqkUTB8cZY+Pj/P5fLFYDIfD6XSaBo4pIwPdeDx+dXU1ODj46dMnp1gMcnR0VKvVpqamMpkMbhSJRCKTyVBPwSH69ttvc7nc7e3ts2fPJiYmXr16BZlWVVU+6enpaTabvb6+pskGL6VKgsgKkAtZlJpgeHgYOrHdbkfRn0gk5DPZbrex2TNNs6enB92tJtZvMVrDt/b09PTs7AyclulOOBwul8uYAzAQ5fGLRCLpdBqcrVgsttvtSCTC/iYruZxeCiyaYyqfW/KobEblc64KWIwv/gllZiQSQfJB1g+FQldXV4FAgKcOXBTHH+zLQVkBglAD4yEFOt1qtYaGhlKpFMQop9PJ4WfNMmUfARGKGYZZlUqFYzA3N3dzc4MQmUwWCASYyk9PT+PPx1OAgBJbKzwggfUYc1DYwpXAAIyETURmlkFODYfD2AdS0RNBuK18WMIlxE6Px+P3+6vVKkM16EXRaJRHidyMkT0Lf0j5eCPQa1Jt0FC2220eAcjSkJBN0ySoUQ1rwoSs1WoRTA3DQDaGiIuXdblcdKv1el3TNAlxq5YpuKSswzYAzfOIZaJyKKhYFI2/aM5k1pEdBveCt83Ba4ulAtCCumKNoKIotCw8QZjcdoRroHXaivDM4XDIMbyUlkq5vW7Z9ClbGX5G+zlbR4Z+2S9a+05NbNOTCU9+WMktsmK5qgByCPryl9qFhxoXRzZnHEiwCkoW2IjyaSWI0YPiNQ2JRhF2BFiaXF9f46dtmibQaCQS6e3t9fl8BBxqNTBPmxBccN0oJXm37XZbmsIzANIthlCkLk3TeJN2ux2knVRF6ADxgg3HHdGEVoc7AoFOTkwVMQtXxHhIgvyShEXGtQ6hdV3XWq3W9vb2+fk5V3ZlZeX9+/culwtYKRwOBwIBml9gIlVM4LlkUCrwUy0Wi1tbW8SmZ8+ebWxs6Lq+vr5eqVTOzs4WFxepjp8+fQrL//z8HHvfDx8+vHnzZnJykk5rdnY2l8th2BYIBLAp2N7eXlhYwD1kcnISfcjs7Gw0Gp2dnbXZbETzw8NDu93Oq4GpZrPZo6OjaDS6uLjocrlYjMWebaiqiqK8fv0a3AyKabFYBOEk+szPz+/t7em63mq1EKisr6+zNA36j81mSyQSPKjBYDASifT09GQymX/8x3+kdG2328fHx6urq/f39+/evdM0jQVnPp8PyzG5nbharb558yaTyVDmj42N9ff3Myre29uj+Njb24MWe35+Tn2AKiCZTFJC6rpeKpWgmDqdzkqlAgHSNE1cFOx2O+QgzPoZGAC8oy4tlUr4d8MeIkZjnoDJC8mDbkBOKym3mXw4haeraiE6yg5AFr+ygtMEjZBjzemnikdXykIrmkXoMDCG5NIldmfyrDocjouLCxakUKjl8/loNDowMBCPxzudTj6fZ1lKLpc7OzujD8MpkAadxwklaDabvb293d/fn5iYuLm5icfjx8fHUCWhal9dXcViMThTXq8XGAb7Au4p2ZEZqtTw6MLNi8GSYtGnY3fMWh4KskKhgBxWskllXAB2w1+CGMSoG9YeHw3nDd7Gw8PD/f09Yast3MmZkVMKcIRwOGE4xw4KRZBa4QEwuyK4gJ4x7jVNE7MwpCzVapXZJIeQCfTNzQ0MYdM0wejIYWhPvV4vbl9d4b8oqZI2wWm0ZguZPoEB7cK2SaYWmR1JGLwUp5FDSyg3hfMqbQ2Xmt8Cps2PtYV/rxwY0yox0O0KxZfs/HSLdMTa/+li3awsH61tpewX1Z/Ds9ZHRtYKVizHsJCKrdeKS0GxBYgCvZyHiIBPeeF2u1GBA/Awj2CaS0XrdDoZZwJXSAUO8n3pw8yFosR8eHgAjQAPl88y9au8UKAjFJfgxlQebuHAaq3F5TyVaAPCQaPJi3ORHQ4HwcQQpvzWqAVCoItFYLKhVC2AvGZRMWma9jcQZmBgAL7o2traysrK2dkZttc9PT30jo8fPy6VSoFAAD4OH49HtFKpgIzF43FVVfFHxRw1HA4XCoWVlZXV1dW3b9+Oj4+Hw2H6qvn5+devX9NAcMqz2azT6czn851O58WLF2/fvu3t7UXgsbi4GAgEyIXDw8Nra2s87X19fX//93//6NEjsNB4PF4oFFDfMzGFkUGDf3FxkcvlMHCp1+vz8/OhUGhvb8/j8YyNjWUymfn5+Q8fPgDdSE7QxsYGOJ6maScnJy9evKCKbzQaL168IDkxreTc5PP5TCZDXmG3FM1ouVyen59fW1sbHh6G/Gmz2RqNRjKZPD4+DofD29vbfr+fcQ6GgjabDf5hoVCAZ5FMJmGUMCHD/4zwCr6KcMo0TcxZFEW5urqanJzEosw0TUwkIpEILUW328VvlrZD0zTEVXxeJn+0OxcXF5CHXS5XNBrln0N5QNQImkFhxCxcPuecP57qjpDQ/KLQtkZD00J+6+npAVfnasAQ9nq9uCVzejnT2BcAI8fjcZ5V7vvt7W0ymUQOy2cfGxtDJ0N0luSI6+trbCVgdDPfPT09vb29hYVLCpment7Z2QHHc7lcuG0oihIIBDBMZojicDiAOgE8bDYbSz0VQdxgdggTh9jBR0bKxtgSphh9Hpo5CiyabPxOiSx8ZB51CEF0sVLAIyFEJp0MrmB/wJ612+1S+H97e4vNFtlLRkySXy6X4yMwx4JwcSeWdPb09OBfDTwDiZT2HeYw1WRfXx/tNeAerQYyWVIpv7orPMp/kUJMywoLa/cmWzGaRYIgMZeLLAdgtOnIRShErMNO7mmz2STmykiqKIpTuKFyL7pioTGXV7G43Mme2JrdrR9BsUwr1Z+LZzShPf2/XY5oLuUnlXQVUyielX/Sf1uLG04mp47nDiDaao6hiv05FKOUpxRV7DApl8tMH0ljlFaMaVRVhe4gOyumknjpmGLjN41sT09PvV6n0oVoDWIH7Q7Ogc1iVUF06orNX16vl/NPmuR8yqkH7+rh4YFIogj9q4wz/xdxFbGoKxwSZLIEtu0IP2RAYK3b7fr9fhYuMrl9//49z78heFMvX740TfPi4iKfz1PPso3L4XAcHh6i0UHYl8lk4Nroun50dHR4eDg6Onp5eQkDNh6Pr66u9vf30wiC/Lx7987hcAQCAVg8TJVOT0/v7u5gIXk8nk+fPkWj0Wg02mw2P378GIvFcLp59+7db37zGySGPWKvOoOTq6urX/3qV/gQDQ8POxyO4+NjrFV6enpCodCPP/4oeSuQR6ByjI2NffPNN/RMBwcH4+PjAEfwsPf29vr6+pLJ5PPnz5lacey8Xu/jx48x5NN1fWxszOl0rq2tffr0aWNjg2D38eNHXddpRhn/pFIpurpWq4XZKTtJNE2TunUYkmNjY9JaD6pbqVSiMcKfHadpPv7w8PD09DSJ/P7+vlwuQ11OJpPkVOwPPR4Pi0InJycfPXqE5RB9sy5EaVtbWwj/DcNgVMy57OnpicViPp8Pwgi/qNPpNBoNEqoh6I6y0FYE0ZFjaojtuIYQUcnEyf+iK7fZbMVicWhoCEWHaZro3C8uLnCDYx4Dc5X2ncEhhunMLBF0Uv8yxOI1y+UysZJiGZ0rO6vPzs4CgQAztlQqFYvFcrnczMxMb28v3gVjY2NQDTE3J7xC+Wm32yMjI2xhY+cMsZhhHoM0yluiA480XkI8rrFYDDLF8PBwMBiEYgM7xjCMQqEAhacj3KUxy0bySL0v4UHqfUQF4A19fX0Q37CRAhiAwYE2gKuhqurt7S3GkKFQCKEzrBlEqyxRp2EFFqNXphoAGISkymvW63WHWEQFlYkqAVoHG0UYXQP0MR6mO1QswznTwo6xdpmqoDjKuyxJKAyM+PhtIcJj7shFYyIAqiz7Rcn3lhIUGUxl0ymbVFVVJZAo06Rs+2Te+kV1aP2y5lH5JVOvrCwVCzBr7VytPaU1U8qky/uBCm4X7tAIihhtOBwOCjhOpqIo3JdarYbvJp+RTT6mEJhS2T88PIAcqKrKYlqgDuo/QFReEzG0LnarKYoCkwis1W63Y6VCrAOu4BmnB4XtQVVNh0N5KifKdJncQZpUEBrTNGmXNTFfV4TgzRqp5HRM4sbydHFV7Xa7dnl5eXh4eHR0dHV1tb+/39PT8+rVK3aDLC8vgyMVi8Xe3t5nz541m82LiwsaDqiwdPpXV1eo4uLx+PPnz/P5PFsnY7FYsViEJfHixYujo6NXr17Z7faRkZG1tbVXr14lEomFhQVN03B8rdVq+Xx+fX394OBgbGysWCxiG5ROp1dXV0ul0ujoKHgUFFO/30+jhsNLMBjs7e1NJpMzMzMvXrz44Ycf6LixGZqZmUkmk5FIxOFwhMPhFy9e4OFeq9XoJnO53LNnz+g8YB/g+8rzn06nb25uHj9+XKvVcMd2Op0//fTT3t7eq1evTk9PG43Gq1evisXi0tISjN+enp6pqSly5OjoaLvdnpubW11dNU0Tfv+7d++ur68vLy9Z6kKeM4URFEpKwDEOnM1mOz8/v76+lqAH0HqpVEqlUmgAWq0Wzoj4z1GCHRwcuN3u4+Nj+g/0GCDw1G44M9zf3zO+NU3z7u4Oz33UAvR2HDJiNIxHSJihUIh4RxDhlMu+R2ZH+QfVMqohJkr2EEUP/LpIJEJqZGSgaRqWDrquUw9BKMW/FwUY3F2CO0j72dlZqVSiXiHBO4RXFoNkqsObmxtgFYBH3H2ZJXe73Xw+TyKkLMCddXBwcHR0tFQqYUfHOqROp5NIJAgWqN/g9wL+12o1Oj9ik6qqTO+Yg5imiYQOpBfwBhgQWxbiPo4E5ANVVVmQAMh2eXlJ2Q7IqQgiKBIRmldd2L7DhMTXnleG6gVjiMIfEjJqOUwwZC6njqEelyAw9TjRAFU0GmJm7eRCfim/C8trXoqul3hKBWaKrSAAFTbLwgrZX1oTiUxL1Hn8F/4ILTtvT/6ZF+nr66Ne517wzhlMSKhQ6lXItSRaqUt2OBxusUFMkk2suKsp7LFMMXy1ZkpVLDKzYjDW1ChbbdIkl10Te5utzaW8GnRRxC7NouYEtKeV5Ai1Wq2BgQEMQ9ClsJkYTAJIb2hoiA6bu8YdZBBAipX+MKqq3t/fq6pKm4hMuSXW67bbbTRjVGacB2ybmF9YhSJWUz1uInWYKXztIRZR1tBUyNKKT2eaJiCHrDBUVeVXc5DkCEAWHLLW4TJS0WpiCEpa/ZtekwuESenU1NTW1tb4+DhawG63G4lEPn78iFbm0aNHqqpWq1WGQ16x+LdYLEIQxcqy1WqxSMFutwNbwbhDI4EaMp1OMx1ptVq7u7uxWIz90j6f77vvvvv666/fvHkDoeP29pZZJhMgh8OBNe7ExMTe3h7mcKVSqVQqTU9PZzKZp0+fut1uzNnn5+cZQX333XegWIZhkCzT6fTu7i7/Sydht9tZOAwxxG6353I5BjZMbgzDCAaD19fXrFcjpqiqenR01NfXNz093e12d3d3vV7v0NDQ0dHRzMzM3d0d5XOz2aRTr9Vq4XCYwSTuYhsbG0+fPt3c3ISQSfij/EmlUoeHh6lUam1tLZ1OZ7NZOBTSWvru7m58fPzu7o6x68jICGcClT0idJS4uq6fnJxAmeasj42NwbFCoKIoCvBat9ulRqPl9Xg8+/v7LGTHg6ZUKtmEiAIEBswZryiADuvMxrRosa38CHk6GfKRSMLhMA88yYbzFg6HkWpQ1UKz5EwjHcOJgikat4msUC6Xb25uxsfHC4XC6Ojo0dHR2NiYw+G4u7vLZrPSSRWCGOYDjM9N02QpJhbKCFp4qmu1msfjgR8re+h2ux2LxWjg8MooFouYIXSEKxupnSqeBh0WIix0EG+cj+x2OztM+vr6WD12fHwMHApJFboZQ0qn0wlVmLob/JZrHolEGH/CeAR4VFWV1MvxYFBKx8kAzzAMYIz+/n7DMEqlEohup9OB9kKhEIlEukLpWywW2QnFScBlyTAMmgYotXZhO0wS9Xg84H42mw27WsmH6gpLAeow3WKRY+2fFMu0T7YIknJFW0lgRW5E60Cz4vV6EecoYoM64gdd+KupYvkJHUxHqI/IXrB+HA6HJswHDGHTIxtEK6Qsh5oyWdqEVIY8SiZQLasfZRxXhXuqzeKHYAirEJmYlZ9rN+WPyaDvdDqRPrdarfHxcU34tnNgQKqsl5ciT6ZzQ7gRUV4wmsGYjMkCoyu/3w+uQ8tIw8qTValUfD4f9wiiGfApl10VYkpOI0gDUY4Rg0ts/ZRUWEOoQaTKwBAUHEVRMEFkIK0IzlfXIjHistOo6ILtL1FuCTbIN/a3ir9arU5NTa2srIyNjc3OzhIH5+bmbm9vYZPTs9PCMwFFPggsKRsjahMwxmg0KrfVI0RJJpPFYnFqaoqFfNVqleZA07S1tbVSqfTkyRM2MHMV2KnZbDYLhUK320XUaJomfuXtdntvbw8kyul0vnz5kgf7+fPnzWZzcnISBFLX9fHx8dXV1Xfv3p2enr548YIbjyEDQChMObvd3tPTUyqV1tbWLi8vqS4Zbb548YLcMzMzg/9LuVxmYzOYHnWWx+OZnZ0tFArYsLlcrq2trXA43O12NzY2NE1jisYUnQnc+vp6T0/P6enply9fZmdnt7a28Gq4u7vD4ZOQR2lfr9epA0yx/IS4BsRar9dZ1IXVOEscSeqhUCiTybBbDbdbaJaFQoEVKIqipFIpBKCQnMfHx+PxOMAdZEh4pPyArusQa3nISZA4p3PvKIGtqJr8IuLYhI+zrILlg2rtJB4eHpA6EESaYkMhAY6YxSZXwAbcSaiFU6kU3JxSqURbX6lUlpeXLy4uYE2TmyORCGcYeHNvb69arWK5yTyGbV80r1QGWKtweU9OTtrtNijC8PAwvC1YFUdHR3a7HasE8i6tj1ULQRdlCuMnu91OZuKTzs3NDQ8PoxCnAiP08Cvg5QFTy5717u4OZw/qa6zyECuTg23ChZWY8vDwwF5oNMr441DpA6/d3t4yi0F/gjAXa0OXyxUIBIrFIgJWaK7QsnhgY7EYkKzf7ydQUjQAUGEs0G63QcXB0HgRkhOQmm7Zcaj9vzilqmVwTpVAvUXDahOrE+EBmIKwxje5hrKfo0cnmnEI7cKXHLKhBEj550zOiOOKZYJIk/cLoqZiGVvKRpD0Rr/ITbS2RJoQMSuWmahhoc7Jz/7/LCO4INa0zRnj/g4MDBQKBXxROELhcJgWHzI//An4K1TDaIsdDgdMroeHB24cFQPmeQRkQ8wLqecYcjsshu/Uo3axtBKPRp5EOCjcOD4+ZG8eHO4v/4pPyqElkt/e3gIg3d7eQsGVYx0OJ4lTFSvVFGFiYBf2trrwXVKEw6JNKEGZkvK7NCR3+/v7PHLffvvt8fExZZrL5WKnJj4Ay8vLHo8Hcikk8rGxMcw2i8VirVYbGhoaHBz88uWLpmnsZuIIxmKxu7u7ubk5p9OJzVuxWPR4PJlMZmtrKx6Pz83NyecB+paiKJ1OZ2FhgZoIXjvQGZVLoVAgl9RqNdM0c7nc48ePP3361Gq1Dg4O0uk0LxgOh/v7+5PJZCqVur+/l/buS0tLnU6HptBmsw0ODjYaDYhCTI/YP7W+vv7mzZuHh4eVlRXcrtlKZrPZQNUPDg7q9frHjx8xT1BVNRqNjo6OplKplZUVCPfLy8tAFpFI5Pr6+vnz50T/58+f45C3uLh4fHy8uLioqur8/Dx0/3K5TJV0fHx8cnJC0Y0VJKxOTdPOz8+np6c5WIlEwuVy5XK5cDhMee7z+QKBQKlUGh8fR1fX7XZrtRq8GPJotVolQXJQEN48iHWYUFfkXh5sXbkIBFYeFU5qp9Ohy9SFYsz8uRRdPuHWR1q3yMt0of4ml/O3Nzc3sPiId1BDEQsmEgnCNL6PqqqyG3JsbIx5fDAYRMMwPj6OnQUrqY+Pj3kYFhcX0+k0wlYq02azyTCSnYv5fD4cDheLxb29vVgsBrPs9PSUCdDw8DDlII0I+lfM8WWVTQfJB4Su7BJbGvx+v01II2BTa5oWDAbD4TDUAZyqAAwjkYicwmJVIUdNBDtoq4ysgDqZHYJ1IwwHmQDrRuJFliKn0hRCdCDl4/VBBKQEZDMJI4yrqyuPx0NfTnxUhLdcsVjEAIhijrNxd3cHYYQy3zRN+j+kQURkTdgRSMa/xF1lXrTmS4lzkg9IYzabbWBggDGbLNE8Hg/hEsYKkZ1Ax5Uhj8pUyj0ljmuahnuwjLkS4tPExhWCLLHVFManElBRLTwU1cIYVy3W7YbQbsqPaU2Z8iE1LD6UioXeqQpER37zFz0o/YbNZgNmCIVCHC2KQtba8MoogN1u99DQEO8WXpUs00mTLHHqdrterxczWxwfIRBxmB1iYYPkGEJWV8WyFPASCiZZ98AzJQ3TbHS7XbBccAhJr6V7cQl7YU3TuJtgOapQtclyXN59Wa/IaysLdFmyyCJG3sq/FW3BYDAajY6PjyPz+Mtf/lIqld69ewfuR1qFmsjR2d/f13U9EAikUqlMJlMsFhuNBgKVdrvd19cXDAYbjQZK8EAgoKpqLpcLBAL7+/u7u7uTk5OcPDwNhoeHfT7fu3fv9vf32+32+Pj4x48fG43G9PT0zMwMLLtSqRSPx7l2k5OTkUgEX8TBwcF0Or28vHx4eIjqYHFxsVarIRVCJ7e2tuZwOGKxGKEEPW+j0fjpp5/C4bCqqvwWm802PDyMyQMFRblcvri4+N3vfre8vDw8PAyIsb29zeLloaGhQCBwfHycTqd5Pj0eD/sc8vk8Ir/z83M2gh0dHWFWub29/fTpU87H1dVVsVikpqONODs7u7q6QvY3NjYmzT/n5+cZjiLLoaPCvV3X9d3dXUbL9Lh4glN/XV5edjqd8fFxQEV5knAnYADT09MjOcaIKGiX4UmiWwXTttvt5XIZBSeCRUrXbreLjzE5j7dtWgY2fEkgRY42DQtLzRBLOTjEIC2Sa8ckCRASvSbDQsSLg4ODCGT7+vp6e3sxfjMMIxwOn5+fJ5NJj8cTi8WWlpa+/vrr09PTwcHBcrmM+9XW1hYZa2ZmJpFI8FQ/PDxsbGzs7OzE4/FIJMLQAQYWnRk8nVQqRQV5e3sbjUYRyZycnPCT0iVAURTQVIgzXC48nClMKaupLw3BlsKpBIfYZrNZqVTYD8o4jVKAqIfrHvEF9x+GJrquI750uVxsSeON0QorioKnnSR6SPUn+aBarUrWDIUREBmxlVkJ3o2UNaQ6fFtIWtI4mxhC0QYjlxkzrWe9XsfkklPBoIH4ZW3HzZ/7G8hspAnNqCbojpqmWTlEYIkSruBo8Todsc6THCnpQoycwJmlaQ6lD1lWhmNdOBj8ogSkUzEse2Q1y3Jp+X7kx7T2l/Jn/mmJIEtPw2KYwO+VTZJpoUrJF7H+apZWUVbaxU5NIqpdLDplpzJWIaCdvb29Esl3u92mMIVvtVosAyB3KorCnjhW3jIqhiOtaVq9XsffUWL1dLGmYLQh+zHEylsoXRLQApJRhQMf+ISqqtI5S1EUsAGYoaR2KkLZO4IQ8Oa5C6Zw5Kf4oHDRBM3bLnbLmML032azaff39x8+fMhms1i22u320dHRkZER2gtN025vb+fn55vN5rt373Rdp6Y4Ozt7//795OTk8vIyjysmbbVaTS510jSt1Wrt7e2Vy+VsNlutVqPR6I8//hiJRGKxmGEYuByApg4NDX3//fekVbocmEFLS0uTk5Oapv3+979HymIYxsrKisfjub6+Pj8/57axybKnp2dsbEzX9Y2NjaGhoVwu19PTMzg4+OHDh7W1tf7+/r29vbGxsYmJCUhfIyMjmUwmkUi8e/euv7//5cuXPp8vlUrpwu/tz3/+8+7uLlO06+trHO2j0eje3h5LWuCUsiV7Z2cH4yQm51dXV3S0sKtpZSi6+/v7x8fHh4eH5+fnBwYGJiYm4KkODg4ylsMIHneCVqsFQZSwBUmEP6fTaZ/PV61WafsymQxVBScME/yLi4vr62vYs+Fw2GazhcNhHgy/339xcQHvIx6P04jToHP9wQ+kwn1oaIgjyNHE4Fc2hRSM5s+XzkvcSWKDnFSbUBPzvCkWgsP/z9Z7xUaWpuf9J1RiKpLFYgVWYM7NZid27kk7vbuzszOrtXatYAVDgmxBFgTYvpJhwBe2bwzBhgBfWTYg2bKxawsa7c7u7GjyTOfE0MyZxVCsxGJmFavqnPO/+O33/U/3iBeDnm6yWHXOd97wvM/zvAQvSEwYXFAa5/N5n88HTI1nMg0Qj/He3h6mHNFolGy6sLBAvCZ+4cr27rvvdnZ29vf3d3V10a6BtcJ65WxLZunx8TEmHricg8Gw3SUcDk9PT2uatra2ZhgGNRa9F4AnWDFAEOR4hCLAv4ZhgC3TACli4ymSLXAFGYwwQkJGCW+TSAckwE4SBiherxfUnRROHAQLZccnj7MUjzLGg8LNm+Ff8cend2djGvQlVtGh1XE4HGgDwMEocCkICJTsQYJ6Q1uA2QIlAgmVBpeGlaYcuofU0lgvCubsicG0TfUUIVfnRPGw8Ik0ITMl9HNaUASB78lEJTMBKmRZLtArM/kGx9OFrJYgS52hiFElt6kslH8SVrGnfzv0IrOsvcpUbAM2e7upvEhdsb+szJ0ysyq2Maf8XfINcNcYBwBQGYZBiSC5tZxkhsGM5HBI5+TgFA1vgPko1k7gBHR1tIaUTbDwTCGU5PDLyaI8RTBdwQCowFwuFygu71wynKmN+Fk4ZYQOS7hV4MFSEV6GqgDGJVdLZkSAB1mamGLYxCflp0yxRUcrFotY/LCOKhQKLSwsKIrS2dlZXV19cHDQ3d29vr7e2dnJ+kmPx9Pb29vS0kKAsCzr8PCwp6fn9PQUl7uWlhZVVScmJhobG9fX1+msDcN45ZVXAoGAz+ebnZ0dGRmpr69/9OjRG2+8ce3aNeZq0Wh0eHiY6zgxMYHurVgsPn36dGtra2NjA3sRRVH29vYuXLiwtLSETby0bl9eXl5aWuJK3bt3j1SHjwElJFNJ1KLPnj1jgghuPjY2dvfuXWxTUJ7puj48PHzlypVyuTw9Pd3d3b23tweeEI/HvV7v4OAg6tKhoSGPxzMwMMB9UhQlk8kMDAxgjVsul3Eb6e/vz2azJDxkhRw1PqnT6Zyfn0fzEI1GK5XK2NhYMpkEnTs6Ouru7q6pqVlcXKyurmZTKcsK4vE4r9PW1sakjUNP0CdqsLWUjo02whDrORHFUruxG46ZHFMx6E6GYUQikY2NDUhxNFJEPWS7ZAgZHWSAcwiTKvlPDpvoTbGBVxL1opZnCIErEEZFXq8XeLOpqYmlHCQqAGRIvJlMZnt7u1KpsNv55ORkaGiourqa9QCTk5OwchobGxcWFvACzGaz6XSa7gRnTsuy+KednZ1oNArS4HA4uru7ESktLCzA4mlra1MUhbUkhFR6KUJSQ0MDSIwmVthvbW1JvgxnjJ1lWK3i5urxeFpaWtiHAy2QMFRVVcUeUNg9vOFTsQITHSSfXREmWUQQVobV1taCPfh8PsaKJDOiYTAYhK0DEs7VY/bBDJX+nqkw0AVXiRofEhPAgwzlkgaBgRQLBhjTWpbFzMIQC4rJwQ6HA+4xLXVFiCCVF7k2io0yKnOVHAFycoj+DKd5oinXaDX4QU0YdrvFthZeGdaxZtNNyiE9J0H+jSFsgGSqK9vWMUq4T7Gx3mRDLHPAS62k/bmQL2sIK9SvJ135PZZtimnZ8NuKTUUjB7EcVzwr+KcTsWAD6SAMDJIcr0DlR9fo9/sNYa4LDMaZoao4ODhAOMC9xkQFwwSw2XK5jK2xakNlwZzAb2nyNE0LhUIcYyANqmpLEJLpbuUanL29Pd4AtZ3EA0zTlNNWmHGy1OC3cCTkQeLuyPtYEhvLqYdUVXUQ63kI8ae/dOkS7yObzXZ0dNy5c+fWrVtYldbV1cVisTt37liW1dvba1nWysoKM2H82Q8PD7e2tngk2tvb4ak2NjYuLy9PT08Hg0GsU588eYKG5MGDB6qqdnV1VVVVDQ4O/uxnP7t48WIgEKAL7O3tZUDy+uuvs9EX4zcG10hTWLhYXV3d0NCgqmp9fX0sFkOrxxumQ0Xjkcvl2tvbTWEdl81mWWve39+fy+Xo87LZLEpKMNiqqqrnz5/fvHnz888/f/311y3L+vzzz69evVpdXf38+fN4PJ5IJE5PTyk7sJ4pFAqFQuHevXvlcvnp06dEf0ozojw0M8MwFhYWdF0fGhqC2IllhtPpzGazZ8+eHR8fh9GASBS9B4oISodIJHJ4eEj2ZQUNwbGtrc3lci0sLNAXqqoaDAZJoliwsr4KgnQul2PUAeYWDAadTmculysWi1Jtgkc8mB4pGcNCKko50zLF1kAJB2kvsu1lTq0IowPTxlaQNEKn08mqHGAiU4yIeKuUJpLexsAPglV7e/vi4uL29nZfXx9OQKqqvv3229vb2ywq/9nPfnb27NlPP/3U6XTm83mn04kXYCQSge6EJT1R2+12p9NpjOOxkRoYGCiVSmiclpeXSfPFYpENvUhXGfHyRaQDg6LvwSiOaAWOylONUw/0VHi5dKXb29vgYJx/n89XLpdx2iMkkbpUIUvP5/OKoiCw8Xg8R0dHfr9fttqm8JOrq6tjCgUiWiqVcrlcMBhkgkWmPz09xSkTSUlReOYhCQAIpR9VRK8cDAbR4ViWBQDAuSqVSj6fDwVCfX19sVjUNI3yQtrQqKpK0UArDIys2sBYyzbkswMYpjCiQu6JkopzRcGBERKQOPR+PotsPY+Pj7kg/KwhVKS8DcAPpr9l4RRBbrZsG3vKYrmVKkxkVBtHSbNpBMlzphiL2oFcCRXasVb5v/LxoXMyv+b5bk+3sjHVBHGddmsqKpwAAQAASURBVJZGUNM0bD0gvoG1HB4eut1uwoJpmoi8efBTqRTPGpoQNvzQp5IIySvkRVbbNjc3Qzysqqra3d2VtCBqF5ZXkziliQGhUhEL7SUmIYk5EiKGrERBz3CBwgikAaaPRK25cYANphiyUtMoXxO/8mdDLAPgWNq/0+FwaATlx48f40WAsSdBGRzmlVdeefTokcPhwJP38ePHFy5cYNw4NjYWDAZbW1txs3S5XH6/f3Bw0O12Y1S7vb09Ozs7MTHR0tJC58pm6ZqamkePHsmLGwgELly4gKyFSWQqlerp6WFvLTcJ2WxdXd2ZM2fo8BRFgSbDij6EFjjM5XK51tZWy7J2dnYmJydHR0cHBwfHx8dra2sTiQR+s7waOQAkinRlWdbVq1fR4UEdpHR97bXXtre37927d/Pmzd3d3e3t7YGBAUh3fBtytHK5PD4+Pjg42NPTc/78+aampuHhYYwRyMrHx8fd3d3d3d21tbX9/f0QdBVFYTE4665M05yensahe3l5GYdeU6ybcDgcMK0SiQSfAkUBIAO90cnJSTQa1XU9mUxGIhFwyEgkUiqVNjY2Ojo6KP1WV1dpJlKpFMy6ZDLJJ4pGo0g7MpkMJmeq0F86nU4yqDxJCODsj71qI9zzYBvC2QSE9usdg3zgQYDdbjd0JNIndHPc9RBHIntA1acoCichHo83Nzdj5wuxdn19fXp6OpvNbm1taZrW2Ng4MjLi9Xrfeuut1tbWt99+mwkoUCFGNoRLgmO5XF5dXa2rqxsYGECjhR2SruuQYwEGkWNCPcWWEzoMDjs+n4/hMaWxbHHwYQEJlL1dKBQKBoOIBKqqqrCwV1XV6/VSRFLyk7QY+UhHdbzdwdDkf7HpoVJUFKWqqgpTaEZcTqfT6/WSwjE3xrSBupPEDKwKfenk5ATojDqMawW4Tf3K8AnNDPIYXexgATom29XX16PEJbW4xD5kXscQnuaqjRRj7wYkSRUAH+UAJQgfisQvMQxCp8QhZQKD3kl5yk1BhcnfMBujJmDgChCiCctviaNwwuWggb9XbSQgTehN7U2hYXN1N1+kzsl8LCsGmXft/ZnMhYrogGUasBccptzXIdiqp2JZabFYZNzOicrlctAadF3f39+Hiw61kMehIgwEoJ6CytIYQIomfVbENiT+yTRN8H95faS7HMlSFh+gRLK3czqd0s0AfgDPNS+L7zGfToK9ilh5zc1Cr8zrlIRrgSxTZEQyxZe88i9hCZRThmH8chc2VJfx8XHuBAufM5kMtEmPxwMpHw1sMpn0er2BQIDxUiKRqK+vn52dnZ+f93q9i4uLLNH1+XyvvfZaOBxWVXV7ezuVSvHWYc9/85vfpIxF4Tc+Pg48ODAwsLOzk8lkHj16xOTS4/EsLy8/ffq0XC6TkiHdra2ttbS08PjhbPDkyROYKXV1dU1NTXSft27dKhaLz549GxoacrvdZ86coZtpaGjwer0oLDE6qa6uZnPh6upqLpfr7u4GiMNp7NGjR9IAb2tri5SJp4HH44nFYqOjoyjzOjs7s9ksXE1FURYWFuCasi39xo0biURibW0NqUMwGMTSgSSxv7/PnInehcMRCoX6+/sBsvhQVCGqqtLxALpSBCwuLjIeqK6uZtsUoy9QXNrNkvCLga5FUEAvxLEG2jJNUyLMqVRqZ2fHsiwWQqHPAY2RNB8KcFVIvC2x+Us+53IIJIOLTKsyZhHdKGApJJmCVyqVnp4eyFANDQ3EYpfL1dHR0draCuZjmiZF8ebm5sOHD91u9/r6OtdwZGQkGAxeunSJ5gPPmlKpND4+Djmlv7/fNM319XUKMsMwNjc3E4lEqVRiKozvD9AlFsEocxoaGqLRKJQH+QA7HI5oNEruJ00yWQQ4ohWjqWLA1tLSAgUdRHp/f5++jfEMvSMkW9I23ChIm7I0limtVCoxFiW2EiWR25IFuc7wD1DpYbkOZYnSFrQWvI6BbqlUosbXNI1azeVyNTc342y8t7cHFESjhnyev0d4w1sqFAow8Gk4IKNxO0CJwQkltm++yKmRI0PLxo81hfs/yqiKWKBIU6IIfhlDX7DfSqVCV6ALsypVsJFl0wNorAtXd1XQcEi6nFvGT1x/hzC9IknLetESg9iKzdVd/hNoEAWKaRvi8jbsiKuM9ZrYisXl4n81wZqxxNYOh1gbx7ulGAX2QIYLr4c/QFNQVRX7KvgQ1dXVECCOj493dnYODw9RxIHHMlOQlhRypxPb8XCS8vv9UL0qwr+FioGCqaqqiv6eoooQR6fIc6FpGn5Y3EG6I14KazOJvRuGgbwCdzCJXZmCdcUrI1flGQfqUIUWVhXyXGBY60UiFX9D5FT/zb/5Nw0NDWNjY6+++qplWdjObW9vM1lNJBJgx6ZpBoPBRCJRKBR6e3vZS7W3t0cJpgl/ENb8ejyezc3Nb3zjG6Ojo/39/VhO3L9/XwI4Z8+e9Xq9z549y2az3d3dbDx++PAh8z96LF3X0XfPzMy89tpraK4zmQxJ4vz588gDTNP8+OOP4QSZpllVVdXd3Q3xgWkoskvqqVAoZFnW2tpaKBTa2Njo7e2dnJxEk8sA5vnz58PDw4uLixcuXNjY2HC5XAD0xWIxkUjgqHLmzJmpqSnDMBjY7O3tpdNpt1h4y1oMr9c7OzsLst/V1bW6usrO0UgksrS0VF9fD1MJ2tjAwABqmbm5ObhCQGfhcNjj8eDkZ1kWVmRc4VwuhxNCqVRiNVgikUBmw1j63Llzc3Nzzc3NHP36+vrd3V2Wb7DTjtvHAaKAwE27VCpxBkhdkm6HBbzH40HjRUwkXkD+5uTJ2s3eJVhiJCMPomob9nC6pDLdsqxgMMjIFp0Dkr5MJsMvDYVCQK8wOaldwC2bm5uXlpZgLdHl8J6hztJmQbiFC00Xu7i4WC6XW1tbd3d3R0dH0+k0UD+0e6QseAMR+LLZLCULneXy8jLuE5qmMaHn4ac6hLPDOIB4AboAogDRrKmpSdd16RsMEYxYw/6WUqkEdEy9jEddQ0MD4QnMTVGUQqFA46WqKi4QXG2WnNMiM1/kO7ndPLyZTCYSiYAbHx0dASbDA2IEVVVVdXx8jOiTVowCCPmKXMotx7oUWI2NjXJyhj0FtGGOB+8HOhvCLUZTdBiWzS5AtlAykJGWJGisCkNRGe/AJOGNwzMibkrqU0k4HsBzMYVEQfa+xFx+Bd0SzetL55aoLQEPe2IzbXNNiaZYNlxXTjF4fPiDLlaUOMSmKlMIJxQx15C5XLENWe3Pmv0NyCeuuro6HA7zK4DNnTaTOUyDIW8HAgEqQsMwpJVHQ0ODKQiu3D7QLzp7JgiaphE3VGFIy2HAuIcBp+yquRHADIx7KHrI9GQyTTjyQ+kiGFLc6EIBqAohLImNKoSYz32sCGlQpVKhZy2KVXHcQYmTWQKtdQrD27Jwp5LormN3dzcSiZw/f569JX6/f2xsTNf17e1t1kLt7+93dnYi8i2Xy2fPnmVWB8MKePrk5KSuru7ixYtUAZOTk9euXYPUt7m5aZpmPB7H8IUOdWlpqbm5OR6PezweYJzm5mbY/6Zp8rKpVCqTyfT398fj8efPn9+4cePBgwdXr17FUN8wjPn5+WKxSEXPxkqiJ+rdkZERTdOuXLkyOzuLLwHIMyouNHbpdLq/vx9d3crKioR3CCudnZ3c4PX19WKxGIvFWEtZU1MzODjIMCmRSMAKgduJS7imaWxZ4Wzhax+JRFwu1+bmptvtJl6zWDscDuOQB2hcW1sLJxnEL5FIdHR0jI2NEUdQfFLB4TuTy+VSqRTvgVFHV1cXygq3283ekr6+PjyDtre3oasw8WIQRXZJp9NkVuIgx5S7T3WvaRpKO2pAoA/iNVGmbBMJKGKKqdkG76pNpmYIGxRFjBM43xXh6C0xZxpKWOzxeHxvby+Xy3HvGJxAKG1vb9/e3t7Y2HA4HMfHx42NjQy8+c6BgYFUKrW2tsb8mzC6trbW1NRUW1uLCXO5XF5ZWaH16enpYRKjKEosFpuenuZJSyQSHJjj42OGPaTt09PTWCzGyh0esL29PSYaZAWqOlpntjSD9qiqCvckGAySVLxeb7lcxtaVsRAEqHw+TxEJWkME4TXpAJguM/ghIpTLZW40RRiRiB9nCFoul3l+qRKY9gHkgFdrmoaKQFEU8rSqqslkEm9CLEe4yxIt9Hg8PDUy3OMigu2iqqoIRlVVhYVHY0HfTFNuioHcS/Cs7MMMwRQ1BOeTaRYtPv0lPRaBm27bEAsUVTFWL4m1dEQwQGbNRtLh4CmCtCmzlMT0yBbWiyuLLRuOaq8OZa6V7aMM0C91n4pNjarZlrfL9KbZ7AB5Vy6xYkg2vvIqyd8IJwB8gkyj2PZfbmxs0PEbhhEIBCQEres65oKwN2C6kud8Ph+5kyKmoaGBfhFkgiEOCBATbioqhLC0xbCTqGNkWw9aK0srdlpIzOb4+Bj1FCcNIpLkjoHN0CxKzIN57anYaKsIcwN5u1VhcktMgzVpCD42hYVMt4ZhqP/23/5bpjKJRMKyrJ6enmQy2djYSCNcX1+/ubnJZJHqVVXVWCzGXcFczeVyra+vc8g2NjZM0wwEAiyAVBTl8uXL8/PzoNtUcz09PTMzMycnJ729vZFI5LPPPrt9+/bBwQFbf6mjTdO8desWuZOekmDncrlaW1sLhUJTU9Pm5iY2Q/iRVioVbmowGBwfH798+fLMzMyVK1cgItbX1z9//ry3t7eurm5jYwNS3+rqqhx9QyUFWGA/FyAzbaiqql9++eWNGzeqqqomJycHBwcfPHjgcDigI0LKZ3tXLpcjNBQKBdZ7dXZ2sogb6imrXXCQwE3X4XA0NzfPzMyw6mt8fDwejzsEOduyrK2tLR5y1ort7e3BIC2VSrFY7OTkJJPJsPlrZ2eHJwdmo2EYXCj8CFdXV1VVbWpqAnSVk3lIUoDhLS0tz58/j0QieNlLms+J2PsIxmIYBk4fu7u7qqqiObE3l6Ztfv5SoS0fe11Is1WxJ7JKrIoEk6Qz4xxi6gYIGQ6HE4kEhQLdCTaBCwsLgUAAHiZPXV9fX19f3/3797u6umZmZurq6s6ePTs5OYnLLqUVTfzdu3fX1tZcLtfg4CCykKamJp/Pt7q6ClECEUJ7ezsbSanEq6urE4kER4Xpez6fB/PkEsnrTKiSwCyKRg4PQ0dN0xiNg5Eid15dXYV5n06nocVifU4bSt4ly8ohDRJDfjtJq6GhAaYYgYNYQJoEWKLMN00zEolwDAzDoOHgblaEYM4wDBAmsDgoPxBDNGFQoChKLpejLqSiBbfA79AwDK/XS+FiWRY1B+oO5k+WjYNtb+w0m922YTNi5RpSiLD+k9kkP4XaGMs3OAHwU2gDaFZkCrQEpYVek+BLwSqb8pJwZeOlEDaQ1MtCbeIU/nCWbcamiBUl9k8nCwKn8HjTbONPxebebk+lMl/KCtX+xCk2jaMlJiNUaQ0NDdhfsK/C4XAAdaiqioab68aF4qMdHh6yvo1drUz02ejO7eaDNDU1wS/hA1ZXV+MTBPENSJwiA5oPt5L/pV6XLSm3mLsj6ySnWM9JKrEs6+TkpEpsQuXzOoQbkaZpjGBVwcwCzValJZ6t7JCHVoLw8mZx8mn6eU0Sn6NQKESjUT5JR0fH6OgovCaEXISwbDbr9/ux19nZ2UGBgPdpIpFAwJDL5eg4QRFpjPL5/MrKSjgcLhQKk5OToVAoFoutra3xN/xruVz+9NNPVVVta2sLBoPPnj3r6Ojo6uqanp4mHBiGwSLlra2t/v7+r776ivlZMBisrq7u7+9PJpMUqh6PB+Lu4ODg6upqNBp9+PAhDAVd1yORCF4YhmHEYjEWSSqKgv/L+vr6mTNn5ufnIe4Gg0EYInR+fr8fr1okjxMTExRrwIOAdSQ8PDVCoRAK0YODA7o6j8dDNccRpP6AZgK1rKenB+CXXRwco6GhIYxsMPKtq6vjsHLaurq6aC8MwyAlVCqVzs5OfGuBf5nF4m2Gcw0nEkMAGiaEGeTI+fl5VjUxcqdrAXKnTUfMVy2WJMiTJJuAl8ptmRT/QZBWtQm2TGFbxeyB1h+WlmVZ+FEQVSldedQ1sXIonU4zaCGBMWL3er2JROKtt96am5uj86YcbGtrKxaL29vbmqatr6+n02kKjsbGRkoZjMvB9ECuNjc36+vrFxYW2traJDe1XC5jF1epVILBIDAU7FMp8weV4uH8JZtA0xhMQmLMZrNYO4EW0NHOzMzw44x4pe8BUyVFmCcQqRmLMIYnQEDpMk0TkwSEv2RHl8uFGQWJClsSRuBbW1tw/Tc2Nlho4/V6eUxoGQ8ODuLxOP4JxKzT01MZv8jWe3t75GCIAvwWBigIV2h2CY6gBaZwSbRstjiWbZ5kL8gsG05LXCO+w4YFg2WUC5rtEasZiYbkbJgvILfgGRw5sil3VhV6WfoSVcy9uE2Sb8Kf5evLhCeTpSLEoPZm1LBpK9UXGU8vpUB7vygTp2Vb2FkRciN7lpW9mkRx7RAltwwm/Pb2NvsGmIvx2aFqOp1O2Oag90R1WXtZlgXNnu0ClCAej4dAATOWf7Usi3EAnQYhi1+ECIpxlSnW74DKWMJ7HXACri8lHYefkSpNKnehSizd48llMKEISFmOik1hJyLHmaRPe9Fm2eTmlvCLp9Rw0ERibbq9vX3u3DlMxg8ODtDqNTc37+/vLy0tQUqMRqNYao2OjoKMIQCvra2tq6vLZrOqqmaz2UwmE41Gz58/Pzo6Wi6XR0ZGmO0NDAzMzMzg5lVdXQ2+mkgkhoaGZmdnWVhtmuadO3covTOZTFdXV19fH4MHMuXc3ByzuuPj40QiMT09feXKFVx1mGlDJd/a2ioWi9evX5+fn0+lUkNDQ7iQdHZ23r9/H71aJpM5d+6coijI4DA5qqqqgm+JQO3MmTMTExNut9vn8z169OjmzZtut/uTTz5hw1o8HsfVFnd46O+Tk5MdHR3T09OsLA4EAnV1dZubm/gJKIqSSqXOnz8/Pj5eLpfD4fDm5qaiKD09Pdlslnjd0dGRyWTg9CKdhOgBax/OKjxnqGimaVI2Hh0dcRAJcIaw6s5kMug+3W43V0ZVVZjPrIrEYbW1tXV1dZWlklSaRA3QWrbrSeEwcyDTZg9tCgaaIRiz9v8CgEuIzBR8QjoGADQ7PR3ckrZvbm6OBZOIdihLFUVpamrCGHN/f7+rqyuXy+GghF0AJ3N8fByAiDqGHHl6espccGFhgTnxxYsXCe7oWAzD2NjYgAqUz+cZNILm4cSrqipNOTJfiuvq6urq6ur19XWKep5txhB06jhio7CUuhfiL+S76upqeM54wxJ98BCgJSU8EWtIACzvxCSBN0ZvRzrE7IZQBY2Qhs80TVph3ie05GKxSHtBXuFuUs7DGrMsy+/3b25uwr6mp0RFwOCDN6xpGqsTKSlokbGrhG9CyYUJgwyjmiC8WDYWqEwYqhBOGEKhpIovEgm1FFw2iUjLvpNzyAiNoMyRgwsKzmlv1/gG+ktVqEsZlwIDlm0ebNQWfBnC/cPeIxpCTa/aLAhkUAY/ILfJ73wJnpX5kiQhk7T8dPKicb+0r8lXOFGYS8D7gxLITtmtrS0EtdXV1dlslmKCyAB4wLnlrFJOud1uSk+SGd0ehAPIcZJtXhG27JZwQHQKT1pTLFfhYtLoW4JAW1NTQxDAv4nJAtwxrirdpyEkrS7htMd5oFNi4EK8gm9oCc4Uv1SOkGUCVl60zpDvrVKpaKVSqaqqqlKpsP/54ODgwYMHPp+PYIRMsK2t7ebNm5VKZXNzEzjFNE20E+l0mhKSOhQQvCyUT/Pz8zdu3EBxgV3Aw4cPv/GNb3g8npOTk7a2tpqampWVFafTCedienqa6ZFlWV1dXeFwWNO01dXVqqoqfA/y+fz6+jrTODy7kXYwkIP3oaoq66Ugyq+urp4/f55UpGlaR0cHA2SHw9Ha2hqJRNxu9+bm5traGmat4+PjyOeZwg4MDKTT6WAw2NzcDFS7tLSUTqfPnj0bDocR6mWzWbZqnD9/nrN1+fJlXdcHBgZ4wwRZTdPOnz+PrBt308bGxo6ODi4dIwdMGDo7Ozc2NkKhEDlmbm6Of6Lex9cXcQJ+CKiRYF4kk0nLsra2tnp6enAOYqUXFKRwOJxKpcCawuFwNpulsQsGg+hnUChvbm7iegFsAplQVVUaMqfTCYoue0oZOxzCekN7kfUjC3Bexz5OkCU8wQgcEgJnJpNBzkT1wPUvlUqUkKgsmAjwACuKArd2d3eXATDHdXFxcXV1FeQWCyHLsiAqT0xM4Izf0tLS19cXiURSqRQdRnt7O17HNPTwR/x+P/UWMh7Wo+7u7kJwxZcHWwZMg11imdHBwQFORgBcDJOg2oHtA2+4XC4YAJCBobamUikWjHDBqWvhTxKnSGaqquKugK8ev8iyLKzRPB5PQ0MDokwS2+npKeITv9/PNU8mk3a9P8xGKnoIRLztTCZTX1/PDNjv9yObYxwAuM08jMaaBEl9hrYY7292GYGIvpRFTJvYUcIVqvCF4XQB74NDSAwTtw3+l4kXuY1QywkxxRckatnNW4IhSSMiozAvSDiWSHvpxbWLpk12LD+IZuPQKrYvy7bRzJ5WZcY1xWRXfnERTNssU37JntK0Od+qNomn/dKBcObzedgVyLTQ4h8cHMDPgMLDaTFNk34dVyC5xkvOvC3LCofDSHip4CXbyzRNSiWuG1cSchZUc+4+uFeVWNJJroJhCoWCWlMXO/IgRcvBii42QJDPVLEiwhCiEcuyEEwzGaH6kYgrXy5hfCHjGPlLNvSGkEv9spZ644035ufnQ6EQ/Y0kGtAnFYtFrNtN02xtbR0YGLh//76u6+fOnTs8PJyfn7969SrFOyEAmAVPkO3tbXR+x8fHWK0GAgEsfqLRqKIo8Jth8VDvX758mTTZ2dk5MzPT0NBw8+bNhYWFBw8e+P3+N9980+12RyKRjz/+mBy8trY2Ozvb2dm5urpKRpTcSzZaY9cJeLu+vj40NLS/v7+2tqZpWnt7+/T0dH9//9LSEh1Dd3f31NQUhUkgEGhrazs5OSHeQTcNhULxeDyXy509e/bo6EjX9f39/cnJSZA0kqhUSVZXV09PTwPdYKKN9pHZ2Pz8PFU51r54uMCzJS47nc7l5eWOjg5OwMrKisfjAWgFBwOTPDo6ikajUH6Wl5eLxSK4+tHR0d7eHiBtJBKZmpqKx+M+n29zc7Orq2tpaYlakmegoaEBciwvu7m5WSgU2EsFKsDTwhsDeNRe5GRrNmdq+ZBbL3IcdNuiDwl9UMuDQNLGwd3gwYtEIpAzo9EowlmuAHmlJNzO0ul0X18fxR8kbVSDDoeDBhFFDQhMuVxubm42TRNzV6JDX18floQOh6O3tzeZTCqKwjOM7SqlCURWgGssQbxe7/r6OuPMxsZGeF6sYyNMUA/RplNQNzQ0sGmcpEI1hvQ2Go2yZrW6unp+fp6lAg0NDVxwFITgVAzwQEcVRQEwB56SuklVSID47NCmVFUFZpBOhKdiI3e5XMaLgKmnqqrQYdgGTzCFqIX2mtEsxBBi1sHBQV1dnZ1Zw1WiMvB4PLwBml17hCKAakJxIbvAl5LNSzlJE/syLSFpoAWUfBPmiCxck62JHGcS97GzoIoyhMUj8Rf0T/Z8ctxImke2zyGhS9aFk47M3KoYQKg2JYNssOxp1RQGgby9sjC4l2lSebEFV21fsn6VVaz8ZvmcyrEi8htd17mnyIIBe5gp0iB6vV4UhvKmAEmi7mUdFvulLbHwlSkpB0/uM9d13S188Bn3qIL2IXnLfD80ItI26kxKPZr4snCXBSMBwKD8pU3kpsiDxFstFArwwKUOSk435Y1wCEdcOzYgQ5nE9u1yFO3p06eMOpxOZ3Nz88LCQrlcnpqa0nWddx+LxZxOZ19fX7lcfvz4cWNj49DQ0MbGBpGUkOFwOHw+XygUikQiXV1diqKAjPl8Pjbdo/70er3f+ta3Jicnm5qawuFwc3MzPJpisdjd3a0oyqeffjozM4PBkKqqq6urExMTSKzy+fzo6Oja2lpVVRUSkebm5uHh4W984xuqqkYiEeiyFMsrKyterxcjhfn5+Xw+39fXd+7cuebm5vX1ddrcYrHY39+/s7PjdruXl5dpDnp6ehRFaWpqKhaLi4uL+/v7i4uLkPJbWlpoRgOBwPPnzx0Ox8TEBE8IZNd79+7V1taGw+GpqamTk5OZmZlgMBgOh69fv07pVCgUFhYWuru7S6USpuptbW10TpFIpKenh7JjfX0dT3aHw0GbDrtYURTkN+vr67gbciYURens7GSlWn19PTN/ogMsaKIhCv1QKLS+vt7a2sokmNOPzRt7j4+Pj9lPGwqF0uk0IITsV7a3t8FqXGKbnRxJ2oMa+VgVlByebcPm285TSmCSYG+5XOZlEfOACYdCof39fThHeLU7xQZgXUgg4KOhWIhEIqyGh6WCBBtgB/ro8fHxxMTE+Pj43t5eLBYbHh7u7e3lG1gGguEtA2lMHAFUeCZ3dnYKhQLrcSKRyO7uLmkV9RSDIokc4lFFZ19fX89UUhcrMsAJeZ+WZUWj0bW1NaaJKysrLS0ty8vLSFPgbhhCFEiUIRRSIkD1hBgl6azcCBakcHIg9LGyVFEUutKamhoZWZDcVQnffFoHQ6wdJsMpilIoFBjrkk4YfWliBTrvkzIRaRadmS684Bldk5PgDZACFYFS8Nv5IJrti4EivwjRqqIoXG06A0XQhQAtuAugtRR8im2O4BQuQgyMKWHB9Dio2FDw+oZQ7hN8ua30PWCA8pxzj5BGfD33azaNssSlVdvSElNIUbnUMlLLXsf+OuaL0mf5mrJnlelWF3slJdWLhMqHxWED7JpXQ14F5AYcZYmFejwODCkhb0t8gjpVURSUbE6x/jafz4NOVVdXc6JIOjx3JWGiKT8OTyL6S76/WtgcYkJZFuvNwQB4wbJYNElQNQwDb23GBKC+PD6qqtIuU3JJqEM26JxqSRBTxNoTnizt8uXLUCrYUnL9+vWLFy9alnX+/HlId/F4vKGhYW1tDWdaoEX8dFRVxcMeq7yS2DS7tbUFVllVVcXkT9f17u7ucrm8tLRUW1t77969ubm5hw8fnj17dmVlpb+/n6KPDdJsczw9Pb148SK2A5TJtbW1a2tr77//fltbm9vtnpmZgZXKki+uTk9Pz/b2NsT9b3/729XV1SzuSCaTCwsLsKW7u7s7OjrS6TSmOdQElBVM1Eg2VDrJZPLs2bOLi4uxWGxkZKSjo6NSqfj9/rt37/b19aGuw/Oiu7sbeIomNR6P87yxQqQkdr7DbHIIU4/T01O0laurqzs7OwRlUItz586R88Do4W22tbX5fD5+L/+aTqchwiiKAqYNzadcLkNxyuVyLS0tsViMOTHNRF9fH2P5tbU1ghGl3ObmJoZBDAh5ADg6LGnRhMG6PVPqYiWhaRtNgWyYLzqe8GWKlYc8G16v1+VyoXghYXu93kgkUqlUkskkTwsDmHQ6vbe3t7u7OzU1pSgKHiKmabLvhQyHxllRFPI9lheQYkAU8ZBqb2+n6WTzOXJsTdPgfBqGAempXC7DgGhpaYGQyegaMnY8HgdppAWk0GQFCrJ6Bu3QuGjO6H5grHg8Hs6nZVlra2sYnezv7/MAy9xAx8YVxrNC5gyGgprYOkkoJ7JD0MNXQdqyMPMD6ocuS6ykG8DDBKHb9vY2R5E2EVScTo6nFdk73ky1tbUkb9IMRvaWZUGDoq8lOdFz4/AndSaWUCKqNkifQkFGMT4dBhc8QcDdAIO6MF2jmAAbQMzzUuqVFRIp0xKSDMYc/EZDGNOAVZqCp0ZV5xJurqrgjNjZcLL11AQHWLaSms0pXmY+y8aMU20TUPvzYu8sX/on+Ss0QSaQAI9MpaYgv3B+dLEdAa4ldQYuHLqu8wThPByJRHZ2djCZIr3t7e3xnHIXsIDmhBuGwVAJOyrGHKoYRWNoAJDL91B+lWzusiQUVmIcHR2Vy2VGM1QtTFu4PiQ/0CagC16WZ5Z8QU3GnJW3AUWDgtuuTuGsytshsQGpppO1CCW++qd/+qcszh0cHLx7967L5RoaGrIs6+7du3zHyMgIaTIej6MYQ6TI4wTUSYnBtG9zc3Nraysej7e2tu7s7KRSKUYmpmlCX3zttdc+/vjj4eHhmZmZrq4uwzDgu7OMbX5+/vz583fu3Dk+PkYW2dzc/PTp05GRkampqVKpNDAw4PV679y5w1ZOzAcQuu3s7HR3dzN/3d/fv3r1KgHF7/dPTU2hNjs9Pd3d3UXqOzExEY1GwcqWlpYQ2A0MDBAmGhoaWDeGloDgtba2pus6AHJrayuw9uzsLGYxiUQC+wIYH+xZBKCG/X/mzJnd3d21tbVgMIhpQ09Pz9raGiMlRfhZMK+trq5eWFjo6upaWFigNoT3EQ6HJb2bqXBXV9fc3BzQGWIpcgwyGMxpgSx4ArPZLLRnQJWKcGOpra1FI8hMN5VKUQbyPXD3DbEKgCJdFu8S95BYh/riyEdGBBkfAaOof5m0kewtmwAuGo0yC6mrq1taWmppaWFETfDFtQ7YRxemHMzd2Sa2vLxMkvP7/fl8vqWlhQ0EgUAA6We5XA4Gg9wm1p/hyOp0OlOpFF1LXV0dMwhASyrZvr4+qLzJZJKjJWP9+vo6xSy2OIpNuiNRaJ5e2hQkLmhp9vb2NjY2GDTSPmKAoigKPEOKaEoozgP8bYBoIiP1EBdtb29PLk6Sy4ggyGDoT9MAuRqYDk4ZR3RnZwdbBmmvIQE3yTmkoaSBhsQLCEy+YWxMgqf/Ay4D16VEUGwArG7jgsqcKjstZqiqzaZHgrF0A0RhbhwYuC4cti3LApngDAPWaUIBwrHkG2iOCbJ8SeKPKRizUihiR5vlB7GnQEXIGPhm5cU9YnZYVf6gKfxjJTNIvkMJHiovQri68K+XaVK+vvzxSCQCrQxbSlILVLWqqqqNjY1IJEKdR4FoWRZJlExjGAZ7f0m3VEUUqRK7ls819mHcIEThdIr8K2Ap5QgiUS4pDU9VVZWUujGvQaCBSh5In4LGEo7HNLK8KxAa+dRXCzNk3qTb7ZYqTO4ILyshMfup0GweFPJKOoLBIKwZ3sTh4WEmk8EYFuNW0zR7e3tZPIKPgaIoqVSqo6PD5/PFYrGtrS0UbJqmjY+PBwKBcDjc0tIyOjp67tw5uY2L2Hd0dDQ/P29ZVkdHhzSo1HWdrQtga4xO4aYSNS5evAhccPPmTVVVcRqbnZ11OBxnz561LOvOnTt+v58ZEuO9vr6+8fHxUqkEQMpelIGBgc8++4yFX7Cc6urq8Dk6OTm5fPlyfX09qXRsbKyzsxM/7qampr29vZmZmYsXL9LMPX/+3DTNpaUlfAZ6e3sXFxfxIQJPcLlcuVyOuSNa4FwuV19fj+xpY2ODLocBNU/p2bNnef7dbvfExIS0c7Qsy+/3Y21D1WIYRi6X6+rqmp+fx3wZKI+pABgdnSgrP5GKGoaBcSjcGcz0UT64XC6KMvonoAk4tJDlnMJSnLtPL8KZ428kuKEI2ZMhSN7qP8SqN2x7wUCV6ULguMNAgRDE02JZFugiTd7JyUl7eztTgEwm43A4mpuboSwhc1QUJZvN8ogC59JPUwXTo6PT0DTN5/Pxifb3951O5+Dg4PHxMQt8eMbQJZOknU5nfX19KBSan58PBoPkxXw+HwgE6AL5BqDj2tpaUnU6nQYuhs0P57lSqTQ3N2ez2dbWVsKKIrzvq6qq0um0lIswF2csRPEL/KWLtcYEJjAAXdfxxqPfhYsBeZgOg86M3lpRlIODg3A4zMpPOPCM1RnB4KAGqbJUKuH9yyoe0F0IyRUhvCkLp1an07m3t6frOiCeoigejwcGFu+fVkNmGhnlJWJpCnqLJXg3EKEtMcqqEmuXCLhyQMXRIuaqwlbQnlmZa8rgSKnBe6MmoHMiSvIM8s0Vwf1m2GaKYafy4hxR1oXWi7Qg1UbSeekPqth3JkHal2BDWYPyXwkt2n+vfCd88YZ1ofiS6LHf7wdfRK0EHoBbFkROjAuIHsxBLcHE0TStrq4O0ALSmSlmuhhK8BhSAbOYGQYZZRlnALUFQ3QgPdQskOOARuR9RH3LK3CLVbE2nAetWCxi+FypVDhRBC7mmpqmAWxowrmT2FUSS2G5lQ5hsCUbd1mmmGJxihxwatPT05AGFxYWzp07d+PGDRr2QqHQ09NzeHjIXiS/3x+LxYC5BgYGbty4QWHy8OHD9fV1HlSXy9XZ2QkAtbe3Nzw8vLS0tLi4aBjGF1988dlnn+E61tnZeePGjadPn66urs7MzDx58mRtbe3x48d37949PT0FGj137tyZM2e6urqYyT169KhYLN6+fXtxcdHlcuGC63A4WltbKSevXr0K73d2dra5uRkG/6VLlxRFwYqIB2x7e7u/v5+h4/r6OsMM+lFFUcAu2tvbDcMAr/b5fFAZm5qa/H6/qqq8VKFQYB4GdG5ZFr64T548YWUVCzI9Hs/Fixej0Wh1dXUwGGTktr6+bhjG1tYW8nOHw9HW1hYOh/FnTyaTONHoun5wcNDS0sJ2UqotFH66rnd0dNASNTY2sj2qqqoKsiV1ltPp3N3d3djY4GCVy+XFxcVSqXR0dLS6uoqNAzGdCAKWks1mI5EIdCqHwxEMBjFVMAwDjSB5qyK+7HWx/F9Z+ao2KpCEszTBnrUEz57DTTdPEcC8gOfBNM3FxUVyJ+eqWCx6vV5SZjgcrq2tjUQiEOoQfrBbBlaa1OpR9mL/JgmEPp8PRz1Up7S8xWIxk8lw2rkRkAndbjcee6lUCnYbYGY2m3U6ndggyEqorq5OEXaXdPw1NTXMxWWIISK7XK6FhYWVlZVKpSJp3tlstrm5mQ1uoKkELElfdAgROho7qnVF6ALhsdM5Ed2QvULY4eBZYg0LOQDqAHLkUqmEBTzsa5khKMxRAPOL2BqE++D+/r7P52MEAMGEK88wjFBIqMLbi+mURCO/DlQqNu0jEZ9LJyshSgoKRKbXBFnyHHlaIpZcH8ILd9MUlrkVYWXHBdFtjnRyzipn1RKps8T6LZnpZZq0n3wmoDwOEuiTYKB8OviScKsqOAH2b5P/qwm9xEutpyaGI7IEkW9Y3kEmPpTC3BpN00BNcrnc9va2ZVmNjY0cOcuy0G7yv16vFw0JWQTUhKsBjkKnyGHDjIXhlK7rPL/MDizLoiKkzsMhjumMqqr7+/s8O0AyHBLAA8rfpqYmijZG9Q6xok7TNI4BT7ohrKP4pKZt5ZnEhMm+umBsSfzA3uvLMMXV0HVd/fVf//UzZ85UVVVNTU319/c/e/aMSsTtdgO2SK7g7OwsiLZlWf39/YqizM7O0iOifmMmjNY+Eok0NDSkUqmNjY2Tk5Nr167Nz89DyBwaGhofH4cC097eDgipqirEFqoedGlLS0sA3AMDAwcHB1B2C7bNfEdHR7lc7vj4uLOzE6IQKW1paYmdl3V1dY8fP3711Vch0U1OTkaj0cnJyUuXLj1+/Jjli0+ePMFMoKurq6Gh4cmTJyi+UZEC0JfL5Xw+H41GYeKoqprJZDo7O1dWVjKZzMjIyMzMDA5SdEvJZJJRVl9fH6+M4rNcLsfj8Xw+n0gkFEVpaWkJhUKLi4vhcBg6eE1NzfPnz6uqqtra2hYXF8HfuCwcPq/XC0cR+iJXg4kyKAcEbsrDbDYL0pLNZgcHB5eWlggTgUAAaLejo2NlZQW5ISNDvoFKcHt7u6WlhQyUzWZlXqQzs7cI9geYDGraaIQyWcqIwJeu66wjpoSkRzw5OSGmNzU1AR5wmjHGRO8oYRZwNmoLCCaqqqKmYNOWS7jqVCoV/PPYZM6GOGINTJZoNLq5uUkexUsWRmgymQRllSwDdFbks/X19VgshjqTxMZDyCdCSXZ4eIiTDgGFLNjU1JRKpSKRSE1NDXRESpPl5WXUL3B9AUUdQlDIe0DSSrRCNMnDDEXC6/UeHh5StgNdyB6L9wBsQ5jAOw0U7ujoCM0uwlbZVBE9caCl2yuVSkx80RCjAmRnDtmxqakJvQpfdO0VYWmkKIok/cv2yH5CtBcd4zRNk6QqeXJ4b5owvgGQIIOiFFLEOi1DaEh0wcPiN8qpFe+BnyIlgCRLLoJM6lRFltBQuYQ1nTztmjDlkZ9LF9aSplAB2hObfSppz7X2ukE2PfIXvdTjytdUX8S0ZdaUeTcWi0GR5W56PB4M0aT0gjTGHWeCQE1G7aWqKtaMnEYcRhEdwPbgkSGAg9DW1taSlclVaJr57FBQTaHzMQR3mnE1onP+i50ZoRhiOagJFTxjDt4Sn442xrIsHgT0SMA8snpgDkU0kz2ovIPymksumP3kqL/927/t9/thNCmK4vV65+bmXC5XMBikLgsGg+l0OpPJtLe3K4rS3NyMqcrh4WF3dzczRXSWNFWAew6HY2hoCFtOXISWlpYuX778+PFjCLTsnbl79+7FixdPTk62t7d7enomJyeHhoYURcEmlEDMb8H1DRg5FAo9fvxYVdXBwcFEIsElw6qbHI8ohXVXDocD0SRaFPx1FUUZGBioVCpfffVVS0tLOByW7tvAUI8fPx4eHq5UKo2NjSwwWVtbOz097ejooAVpaWkBu0d5BtAK5HXhwoVUKsWSHQjDra2t9+7dw7EILiVPIwAdK17ZXiJTMmgJf1haWmK9GpqcpaUl0zQR3uVyOYaRqqqeP38e21jm3qjQsOQAYjUMo7u7O5lMYvWAoobje3JyQv3OU4fWEPolf8PgihdnEmCJKT3FI19yKGXZKPKmoELYEyehHLMLHh4ZvxRF6erq0sSCC1RZLS0tVF3JZHJgYIBSF+1puVxGNJnP59kdTbfHmARsmfGkx+NZXFzs7u42DANPKK52a2trIpFAY+P3+3FiUhSFxwxTTVhdVLiwuhCigGybponnH0g4BVAymaRWpQ6Tzj6FQoEhJZiBqqr0dhSCjC2xP0S1QteI1zZOijCJimIHLzRUKmLSJPkMKhBYUSaToRcBWOaCE9R4goBtgOvRiXo8HtIniTCfz5Ot29ra2IbmEqtX8GPSdZ0ZqvTv5uw5hfMiUC29YFm47djRMPsZ4MyQzDSxz5mpJF2IJTyNFUFxPBXGtqYwwqVgol3mB2W+qQhXPJkFVYGg0qkbYo2Pw+a3bNpkyrpNES/LQfNrfHJN0IMVm3ePbDftsKommLH8OKFcs9FuZQqURepLuVa+PXsul9eTDQSWZQUCATm/lI0jIxs7Ikptx/zbFCsWDg4ONCHaoZvHJERakEK8ANKn1yS94bBoCAMmZvxkNepC0zTJdrwyqAABiubh5OTk9PSUkQr3JZ/PUxs1NTWBJ9MTY8/C1SOPcpaYTxPHJNxNWgEIMYWfMP2hRBQqwqHQNE0NLsbOzs7u7u7s7Oza2lprayuXBsbpo0ePVlZWgIbgIqIki0ajKysri4uL6+vrkDwPDg7IlziSg1azXbK7u/utt95aXl7u6uqqr6/PZDKHh4dLS0tvvfXW5uZmc3Nzb2/vysrKm2++idH54eHhyMiIx+P59re/3d7e3tfXxxJsCljI0z6fb3Z2Fjc4VVW9Xm8ul4MGDQo6Pz9Pu8YjNzIygoRoYGCgv7//3r17iqLE4/FCoYALAdu4amtrP/roI5qV/f39Tz/9FMULPgCa2JIzNzdHIsH7FN5KuVzGHBUb2HQ6fe7cuerq6rGxsddee21zc3NgYAC7QbYvkUUCgUBtbW17e/vFixeXl5dXVlZgda6srABXUvShIiWPKopCXgTpcjqdhL/GxkasdKUkzuVyra6uSke9QqGAXwwxCxGtruvQPlVVpRJEZQuKa5omFoBcdg4uJbkq5GimjQdkn2gqNo6f7DY4vnwuOBrYG5VKJTwRWc0mjS6ZlFMG7ezseDyeo6Oj2dnZpaUll8vV2trKfh6/3x8Khebm5oh6iUQCnh78PQaN4CXsZ0VgwwIArA+Y6jmdzrq6ulQqRfMN3M0oWlXV7e1th8MBIlosFqEUUlXU1NSQUEtimUY4HKZ7g9cK+IGG5+DgwBAS78bGRgBeRVFisZjL5YIaRlI3TTMUCrnd7qOjIzixMKH4dJTYdNUAEhipOMTGJTQqxCnSs6Iofr8fKJssmE6n8VdCh0oEsSyLhpV7B6VW0zS83WH2MTmG/kbEgaPLY4L/zsnJCcVcRVhm09LJUK68iMrK/tIhHKPA3MAkyev6i1xZS9Ady2I3J4eZ8yMzJeNPXh/IzhCG7yRjfkrSVfhXzjln3n6qDcMoi7VivDdLkG9lgWgKSybrxZmFHYZRbF/ySZF5UbHtSZb9Nzi/PUObNrKufBHtRVG1nM81NTXhM0XxgYOBy+Xa2tpiOgjxOBwOG4aBT9b+/j7PQiqVAs8DR0FqBR2Pmi8YDCKC0DQtFApxGNiPeyLW/8GkkatmKM7Y8MUTRLkMLuLz+QDVmB3QdTiFu4UUoQF1UMkB/nOtsPLnyjCK0nVdUnahqVvCoUxeeYcw27NHLRnl1N/93d9lJy2GqE+ePOnq6kokEmjIDMNAzoynK8bW7I0KBALLy8sXLlwolUo7Ozubm5tQ+fP5PBPBQCAwPj4eiUSam5tRC9DxyGV7Pp+voaEBpz0qkZOTk+7ublig9AexWOzp06dXr14tlUr37t27evXq4uJiX19fJpNJp9OARfF4XFXVqampmzdvTk5O7u7uvvnmm3jaIX2DXGqaZmtr6+LiIgfo8PBweHhY0zRcQL/44ouampr29vbq6urNzU0wH7/fPzMzE4lEmKhh6Q7fZ3l5GYM6dGybm5uVSmVwcJB0lc1mT05Oenp6nj9/3tHR0djYeHJykk6n0eo2NjZOTU0dHx/H43Hm2NXV1bOzs6zU9nq9sI3YFWeaJrurfD4fzQqyk2AwuLm5GQwG19bWTNNEIJRMJjs6OhRFQSUCIUhV1f39/Wg0Ktliy8vLhmF4vV7cXpB+cqTgAlCk53I5mMOEZhASOwqkCba9rL4lNY4YKmOQJfbuohmgucSFEb57Lpdra2szDAPTNXyLDg8Pe3p6jo6O6MA8Hk9jYyMcE+gztbW16+vruGcoikJ/yS+lyzk8PGQEXiwWMYKvVCrpdBq2QkUstW5qauLJgb9uGEY6nY7FYoC9lMxgDEARrDHBdRMtIzMbgCwQbPYNgA8rYuJIgN7e3ob+Rw/KJF42XjCeWAYOkgZSTV+rCAM2qnLKU0mSkrESJJ9R0MnJCaIXJqNwEckitAhOsS2L68+E2OFwwCFi6kmhRkUIfySbzfI9mqCeIgwgiULnplxALaooCk4aMgHISsse3GVT5RBf9r5Qcj4l8YcihghoCAkNeQXWN9eHN0mtRhpjYsLrm2LdmCmY4fY0BsvMtEnjVdvwXs4jdBs5S0pTJIgiWTkuYRcnbxY5RuY22UdKFFdeFvlS/Ihpk3VpwsLG/peqjX8khcvcaMMwWlpa3G53JpPhSHCnWNzGpZb8avIr9kCnp6fBYNA0TQY6pVIJjEpyeaioiPOVSgX0gq6G6kTOkmFLcBqhzvLsGIItyByUIEZJ1NzcTBIB4ePiuMRqBNM0kQOYwp63rq4OnjahjDfM7SM9yxfRBDVMt7nhSzqVvWvXOjs7S6US4oQnT540NjZubGzwsVG2XbhwAaoxJMD5+fnm5mawMlofYncoFGISBjU5lUptbm4ODg5evHgRn0O4iw6Ho7a2llfY3t4mN8CUGRoa+o3f+I3W1taTk5M33niDMqG9vR1S4rNnz2KxGG0KBRGLonj9fD7f1dW1vb29t7f3xhtvYAVQKBRisdjAwMDZs2dN08SmQNd1lEnhcBjv+OrqaozxwuGwz+dLp9NAppFI5Pnz511dXaZporcFVcMnATo+pTr1S1NTExu529vbOdYTExPt7e2Li4tPnz4lOlcqlWKx+PTpU1VVr127lslkVFVNJBJLS0sDAwOsgaRvHh4eprxiPIa6gEgBiYkjmMlkoM5WVVXR9M/Nzc3MzChCC4WOECO9bDZLp07xHggEsCwAQgEhYBU22nMcdiggFEUBapOhhOeTSCH/C7TFqZV1tCy3FZt0jMRcLBZ5mAEYNE1DNMkOZGyPmK9XKhW2VKIJczgcyWQSniQPrSl8VeSDx74wRVE2NzdR6TDCtCwrFouxA5zvZwSA4QDcGYKLzLiIOGtra2tra7FCLBQKjOuwYtY0LZ/PU16gFGSco2ka2Q7RSKlUYv0IYQ6UAjOmnZ0dJqayW4IbxcAbk0gOIV8nJyfMCGFSkBIYbMMI43toPTmQZbGUwyN22JGYma0WCgXybn19vdfrLRaLjD+8Xm99fT1iGJpFejVLKCmPjo7g5cphKhcZiadlWfZeU4Z4ezslQ7z64pRO/go5dgL1tecG+iFOAvQosjtBkAxB4QLYSzdDdSJzJKlL3jhejQsC75rDD4qrCKDVeFFYSeNr/yeJ69onnZRuliAB2DtOe3MpE7NisyyQszfNRiOwv4JMk/acLf8Va/XT09P6+npK+ePjY8plj8fDeUMESUsHeZufhevucDgAojRNY1cPCZgMxLuFQFCpVKAukox5Nuvq6mCKyevJ2wOYJBorikKuYecxRCTMzyuVCuMDDiEdqmFzxlDF6j3aZVMsNmBcShqWLTvcH5fwypAUKr7HIST1uli9Ii+1Vl1dHYvFJiYmeBJ8Pp/X621paUFlODY2NjU1heBU07Tp6elIJMK65lKp1Nraury8vLe39+TJE7YF4Um2tLQE8okH2+zsrKIoQ0NDOzs7rCTjHOfz+cnJSVTkcHRx5Ono6PB4PJFIBLo/3talUondFDyc+Xx+bGxMVdUvvvgC5SwmwpFIZHJy8smTJ+fPn8/lcqOjoxsbG6enp1tbW1RVVE8YLzCDyeVyi4uLDocD5guGL4qiPH36FH5QOBy+c+fOwsICMDWGZ/QKvb29/f39r7/++r//9/++ra3t+9//fjwev3Tp0q/92q9973vfYyba09PT2tqKky1R7Pr16y0tLewgw2ijUqmwU2xycnJlZQU/PFqlo6OjWCy2u7tLxSfHFWBilH6UArqut7e3k/KDwSA2quVymQ0VDKoVRdna2qKeQPoJPTUSiWD8DfwlgzJLPCjrOEyKjaongyBPtfG1rZmKaEntsxmeZyy8DcPgIyiKEgwGCWq4CqDrN01zfn4+EAhg8EG3xJXs7e1l08Le3h6dNGUTO3wikUg6nSbnMfNraWkBCaD+BegOBALsnmtoaGhpaXE6nfiSg4KCZvODbrd7ZWVlZ2eHrgXEG8kHybK5uZlGE80Jyle6GafTGQqFQMgJBDDXiFnRaDQYDFK/MptZXV2lWWEsAosnm81yoXgema2AV1On89sJMcyTgEkdDgdaSVPQUmRYoaml53a73eFwGKMGOmnQCEvsb2K/HmNjhlikq5qaGhpQIDjmo7QUpGfEuLxtGdDtOfKls6EIgaMlNmHJlGkIf1EgClUoAsmvTrEi0SE2zPBLJWcHCSbvTREqKVpDhzD1JlcRai0bE9Xe8Ml0TprUbH4Clo0MbM9/9j5V/qVpG0Pav19m2YqNqS5nH1xemV9lI6vZuLX2J86OKkNzpdVD3CzvL9tbyVskPNiIXM/j42MqaU4dR5dhNogIvNnd3d1cLsc3MCJF8AaNjkdPgtU85hwhkmVZ+M6T4cBsfD5fMBiEwcfHpKoGe6Nv4T3wti0xoQAWph7iTvH3L2HmXN6SzX+f9oaAVhEuIvJeO4rF4snJydmzZ+fn51999dWHDx/yw36/P5FI9Pb2woLJ5XKXLl168ODB+vo6vlOrq6v5fH54eLhcLrNTKZ/Pd3Z2ErVN06yqqpqdnQ0EAr29vcR3wj3MC0VRiH0s7erv79/d3WXq2dnZSaWcTqehFBYKhdu3b9NaTU5OcqWgLKGLV1U1FAqtrKxcvHjx+PgYQefg4ODBwYHP5yuVSq+//vqnn3566dKlsbGx3t7efD6/uLg4NDQ0NzcXjUZRYbJlN5PJdHd3JxKJqqoq/Gk3NjbOnj2LVIAMt7Gx8au/+quzs7N/+Id/qCjKz372s5GRkbNnz964cYNmur+/P5vNrqysQIM6e/bss2fPDMPo6elhSzZRAFQEfxkkIvF4fHFxEYMFpxCDJ5PJaDQKkEuyYb8dtYVhGBx3zNggP0MkpqPSdZ1dFm63G3ZoY2MjihrMvldXVwkxROqjoyNJVVUUhYhD4ytrZ/n8G7blO9rXVCWyOpMPOeRySj+816UVFqbnrAQIBoP8ar/fX1tbi7HG8vIydINMJkNhBxyCRSqUAan1hNBEZMTsCbn0+vp6NBqlWvL5fORCWklVVXHIg/+MweH+/j5RoKGhAVEm2R0bQpRnrFXK5/MoiEAXTUFkcLvd+/v7eAM5HA4YjFAtmKPDT2ZIRjMXCAQ2Nze56YyFWH9YEr6DSFZApY6OjlRVhUTKZAhzA/mYWIJ6A1hCGuMe8RmZqnq9XihslCZcQ5/Ph5MOLQhHjnMr4w5lBDmAoReLklA9YtbK+aHDk12RvbqSSVRyMV7KQxKqpYYGfZVwa11dnQxzfF7eiezewBs1ISyRtDWHEPKqYpUmmbgilpBoQu4iB5mWbe5o2rji8p/4LDLaylhsCPMgXTjN2pOrRK1lrSkzq72ekElRPoCqjfijvkgCkh0nEKiiKPv7+8DyyChRVRKcgU/dbjfcN2BbKDmcQxpKTbhCAstblsWSL01sqSL+cCD5mFiwUd5Bu6VORTDG4B+CBbgd3pkcIQkPUMqArzKu4qlRFCWXyzEQMQyDmrVYLPKdjJzkWeIEwsDnJvIHefwqQoYkSxZdrEaR1Yajrq5uamrK7/crijIxMQGrs62trba2NhgMbmxsYF+AzU1/f//09HRHR0dNTc3U1JRlWVDjmN8gVMC0jKQ4MzMDGlAWtnChUAhuBbAPKOjh4eGFCxdoJs6fPz82NsZ+RNYlfvLJJ4C6qPQwH89kMm+//fYvfvELRVGwbGVf2NHR0fPnz10u1+bmJjEX+mskEqmursbiBGuMwcHB0dHRb3zjG9Kbra2tbWlpKZ/PX7hwYXd3t7m5+cmTJ93d3RcuXLAsq62t7b333nM4HL/yK7/y/e9//yc/+ck/+2f/jJvx3e9+V47QA4FALBbL5/Nzc3Osem5tbfX5fIhMUqnU8PAweRHQGCdSGEkdHR0IPRsaGvx+Pxo+AGr6wj/4gz8wTXNrayuXyy0vL+/v75+entbW1vb29nLXa2pqWK1M+byxsXHmzBlMcBhj+P3+hYUFEF1d1/FGZ0DLKNQSK8lo9XZ3dyXpnHwpSUByIqUJPqEieNvy2JE/JKxEEMfWUor68QGwhMAAvgyoDtFWnn70l+VyORgMejweRm7V1dWpVMrtdmPuw8S0VCpVVVXRLzLYUFUVKjJNczabpQdNJpMUScVisVgsBoPB9fX1KrHUnoYjn8/TmAKWplKpYrFI2iYcbG5uEr/YCkfCdrvdzGkIEIqiOBwOeF68SZIKl8vtdre3t5+enu7u7jIv5JqYwq+HQMOEArYtnxHwUDYcmpjzyWaFS8Rr6roOvRA4QVGU4+NjYDH4jXCDJUQsxT/ER1JvSWxJKpfLAHqoYE2xg8k0TSoDHA0ty2KoadhsbiwbV1Z5kfmi2jZQOoUFj7wUFCIcCfKoVA3SJJGewRikFZEilmdZwnlVlne8Dbou0gaR9/+H4zSN6ywbSvkRVBuIav+yxKhSfs9LP6h9zWldsYHS8i/taVjmflKg/aLZ864i2nT5wJpCaAvLwRR7zRh8cALJc6ZpQtWWdZUqdnv5/X7uO6NBRVFAHVCc60KdwrMssW5DCKUg3SiKQhtzcHDAb8TLhfkCkYeP4PP5pGyJoMRt5e6TLynEi8UiZDo+rESG5XUGz3eIBXMcA6ouU1hkcEFkTw/GoNtWiEvU/Zf3/b/8l//CZT08PFxcXGSuk0wmDw8PWaTFrs3GxsaVlZVoNEqFm0qlOjs74dFsbGzs7e319fURhurq6ubm5txudygUgh1aKBSmp6e9Xm8oFNI0bWxs7JVXXtna2spkMo2NjYlEgmcYzF3TtGvXrrHXqVKpnD179uDgAOHm8fFxW1tbY2PjRx99xDbQ1tZW0zTX1taam5tB4WdnZ6UbdV9fH1zqR48eud3uc+fOWZY1MTFB4wXvFE95INmjo6Pu7u5MJnN0dDQ0NNTQ0IAYFEO1QqHQ1dXFVpNf/dVfvX//PtShJ0+e/Oqv/qqkgRQKhfv372PyhHvF6enp06dPydm6ri8vL8fjcRo4RVHgtnCgS6USjvBIP5HxqaqKb9w/+Sf/5Ac/+MEHH3zwne9857PPPrtz585Pf/pTr9cLBRReWTweX1pa4m+IF3t7e52dneQA0zQ51rqusyJbtghySaemadSVILcQiWk+KnZPKYEVE9RkEuWocdpkTcqBBudhoMIZhY9Dd84eNNjnlmWx1ZJoSM1Lu8k0Eb47x48pI70CeZfNR/wlg6uuri5yG+FeVdWdnZ1YLJbNZoPBINw3tDf4eEHqI19SB9TX18N3Y/YJtkw1kM/nWfcN77RSqcDUp14GU5VPL4vYMI6vVCo87aqqtrS0SJKwS+zRNcQyL8uySBjkSCYLfCEJVwWvUtM0hpo8yCyzhJvjdDpJt7yypmnoTxiylstl+ET8IuZVECgODw9ZS8d9TKVSkkYB54hNolQDliB8oq4xDAOfWxye+VdJoLVnDnu+tIRfuUwVEsZQVZXKid5R8m4IPrTaUKapOCW1xLIsDrwiRlmm4OmoghsCq0girpxkTdNolyWPSb5Dbqvs/MwXvQ7s/5V/MAVvSDIAKkL6Yv+y96/2LMhLlb+2PlMTwnzZzmrCvU+mTyjc0p6ewh1mfqVS4dYbYkkOYM/+/j52dJqmSViCBbegJkAjHCqocwAPCJbgHtJ31tbWplIp+HpAj4QR9CF0k9Q9dvmQVPRCagMcPhF72nHmgstGoCZgKgKONoTtO08f9DTLtl5Cyp9kRUJ8UIRDBU8ZoK6s3rTDw8OZmRn2SHP0E4kEtB2axePjYz5hc3Pz8vIy0OWlS5cWFxfdbjcreWtra1dWVlRVXVlZefjwYV9fH0p80L+lpaULFy50d3ePjY3JkUwqlerq6tra2urq6oJbGI/HNzc3dV0fHx9HBhMMBn/0ox/B2mhubuYVMBtSVTUcDm9tba2srLjdbuT8nLDm5uZIJHLp0iXDMPL5/OnpaSgUamhomJ2dBQBMJpPQxiYnJxE/MDG6efOmx+MZHh7+5je/6XA41tbWZmZmKpXK1NQUyWZubm5oaOj3fu/36uvr33rrrXK5HI/Hr169yut89dVXDx8+BDhtb28vFovf/e53YanFYrH5+flCoUDvzntOp9P5fH5jY4NwubW1hQsBJqjlcpkNG9XV1b29vf/iX/yLt99+W1GU73znO4qitLe3X7p0qaur61SsYm9ubibqYUwPm4lyZ2Nj4/DwkIWpbFahhj0+PoZayRnFhdWyLOBKUiYubsqLs0w5c7JepEKoYsCuCH8NGWIcwmpLbsTkytTW1oJ7MGPr7u52uVxy3Uo+n6e8dTgcvb291dXVrAAEj3W73YuLi8fHx7gmcaz39vZgJpPq2A9FY4Q4jN1hdXV17ODVhF27w+GoqalhiI7kf3Nzs7a2NhAIYKRCCKOphS4HtScajeJ529LSAg+eZg4fWpKTJNai7ORO0VBS5KVSKcaxGNkTmEAFMdrlsvv9fioYwsTp6Sk9gaTh0InC+IX8BWGtWCxCfKU+hgbF0BTasKIoNBOWoGZw0QqFArV8JpNBWgoSjtqHWTtJ1+fzQSbCWIpaUBXTII7WS1M3xeY8p/xDJjgER4KXJiiOpENTGLnBM2JeJbMpHVLFpvqQ0Jzy4hpFIr4pPBPUF2eQTttCFVn52ecOfBZDKPRl7WJHnuWnlnWDYVt0bG8Z7blW/o0mdpCZNvIdf1BtI1L766svDmIVoaZQBM+cV2BsyQkBCyU4syIQgS++/4VCgUKcUlLaYlNy0clx2dGSqarKQhhQCgodCbSAGzHjAPmEjqRpGugFJxBWM5Luurq6KvHFqBUDS1K7Q/C9uQIOhwMSOKJSU/AE8XCWPagpFqToYhcsH5DfC8Bm793ll2ZZFkEqHo97vd6urq4LFy60tbWdP38eWx/ZrLCpuKmpaXp62rKs/v5+wzC6uroonMFdDcMYHh4ulUr9/f1spwqFQt3d3Z9++unU1BTvfnBwcGFhoa2tLZ1Ow7OoVCqXL1+GyEeDv7GxEYvFpqenR0ZG+PB7e3sQsTC3K5VKkUgkGo0GAgG32w24enR0dOPGjbW1NYILnT76xerq6o6OjomJiWQyCd777NkzoB6v1zs0NDQ4ODg9Pf3s2bNCoQDG63K5BgcH+/v7h4eHWa31R3/0R9CpOYhDQ0NPnz598ODBmTNnQOcURenq6tJ1nSVlH3zwwYMHDxjiXrlypa6ubn5+niYb4nE2mz1//vzp6ena2pp06GBOWalUcMGVJt0fffTRxMTE3/3d35E18/l8e3s78BrcV0kGk2gDsv22tjZNLEJZW1tbWFhAJ0PTFg6HQ6GQoijHx8ewfkBogUkLhQIyPhngJBOBkEQ8MsRuCr6Hqs0hZONUeVVVVUwyTk5OKFOy2Wwul8NojQCNURTJHhon0W19fZ0ilwTAm6yrq2tra8MWv6OjA5gRy0AyLqVxQ0NDIpFYX1/nruG6XiqVYrFYKpXKZDK8GmmMDF0qlU5OTqLR6M7ODlbshUIBKBjTNWnoAWC7tLTERSNAII2ww2uMZACyNGF0YBhGIpE4PDzEh+Hk5KSlpQVFMgvY8THml3LBeXuWba7GLyVdSTJFPp93uVysNMAVyzRNbH24d+z4hEcGh4Kmjb42m81C36BZJ1U4nc7m5mZsJfDIxfsXXQEUJIYsh4eHvA2uKqFT1v4S1Zd8VMWGMdpLLs4SoZzzDJfHEhqhklhAJkMkoDEnk1jMlVdstBrLxijmb+TMlYhJfqL+oy3mv7rwXTNsGk17zuN7VNtM0RRDWX5Kdsya2F5g7yxltjZtpj8yQZovLofht1u2L8XWr8sCV30RTJYNKHUYsxKKMO4OEknOKpiQvJKhUIhKq6amBhsgmOEcSIYgDocDRI0pPrxc7L3oRBlPsjXBNE2+R9LWmLlYlrW7u8vRBTzgHVYqFV3XpWAa4ipeDaifeSS53Tx9lFPwj3iyZHEjL7glhq+W0AWUxQ5gKUyyX2HLstQ///M/T6fTa2trEOuRKGBrrqrq1tZWQ0MDgn3QNsjK6Mw6OztHR0f7+/snJiZcLld/fz/WXPzK/v7+XC4XCAQePHhw4cKF5eVlnl5aaSJUfX093QOn5/nz593d3T6fb2NjY2Vlpa2tTdd11j7fvn37888/v3Xr1ujoKDmytbUVwySen1wuFwqFNjc3Y7FYS0vL/Px8T08P1S6TQriaq6urjH9v3LgxNjaGBQ/e5RcuXFhZWWEd1cWLF8GBvV7v0tKSpmm/8Ru/cfXqVflg/+IXv/D7/SMjIx9++KGmaZcuXfL5fHfu3BkeHmY/1+joKFrPtra2//bf/pvb7Z6dnUUM6nK5WE8Yj8dhVHMsdF3nDTgcjvb2doQrPT09v/Zrv9bT0/Po0aMrV67cv39/YWHh9u3b2C9QABLl8W6Fr0hqgZCJrfby8rLT6QwEAvX19fgZ1dTUbGxs0LIzS4caBp6G21ZJbLe395QOsebQ+ocIQfZSV/4rnFUCHHRrpr8eYa2OebRlWfl8nvpJBghd1/k4xHccawnulJmAoslkEi0N211CodDOzg7RjfkCAfT4+BgUhP3VOLODsoDC4chPgsGNVtM01s+R8BgNkJlolJlGw+IzDANiIYgfWZZ+jpbF7XYzX+jo6CiXy2TleDy+trYG8MVogAkNUmbLsnAy4xmWMg85pKkIHxwmqRJ7JN3yGRkfcDwsy6qvr8/n85gZMV5ShXdPpVKBE5TNZum8VVU9Fqt9ISuVSiUMeLkdcolmY2Mj3TzjJUDmivAikKdINlWKYMHITMCl08Rck8PDkSMvUmOpqgrqoAl+I6NfadFgRztMYRXE2QCptr8rak2n2LhpCXmxrPkkGVB90f1Ht7nMS4SWf5LYr73v5PtVocW0BFFAs5FdlRcNeO3FhHw1XZgi2f9Jse1gsXdIJAbsArxeL5MOTDkcwlPJ5/Mdit3daOv51Sg94Iik02lkJ7jz8Gd+BUeR/4VZDbakCiUMUZfDTP9HDcSONodYvkSdhLxeVnWGYTDs4G94shzCiJ+nhsqvqqoKhYmsnzxiXTlsYcuy5CMgSyiOvfYidVECthJO+P/BgH/9r/91PB5/9uxZR0fH1tYWV61YLLJ1ix0gly9f3tjYCIVC4+PjHK+mpiY6euDvmZkZ0H9irmVZly9f3tvby+fz+JBhdMcIOhQKbW1txWKxnZ2d4+Pjs2fPYo3GaQ6Hw1j37ezsjI6OYrENf0fTtEePHpGkr1y58uDBAz5VNBrd29trb29PpVIOhyOXy+lip8Grr75aV1eH4V9fX5/U2CqK8tOf/tSyrFu3bs3MzFy6dImq3zCMoaGhUCiUzWafPn1qGMb58+d3dnZu376NF7z8Qj9KTXD27NlKpZJKpfBz13X9k08+aW9vDwQCf/VXfwX/ZW1tbWpqyuPxjI6O8ih6vd6+vr7Z2VmehHA4vLS0pKpqT0/PxsYGn+vdd9+dmJi4ePHiD3/4Q0VRNjc3PR7Pl19+ub+/n8lktra2TNNkII2nzMrKCqIapk3FYhE9PgertbVV07TFxUV4KJhD4trMg8rwgDGAoijlchmMUdJ5JL5hCa2YxJpeAohUG+zGCBkJBCgl1nTQ53iSt7e3Qbw3Nze7u7t5M+CQMlElk0ngQXa3wT5TFIXpbEko/fE9p06iXOVYwi9DRIh6EnwJcjwd+erqqs/noy4uFAqtra2Qqtxud2Njo2VZNMfYGuzu7sJ2Btze2dmxLAugiQmZXBPB1irCgWEYAE2qqrK2TIZyXdeBjhlJ8gow4wB4aYs1YSjBladIpxYxDANrWXpQy7JQ9DocDmpWsFmI5QcHB/CqeJNQHA3DwBDKNE2KDEnWJxhBGqCokgmDal1VVbboVCoV2gUaVmgdqo3eadmcaywhL5FtKCmN8RsZVEIXhnBIsAsEDcOASyxfR9d18Fh+nIBLt0qUhCmmisGhbGoBbIjsFdtCAkNo82VHaL3I01FtX/Yu054CJUwqU6/sXy0bOm1/cXvjKK+PafNMkL9dEViiIQziLdsmGcMwcBRhHSahe3t7G8UwlxoqNVQMEJqmpiaXy1UoFJggckIUoRjhXtAFyXNOqUQDKhcPSMYQnAAk0YqiUBwXCoVKpeL1esl50hgWFyomHTSmUNtM4QbM9UEQKP/Lb+HjQE8j7cn2kXGJJlbSkp4lOYjwzmmXdA37zTJNU1teXh4dHS0Wi7ChMPdpa2vD+mdtbS0ejzMiev78+cjICGRCrmA+n08mk7Ozs+w92N/fb29v39/fP3PmzL1793DdJQ/R7NfX1/OB5WRld3f35ORkfHz86OgoGo2OjIyUSqWnT5/Klnl6eppKZGNjY2pqCkD82rVrqVTq1q1bxIL29vbj4+PJyUlFUbq7u0dGRqLRKNd9YmKCWXFXV9cnn3zy9OnTZ8+ejY+PHx4evvLKK8DCRIT6+vrr16+3trbOz8//5Cc/GR0dHRkZeeONN8jB9+/f52r+/Oc/Z9nZxYsXvV7vvXv34vE4vRGZ5sGDBx999NGbb74J6aanp+fChQtcbsgIbW1tOKZqmrazs9PR0UGFTg7r6uqi7x8aGvrWt761sbHxL//lv2Si+dOf/tTn83388ces42baSpzCqsM0TbSAR0dHmUxmZmYmn8+TO5uampqbm5kx47CDcRr2p6xMIUvBhZOYBiWnLLFVYWggizL595aY+khMiada13Xkj5ZlIRbSNI33IE3XDg8PQ6FQKBQql8tcENpcUCDWteKSyHgS5Nnj8WxsbBwcHJCNaKc8Hg+MAJwNIpEIWBDDQigPeIt0dnYy1WYlGfoz8BmW6tCBra+vm4JWx/oXYgFyMd4Mjy4Yu6w5GJQGg8FwOEyMhqFDTgqHw5ISjDbXMIxCobC7u4tOBmMNyAv5fJ4/kDlIh6BnODyQybjaTFUovQ3DaGxs5ApYYobkcDiITRjSMnliGEmvxno+Hk/DMPDk04WnKzoZkjdRhmUXtL+cIubiECm5pKqNRKYI21gJIao2qFb2cIaQOSkv8mLoPovFoi4cHDmWZES6edM0mZ9RahATK+KL2TCZVRFW8rK1JV9qNuG8nDHzmnZ8VYZa2TgaNusD+f7trYwEYGXmM4XFvD0L2vOxYmNOmTbjApnC7d8vnz55MXn/ct6sKEooFCJ6gHyCIBI9LMuiBERtjxEKwu5isQjXTPajiqJw/iUMTjCkn3M4HNRMcOtM02S5CkmLhw5eBQA7v8shjD5w3cLqnLKGaMMcgWEn8A80Gr6HApRHwxCLVDkzEMckgwwgpCy8tVUhMtE0zWlzM5bnVmrDNJLKrVu37t69m06ngVzm5ubW19fRAuZyudXVVY4pXCEYw+FwOB6Pw3SA348Y0e/3P3jw4I033lAUBSeIhYUFp9N55coVbF+I4JQP4FeRSETX9b29vS+++OLw8LCvrw+3lHPnzgUCgYcPH2azWezddV3/+OOP9/b2IpGIqqrnz5+PRCKLi4s9PT0ulwtg9vT0lHnnuXPnrly58v7772NP+s1vfrOnp+fg4AC/+C+//NIwjN3dXYfDwdzLEiy473znOwTojz76qKqq6q233vrDP/zDL774AvF4JpPp7e396quvRkdHb9y4AX/kgw8+4NycP38+EAjcvXv3+Pj48ePHNTU1H3/88f3791VVZc8iekFFUVKp1Pb2NnoPRVGQ8XJuQqHQr/zKr5imGYvFxsfHSS39/f2PHj169uxZfX39xx9/DElqbW0NVhEW/Krw2IzH4/F4nBpocHCQMFEqlWikADNRAUIuZbpuGAbLsJjuyCgjYSXFRtawP7SynjVtxtOyJQWrgUfH6MvhcKysrCAfNE2T6TK/izzNJAx5Eu9NUZSGhgapl+dMg9dx9Pm9h4eHzFQgEieTyf39fdh3hmFgZcfCVNQmGxsbmMxRYmMGJAtPxpkeYWIObAsRcXd3l+RNY0pGpCJuamoicuE5RYLnZS3L2t3dxSdT0zQ8bBlYQtgxTRP5LH282+2G6YMpXUksBayqqnIIz8KKkPqgvi0UCnBeoGMg9ORXk8O4hrKXQjBAU85oE/9hWMG8FKbeqqri8sEn5XlB26ooCtZ6DQ0NeBVhGMTdMWybfuUf5PFQBedTDsUl7AkvA4qK/RsoQTgAmqbBw8TqgZfiWaCUBKxjouYSyz2Yo/OaMqURrCUTmNSu2Bitlg1QNQWtyZ60ZLFoCUs8TXw5hF2RJrhC9sfHXkbwZWceyTmcLvSjEtFVXxx5qrapqj1J64KcxTJUeK2Q0aqrqzFVRRCoqip/Q9+GUIS7iXUaZtesheD8A0uAG4H9VlVV4dvM9BR+rMPhCIfDQKyKkKVRR1KGNjc3k8U5dVwBjh9lPcJo6nKel6qqKgAzpJ+6WNjM22AUqAsLiIJYf60KvoUueNqWYHdbNjNhXZhhSeSAp1I7c+aMz+fDmm54eHhqasrlckUikYGBAWa54XA4GAyCQZumee7cOdnNZLNZzNnD4fD+/v78/DwphGlQbW3t3Nwc7lw88K2trel0+vT09Ny5cz09Pel0uquri8t0/fr17e3tSqUyPDw8MzPjdrvHxsbQ4ZmmCbuHYgHJUblcfvDgwdbWFrr+tbU1e1eOp6vD4fj8889BnuPxOIHm/Pnz77//vsvlun379srKysLCAstbOjo63n///cnJyc7OzomJid7e3nv37jU3N29sbMzOzgLuT0xM3Lp1CxD8lVdekU/ge++9NzAw0N3dfffuXShk165dI35NT093dXU1NzdTCkFl4jHmkS6VSshaFhcXs9msZVmvvfba66+/3tDQwDdfvHjx6dOnjx8//vGPf/z3f//3p6enMzMzo6Ojs7Oz29vbSGhwipidndU07eDgoKmpCb4PfKtUKmVZFrJORommaeZyOUTE9FvE/ePjY5BSiHNlsW3OenE1rjxV9mmKfGhlPJVjHv6VXTSVSgU5bywWw+CQRoTWsFwub2xsJBKJ9vZ2GC4oauSjWFdXFwqFMGEgUGKlK3eAFwqFpqamtbU1qHHMcrq6uoB5pRkmXvzlcjkSidD4MhqHQOR0OjH0ZxDI7jC6E3wHt7e32beKipHqlcmFruuZTIZ/xffk8PAwnU6DNLjd7paWFngDaEbpkOrr65FdMRSEsmiaJsCsFHhw3qh0DSF0Y/xJCJBCCOSqoAWGUCMQspleg2YzKiYY5XI5whkjW4gVR0dHoVCIxRQUZIyvCDQgTy0tLch/+RX7+/t8irKwl5MJzI5emrZhuWIbCqqCq0yBTxNp2AhoiqIw9JXFGQcVqqdD+KjpYqGVxGBl7aIKKSTQBYlZF7w2Oew0bCoO2UrKjyDTlWIb08pMyZ/tnaX8BlOs2lBe1K1qL1pu8c5lSfpSqWr/vbptobeEEzXBvJVVQlVVVTAYhDTndDppRZhVW5ZFYUrhS4CVIiWOB8+vaZrEWGoyni8QCy4dP0JuRn9FsoDFQ3PJ4JkX5LxB3pYJnlxIn4pzHPQCOUZlyg4YAzCj63pTU5MmTP+B0xkleDwe+LpyTIDNZEVYP1bE3kPFBobbAVtL8Nd++aWqKsx7NhRKI6XBwUGItVJSahjG+Pi4z+cLhUKrq6u9vb3z8/NYKIHwSBdgikQcfzKZDHp/VPnf/OY3nz17hlEZtf/58+expXU4HG+++WYikaipqWlpaSGEtbW1BYPBmZkZUjWl0Orq6sHBwbvvvptKpTD/hA5qGAZA3JMnT1Kp1JUrV1pbWzOZzMDAQF1dHfTRaDQajUZnZmaampq6u7sB09fW1gBUr169yitwNbe2tv7rf/2vuLBubW3dunVLVgOLi4tXrlzhpH7/+99XFOXDDz+0LGt8fDwWiz148EBV1cXFxUAg8MUXX1y+fJmRMORYTdNAhgG76KgoycGUhoaGoGlUKpUf//jHBK9IJPLhhx+ur6+nUikc8srlcjgc5qQmk0kCzdbWVm1tbTweJ75QUMOEYkebaZpAH+l0OpFIVFdXQzkBi0Z0AWjDTedA88xXxFI6O9fAEJubVBsJyLLt44U1s7e3FwgEPB5PKpVSVZVsTSWB108qlWJRWjabXVpaqq6u7urqSiaTg4OD+/v7qVSK+I4vRDwe39nZAfA/OTmJRCLkEvzcefBog5Dnnp6eSicwftH29jbhg6ca9zgmOmw+grNNGcFFcAuLWoY6QEkMI5nRQr+CQytxWnhJR0dHlCao6VlGBtrBZ+cFWYVGc0z2PT09pbcmbdMBULwTpyC5EOuBEGGu0q9gxkSWpWrheT86OgJ4qK2theoSDAa53SyygLigaRqbigFgCQ4Ilug8AoGANDE4Fnu8OXL2bkzOI+1tkCVQR1XQZCzhZkCZXha7tRWxaYt0rmkaHUlFbD0EWwZDk+ic3QUC3Z4iCL260LDrwgldtp6y1DOE3x4xVBNkHOvFGaRiG9PKPtK08WDln01Bl7Ne5MraE6G9cZTXR35MQ9BYZEZXX5x9GjaKkCF2tsg+iVoTT8qWlhaXy5VKpfDlME0TOjp9G+5OCIgZhDE7p+erCHN2riSmBNRVPAu6roPxYqCtqipEHkWgnfwl0CYTZWBb5JiMEogeVGBkRCaJ7H2SmnsAJ8gKvCXZp2LlQQdZESphqWyRg2rNJpyV91q1uUzwlMnIpsGgAcHY29tra2ujtNzc3FQUZXd3d35+Hr12R0eHqqpVVVU+nw8omexNHMS/jT9jdRgMBlOpVCwWczgc5OPLly9/9dVXlUplc3NzZWXlxo0bcqMvfjfT09PweIlxFy5c8Pv9wWCwr69Pol7Qtzo6OmZmZhKJRE9PTyqVQjk+Pz/f19c3MzMzODjICYB/VKlU7ty5w47f1dVVfI4URRkfHx8fH3/69Kmu60tLS2fOnKE2aW5uvnv37vXr13t7e+URPHfu3Pb2dk1NTWtrayAQUBRlbW1NVoiUSPj+KIqytLT07NmzcDicyWS++93vwoqCpYmDGjIPEhV5y+/3X79+/bd+67dGRka2trYmJyd//OMfT05O6rre3d3d1dW1uLi4v7+fz+cPDg5qamqam5vxb6upqWFxMcVKIBDY2trSNI00A+xJy14oFA4ODvCsJ/jKAafUUXF2i8WiQxhkEGpfKodfih32ClcVnpk8FdIip7W11el07uzs4PVPAgasjkQimUymp6dHmuNblgVLk8evUChg1khYjMVipVKJR4jBpGEYJICVlRVN8B63trYYwGPUQKHG1FPXdSasMCdra2t5QqDDRCIRMpCiKE1NTfhnwoBn4y6IJRMaukZK70AgQPKmf8VkQ7KuWFADUFYsFre3t6EBLy0tMfj0+Xz5fJ4FYQ0NDaBqPLEkMHwBQewBaQzhy0qvCcSt2aSN3DLwNFVVwTwaGxuZO9LjYjmLv7+u64yjMpkM8YusDItEUZT6+npcQPf29hoaGtjkA8ghzwNNHi2LnVOjvmjOLns4RczeJKTJTzmESEATKmFaEEbv0uuRbgMVAB0S9w6A3SEshFSxaJrzKZm6us3cxxBidm4Tj4+kHak2RqvMiLKHJjTLwC0jg0yH8vNqAqyW9ajyNYhVtQGz8gflRdNsfFr5/TLj2n+W9wNQhxycWMEiPIjrkjrLkJJJv2VZCLeqqqpoB5k10kFalsX6MIh12Bf7fD5OrKRzcwHRdzKq4MbRdNI+wm6RZFKqH5pgZje6MLmF1YX3Hr0sZwbPW36Xw+HgYBwcHBDoQJtl5oMiJC84gc60LZaRJ4FT6hAyXFl/qL/zO78DKbGnpwfdzNraWiaTOXfuHHs00+k0rmx+v39ubq6lpaWlpSWRSBwdHZ09e5aFWblcjtkkS52YdMZiMcMwpqamUMIxdOGanjt3TlGU+/fvI/MIhUJnzpw5PDxsbm4eHx/XNK26unptbe327durq6vT09Otra0s+Uomk21tbdvb26FQKBKJPHnyZGRkZGpqSlVVzEsbGxt7enoURWEhIqvK+vr6TNNcXl5eXFz0+/3hcPjx48cjIyPJZBKQmYXmc3Nzr7/++snJyfr6ut/vT6VS/+k//adyufz5559fuXKF9WGBQIAuxDRNnGUURZHLtBVFOT09PTg4+Pjjj/v6+urq6n784x8rgir2ySefgFHg9kegcbvd0Wj05OSkv7+/qanpn/7Tf0qxPD09TTbt7+9fXFz86quvnj59yqoZYkRHR0cwGCT1np6eDg8PA4zoui5tq3gCCYXhcJhTe3R0VFdXt7KyAmpBRkRjR1PC0Tk5OSEOkjgdNuN460Vu3i+xfk3TBSFQEd1DQ0MDjTVXrLOzc2dnh0lbLBZjrWMoFKIZZYnp7u5uuVzu7u5m9DI1NaVpWnt7uyHWhVqWBSJEmYk+DMsuzPcNm5CZoSOSYtguIJNVVVWglMzyDcOgQMa+nPYChSKrSEqlElZWEL8ZAWIycHJygn6RhMqAltaf1IsoCAyTQebW1hYPESxTelwaRNg0zJWpsgFvwNVpFPgI8DIYuFISUa3SGcNaN4VKEtiKQaPL5cIDj+sAhRgLIabIjDYty2KeJKvvYrFIXmf7Ch8Ngxjcg0lFRCtpR2WJ5YWKbQ6n2njXpmCZ8QQR36HRVoRvjj3FGjZREwMwmlHwcK4A/wQAjj0TP+XxeOhRaCAssS5KE4INVRj3KII0Tofq8XjkgVdsveBLmU8+IJrwNpI/IgtK+QTZS0/issyv6ovjSUVoNOVvlN9g2uRepo24qyiKXUjj9XqR2CLWamhooFyg1ACetYTehpdlcuxwOOigKLM4pXSceERI5x0AKglNQXblodCFZRhnxiH2nhJeAKKcTiejIojlvA5KMxh8mqZBjIdeZBiGhD14IqhcAY1YqMWwXxL9EIBgHcWjwRWQyLAiPEEtsYyaa8g7l9C9Q9d1WJTUBYuLi0wxj4+POzo60A6enp5ubm5y3S3LGh8fB1EkvqRSKWLc+Pg4qdvn82UymVQqhU0PfUMymWxpaVFVNZPJJJPJ9fX1WCxWU1MTCoVUVb1//34sFsM1jYq4q6vrZz/7mWmaIyMj4+Pjw8PD3Kr+/v729vanT59ub2/fvHlzd3cX7Ku7uzuZTCJdYNFVMpkEk4Q4ms/nh4aGPB7P8vIyfmYejycajQJYoUa6c+fOrVu3Tk9POzs7X3/99dHRUUTr9fX1cqrEl6ZptE3Hx8dDQ0MYfEsbs3feeedHP/oRAsozZ848fvz4zJkz2Oaxvo4XwalrZ2dncHCQdSUE/YmJCdynUqnU+Ph4pVJ58OABD8bp6Skhz+FwJJNJzO4XFxc3NjaCwSDSnXw+D1EZYIech9NNNpvFqp6HhBBDmFMUhagKk4JBspyfywfbFKsYZLI0hWWJvDKEaVoiDuvx8XFPT8/e3h677uAcEdecTieVLFZTLperu7sbHqamaUAxHOLT09P5+fnu7m5FUTCMxUYRcTQPMENuEjan1DRNkl9PT8/Ozk6xWAwEArBhgVh4ruixtra2VFUNhUJMyCjysOIj/DEV49PBViWKgdnSzh4eHra1tdGKFQoFVtqBsipi41I+n+/u7l5aWkLTQrmJOzzoIhNKiEhcNEXAd3xYZpmEKgKcqqqU/JTemnBaQXJNTlXFBgLmW6lUirxLiUCdBIkXiR7fQJNBRoFfTZGKhEPX9a2tLVpSLoicyclOUfaU9nPC/wJI2JMEgVgmOcnohgBMvpePg5xjkYD5fk4mQgiwPjpvRrl0wKQEfpEi9v1JAq2sCImesgIgYcvOXrHBLaqYXGhC56ALGYy9v1RsIi4ZTyzbhgPNpsmROVI2qbL4sKdMzeYLIQsLojzHlUdDPmhANaFQCMdEKhXSD6AubiS0QHV1dUzuEHlXKhXG20BHYPLyYPDrIBBBjqWP5DBzYKTWE2gBKJiDzXlAvkXRY5omgnIwf8QaAC0yB4NOcR0okmgomb8guaEsBpMAoWEE7nK5pDD0pfTJUSTuEY5+eYMYqKJ+wypldnaWEW4ulzs5OUE5jm5MYtOVSiUej5N+NE27c+cOMbe1tVVRFOLy1atXW1pa0KWgcJiennY6nTdv3kylUq+++qrD4UilUgcHB1tbW+fOncOfqbe3t6urC/ecmzdvhsPhR48e4cLT0tISDAbho9bU1Ny8eXNsbAzu0t7eHr5FrB7TNO3GjRuEp9nZ2dnZWSbYgJYdHR37+/vLy8uI7aampuAIDA8P9/T0/OIXvxgcHHQ6nUNDQ9hvShOGZDKJ1fsHH3ygKAom3TU1NR999FEymfzqq6+wAYrH4w8fPqyvr8dIZWtra2BgYHZ2Fltky7IQ9oH81NTUDA8Pt7S0DA4ONjc3P3r06K//+q/L5XJDQ8PKykoymVxZWbl79y7RH0o3U2QY25BN0F8CraDh4QRomtbU1BSPxzVNa2trKwnLtFQq5fF4dnZ2qDGdYrmKjEoUVhL0l8+2HQJSbGSElwptRcwSkGYC3VQqlUwmg6kF2QuLAz5XpVIJhUK4Zy0tLSUSic3NzUwmQw4oiE2HjC0ty8K8BkkxG7tg6JmmGQgEotEoKZPMVyqVsBSgrsTluKmpaWdnB2tpZnggseFweHt7m23SiUSCVZpsiOQTNTc3Ux0DwxqG4fP52C8GAoF4A+hld3dXtn11dXWIjyVDVe6j5p6Wy2XITcw+4a9B1mBozZyGACfraMINwYheHEyMnp5fTYNOZ+xwOOCCZbNZ0qFhGHCpMBBIp9M4Q9HHU2eQcR0Oh9/vdzgcOD+z1yKZTPI6uBajF5JdjoS5KDhUwZEhs8pRoj0ZaLY1I26x1YQKT55GfpDXtMS4EWxWdrRkeksIQlQbl0217bIgjB4fH+PVQEiVVBFCv4Re5RcpU35GXbAxX8pqis2DRn6nKfwT5AfnQ8mWmv/VbQ60is08RPbc8rfb/94OBStCPgGcwwnh5no8nmw2i1XFzs7O5uamZVnHx8dIvKjsqW5PT08ZsRE9qKvAJJgpcuROhJMz8BLLrwAOIaITSxkJMTGhspHzHe41xTp2P8DCLvEl+fDcfRwbpMeA0+mEKwoahOsIoZIKTFEUOflWxGZWCSEYwlnaEL5C9BKGEKXIiKf+4R/+YX19PT60sDFh1YdCIcuy1tbWotGo2+0eHx9nnvfo0aPOzk7Q19PT07GxsRs3bpyeno6OjkajUZ58n8/X2NhYLBbv3LkDIooBCrNGaIRAOvi507fpuu4RNp6xWKxcLi8uLrJlDJaHw+GYmJjY3t6+du1aoVB49OhRX19fe3v73NxcTU0NoLHD4fjWt741OzvLxa2rq1teXj579qymaQ8ePAgEAslkEkURb3Vzc7Ozs3N9fR1zn+fPnyMD+uM//mOUJ2+//XYikVBVFS+Iixcv/u3f/m0wGLxx44aiKARTv99///7969evK4oyPz9/eHh46dIlDl8mk1lZWXG5XPfu3aP5xsmPmWilUrlx48bAwEAoFGpvb3/llVf+4i/+YmNjg+HTBx98AKmVQ0+9pqqq3+8ncjElVRSFMTj9rt/vJxVBacYogJkuQB9GQvv7+0dHR9XV1Rjncrn4HuA16n1TbNKwbFNMe82r2AY2uo2zx9PidrtRsoJRc8DIhaVSye/3k1f4HgYEPB7ZbLarq4v5xNbWFlxfKbWEB9/U1MRQRBemOTRYBbFXiBEIIshQKET2Zc8ofvFskoGhurq6qqoqT/jOzk5XVxdtH26ugLTssmfNAvqro6MjtnjSUlNF0bszmCSIFItFpv6YZ4JO81PNzc1slJMiVFAfpm5A0HR7AMIAPMQ1xktoQpjfSPCTYCSXBNBvEWFhz8HlgZ1E30mapO0DpeDKoJmDjqFpGqsO6PD4pADXpmmSqi0B+8shpSloL5KrYk8GDiEidIptJKbYCczrMOhShTu/JO+QBpDGq0LPB7Od5MeRMMVqCy6sJoam/EY7qmkfd+kvqq0M2448mZXtJaO9TZT5UrPNIDUxQ5XPiL3XVL9GsrUES0CxMYnkFNa0MTzlz8pbbG9P+baGhgaQUqjauq5TQnnEDi8eWM6bZVkkyHw+T50H4AHZk2OJETFbzSlPHcJHE6cR3i01GYeZCXRjYyNlJTUQBSsosVOY/lA4NjQ0sHjAIUwSeMAPDw/xgZK0O6IW38PxUASojgkDjy2pkSNBhaoL3zFTOGPYI5slYOSycO79pe0UFURNTc21a9d8Pt/x8fHOzk5bWxsXhUGrqqrd3d25XG5+fh7Lgu3t7Z2dndXV1a6uroWFhSdPnrD8JJ1Or6ysLC4u5nK5sbGxkZERDmh9fT0d3sHBQS6Xg9PY2dlpWRY1ztLSUnd3N8xPcvsnn3yCPUomk8EVHbyuqqpqfX19ZmaGrnRsbCyRSCBruXTp0ptvvmmaZldXV1VVVXd3N7sPMXS9ePHi3t7eD37wA1VVBwYGwHIvXLjAUFNRlFwud3h4+Oabb/7xH/8x8gOeQIy5qbwU4Qz5k5/8ZGdnZ3Z2dn19/cMPP1RVdXp6WlGU1dVVXIR+8Ytf/NVf/dXo6CgF4+npaXt7++7uLq4IyBY5yohYVldXV1ZW1tbW+vv7nU7nl19+eXBwwKFhT4giJjHwPE3ThO25vb0N5QQ1RSKRWFlZyefz3BFVVfHK4QFDMAqLlQ4VWRUzQqfTibkgWVN+WMmGlU2AbBpkWW0JKgSPrtvt9th2LDBRdzqdW1tbzMza29s5lJ2dnQxRampqwuEwd59n1el0klMBXmA5AoQ2NDScnJxwAaH2YbPe0tISj8ddLheZOJlMkkRJY1inHh8fLy0tgYdXVVXNzc1x5iG1su0HA6Dt7W0KXoYl9HZyXCRTC2g2DxuljMPhoMnm2/g4hmGgo8VIhbqbyU11dTVWgtCOaBAhWYC+YrtItAJGI0pyEiDcSbGQYRjFYpFHu1Kp1NTUACDDpyUXIj6uCMN3vj8UCvEAOoWbsWVZ0npJVVXpL4pjS0ls5SQMkdssm6xQphxDsJZkUeUQukzZ2NE88dzJ30iPy1tyCH8GADrpHcjFJxqqwkVB5mypoIDvxveTkyRTiVeQGKNMioZY5aYKVFb2si81lKZNhWKHZ/7BTGbvre0NomxMeeeyDbLnUfvUU/3aVFUmAMs24OQHGxoakAxISpQmdhlx/WH4cx959hF8g/CTyXSxnwreNexZueGEq63r+uHhoXTDgD0HjIEBaiaToaahQ4OaVCwW4c0xnqBtw6QF6qLL5ULQzFCAD+ISuyVgBvAZXS4XzzKFpiyn4EvKCbc0TZNpUhXaWU3Yb3H3uQv8OofDof7pn/5pXV3do0eP8Btzu92JRKKzszMYDD5//nxwcHB1dZX7gbEAa0DYW8mOrVAo1NnZWVNTc/fuXU2QEhsaGvr7+yuVSiKRcLlcOzs7LOVA01oqlb766itd1yORCMatHIWurq6f//znzc3N6EQfPHjgcDjq6uoYtfIJgcJaW1vJ3FS73d3d8E0wAbh+/fqzZ8+KxeLIyMj09LSqqnQVHo8nnU6rqorq49KlS+yaOD09ZaJ55swZmki+5ufne3t7S6XS8vJyf38/f/nZZ5+VSqVvf/vby8vLnZ2dX3755auvvso/ff7559vb2z/84Q8///zz/f19wvT/+l//KxqNzs3NQa3c3d09Pj7e2toyDCMWi73++usjIyOdnZ3Hx8ejo6PJZHJsbOzJkydUSYZhBAIBzGa9Xi8Rv7u7OxQKsc2NdRzY6HDEWQ7ABDEcDjscjo2NDdRXTC9yuRzwCPWQIQRqDN5QoVBbWYLUICc9lm37vGZb7KDYluXyl4xPQPYghfMMFAoFdt3out7W1pbP52m/Ojs7NU1LJBKgf4VCAUsaQBiAbvzTGxoayPGVSiWfz/OAQWmhesVLmaoIfkGpVNrf30e5S6Gwvb2tqmooFHK73ZQyGxsbuq4HAoGDgwOgS0AOptr05cicCIuRSKRUKm1tbVmWRbMOW1sVRhNOp7O+vj6dTsdiMVVV9/f329raVlZWIpEIEGt1dTUMGq4eVmSWZTU1NVFW4kxNgpSjSsuyAKNUMeSmQOb6Hx8f45HEtIYCixqZVoAeolQqIUVlvTnPjowdsMlkZqXVY8wJdAHcqonJ0+7urikc8CnGrRdHmF//G0VMjzhpDmEBoYpFYG5he8YwjHQlswIlmirUnLCBZDokfNOvg+/Z53ymoCY5hEUf/yqRFS4Uf/9Sc6nbRPEy8dh7StUGAttTpvLiPk47cqvZiLL2B+ql5GraXPR0YUJrvaiBkYn2pXysKEpzczNUoHg8zngSBrVlWVDNyZqa0NuABtFHMhkBrsDch99OkST55/v7+zg1aoLrIH0l5YRS7mDAvY86hqwMMEOhKWfVNKCs7qBsYkK/t7fH9J3T6BDrVJlK8BvpXBVFwaKPugo8Ur55VVWZifJ7qZOIqBICkdxARbhwOwAAr1y5kkqlkslkLBYrFotsduzv7ydUQUPf2trq7u7mThQKhfPnzz969Oj1118fHx9/9uwZzfvIyIjb7f7yyy/7+/tTqdTx8XEoFFpaWqIqZ7LIlaqpqRkYGAgEAl9++WWpVOrv7z88PFxdXYXFilct/KPW1tYHDx7EYrG9vb1isTg4OJjJZB49enTt2jWiCVujMfCDKbO8vHx8fNzf38/86Y033kin0wcHB+vr621tbdFodHR01OfzjY6OqqrKpsn/+B//I1a08tQ+fvz48uXLVKCgUrOzs5lM5o033oCMQP934cIFRVHee+89Xdfffffd0dHR995773vf+x4qt9nZ2fb2diIyk2CXy4XeyOPx/M7v/I7L5VpfX29tbWXsh9aQGscjtmR4xEJETdP8fj+e9e3t7YVCAUu5eDyOZ+PJyQnmVbRo4BWcacxOLctqbm5Op9PIOUD5ePh5PPiznTFYftF32w64WTbZmfY17zHZmgCiwqkzTROCO0WJZVk+n4/ICKOYohWbQLbCsTaLxw+mEhx0pheBQGBjY8Mp1llTGdTX129vb7N7K5vNtrS00EuFw+HNzU2GrDs7O9vb2/F4XFEUhpGwgZqbm+mPOb2WZSWTSZaZAxjCIIXdxjR0Z2eHJdWMiBioM/gB/uIh58LW1NSwxVrXddAdqjoCHIU5GAPPKvUBbAuuOUgvnSIBriLERbLBgouhCAwA7iu6AiiykKVZLJzNZl0uF8GCURMNOqGclQyGYcCKYvhSXV2NXy7cEEXAmzKZ2ZshmTbsUV5qS6jfDcMg/lLdk/jJBHJbC6WAIjhEhDA4w5LmY5qmS/jtyXxTFssr5LTSEHwrOWWUvaOE42SKlb2ghHZlBaAJlzv1xfVelm02af8G1Sa11Gy0WMUG2L7UntozruwpVYHZyr+0/5RpI+jJ6Qn7FtPpNAcG3NLr9UYikVQqRctI8oBCRelQFhsCgDrAeMgRTBOoupxOJ/7vpVIJNyt835jfa5rGDMIwDKn7hE4BLEydxC4gMrq0kyV9sjuBT1EqlRCb8YyQDiki2apEv8vpRaTEJ4UETjCXtFiqakNQ9OVp0QXJ2bItA4cY79B1HRkipfHc3Fx/f//z588DgQATSj4VK70QSExOTrJCORQKmaYZi8UAsmOx2OLiotfrHRgYyOfziBFhzJumiVIQcSHLpZ1OJ1mqqqpqfn6eR50NlDD68PdCwZZMJi9cuID6gvSQyWSi0ejy8vLe3t7o6GhraytTrps3b25sbLz22muPHj2iVacecblcmCdkMplEInHhwgW8af7gD/6gXC6jvXn27JkilCT4nkxMTAwPD2Nd1N/fT8fJR4tEIu+///4777zz85///Pvf/z7PczKZvHr1qtvt/vGPf4yRQlVV1eDgYF1d3d/8zd/09fWNjo7W1dVduHDh0qVLTMiGhoZM0/zbv/1bQFpYiOCZSNFpleTzwFyhUqnMzs52dHQwFUMmq+s67w2q2P7+PmcXjR1TMdpWiikOEIybsnBZlIHPThHUBKtQBgLVNkeRRfFLMbGpqQl/Bo9Y003g47DBi0N/gn0BmAm7cNkHia4LW4zl5eVKpULUpidjAIwPNd0PqwGJufA/4Ycz4gU4zWQylmW1tLSQeGC0QpWqVCpra2sIbSEaZDKZ7u5uVIlOpxNPhoaGBob0SFBAKTVNA3wGp0KsRZhgZinHz/B+YRKAO9FcUtHLTldalEF2PTg4QBlCvFBsBu6WZcE5Am1ThNgJTMkQu+fy+XxZbE6FXKMKliCWniygwLESORmeakynUONls1kqaT4spqCMl8rC19CyjS1lb6S9uCdZdod0gbSYllhaSWIwbJoNmmyKAEssFqb1pw2VAKyiKAzpZXnnEmuoZeUh34Zp47g6hSO8bAdVVaUikfoE68VhpCYY4/bBp2LDTi2hBbSXEcrXwFV53bQXOQT2DK18rbm0F6yWmKdqNnGnYjO8dTgcdJNUhNLTBhiPp4+6ky6N4lVVVQg1DrFxGoUFFO6mpqZsNouJD40+5w2/OX6WCMOFJUgWxMY6ludAW6HIdrvdcukhPbFpmsiiYJhLzl2lUgkGg5RBx8fHpExAYJfLxdagkliPw0eWc1P7vF8RK6y5+/KxArGQd9YQWiZVVTW0EEwm6IfW1tYuXryoKArh6fnz59BcZ2ZmDg4Onj17ZlkW+080TXv27Bnk1bm5OcBuko3T6Tx37lwsFlMUBVDb4XDgv3Pt2rXGxsa+vr7GxsbHjx8HAgGMKtAb6LqOsWEqlSoUCgyW1tbWLl269OjRIxn0u7u7Jycn9/b2BgcHq6urBwYGcrlcIpF49dVXnz17tr6+XiqVrl+/TqEBQ2x3dzccDre2tm5sbDDEHRkZ+bM/+7NMJtPa2nr+/HnLst5+++3Z2dmhoaFSqcTqFSLpyspKOBzm4B4dHSFLn5mZeeeddw4ODt5++202S+zv73d3dz948GBvb+/q1auvvPLKkydPQCc+/PDDvr6+sbGx3t7etra2V155BVw+Go3euXPn+Pj49u3bzBQPDw+xL5E3mNIPrgdzL8MwCoUCjksdHR1g5kjTGhsbt7a2KAwZgDkcDg6ZRHgqYouTrLMklVxyCE/FnkLOnB2wMoXZtG5zCLI/5zyKPF1QfjALpKHklIMc1NTUQDdjPcjx8TELq1Gyd3R0dHZ2np6egg16PB6MGHXhhq/r+sbGRiaTicfjhUIBGwQmHwAV6XQaRmgymYSdC8ID7AG64HK5mB1wraAngA8Xi8WWlhbca5ubm8lPkUgEwzDYraqq+v1+6k5mM/SFpGdJQ2AzTyAQCAQClmXV1dUFAgFI6agCGhoaLMtCP0ptLotlwzDAnSTpH9cbkhbVgIS5qG+41A6Hg8BHL06zTmirFvtB6URVVc3lciTsxsZGGFsgbE6xrQXSDWAGeB0jTzIHBwYolSsp2zjFRqiRcVyzeWSTWuQMSTaREmTjKsHdoLfg9fnDiVijxoNDoCTKu8TOc5l1eOfEVkBvzrkpfPhkjrGEGkRWA7IgsPemig1NtcQI46WcJ79TJle+NJvxrPwR+eMvpVh7vuQ9aLbhscyOEryV9S5fmJvKPLS5uen3+y3L4hAyEwEEglnKmfSKFa3cDm4uW/8od2g0cRcncVLkScAMRQa/1+/3w3hnkTsPNeUREIiqqghFSqUSlTdhQQYuS1jraJqGGAEfTZ4FOL3QxaFBcHJA2jhymqaBaRHrNEFmln1/SWwVVQWqTyUqBSrqH/zBH0Aib2hoeP78udvthkoD+fP69etMjABzIJS7XK6enh7ARlQiW1tb169fX1tba2xsJHbTCuzt7a2vr/f29k5NTZ05c2Zra0tRFOxgFhYWkKC4XK7x8fHXXnttcnKyqqpqd3f329/+9ubmZjKZpMGPxWJra2tdXV2maebz+XA4jBLu6Ohobm4Opj4LsaHY+P3+9vb2r776Cq2Fy+Xy+/26riMzTafTt2/f9vl8ly5dymQygUCA7dAnJyfIZuTXyspKR0cHv2tsbOz8+fOrq6ukUkVRMGEnInzwwQff+c536P+WlpY6Ozv/8i//MhKJ1NfXf/LJJ1BsDg4O8JdaXV393ve+t7Kywkfz+Xy9vb2PHj3a3Nx877338NFmI6Y8c9DewuEwG7aZF+LKAXxRW1u7urqKv4wMK5ZlgcmUhLUb9IpUKsVmK+YKJGBGDvYC1hBeAeaLPAX5xBpiJXVF7CKQlS9wjaZp8GLgEYRCof39/aamJlVVT05OCMRNTU1VVVUs9KbkQkDG6zc0NCSTSYfDQbdHJG1sbMRvj7N+cHAQjUbX19c7OjrYpNbU1ETvxbtlyusQyxwY6ALC8N4I1vToWKpubW2FQqH5+fmqqqqWlpa1tTVk1Irg8dPRUoP7fD52lnHBK5UKibZa7AikwTVNMxwOQ0+jGCoWi/v7+wwm8bPkpgNbyRBMn0f2QoAkqS64OxFTCD2y3pcJhlZVDvmk5+Xu7i74PMAaNTulM/Uc/wWgc4j9kYowozcMA9wIxgdvTOYnOZ/ThYxSFf5kDptdBh9KEau+4FIiiqAmAzPgoAJlS3IQ7YscOMnxpCLAN36vLpRynH/yB3WhLpw6LBt9STKMZBiVp1p2wKaN+GOPGPb2TmIz8sXlFZY/Kx8o3qcp7Glkty1f0/71Uv9q/6/8/orYgmCIJeRMdpB0c/yghtXW1qZSKZzXoEDT9vEeMBdTFIVUJ8u4U2GbCoFZdqt0CAyVGEtDRtM0jbOtCyND6rZyuYxIlHEp43bNtiqODwUbv1Kp8FbB5Klr6RMQQdEHQx2S0LoMfXJoogrbYYpCSyhr5cWXkxFOvilURvLia4qi0D7im0M3WalUIAJQpDOYoShoaWnBjqu9vb25uXlqagqg6fDwMB6P4yGgqirsCRgHpVIJOuvm5iYEltHR0e7ubvSIGxsbN2/ezOVyly5d4kNubm7CDOR5bmxsvHDhwsLCAvbiMPVnZmag8jc1NcEV6urqOjo6qq2tRah39erVvr4+XdcZFm5tbb3yyivd3d3/4T/8h3feeeftt9/e29tbWVmBFvvll1/KlPmjH/1IUZSf//zngUCA04xZ7p07d9rb20EY3nvvvZOTkzt37sBN/c53vqMoitPpxGvX6XT+0R/9ETBgLBZramrq7+9/8803iQgk9a6urmg0yna2fD6fSCSmp6exxQmFQojrJSBQLpdRzZLmFQEpWJZFSZXJZIpi/6Kkq/E9dD+EKhwhGJdCSUV/Ih/Cl8KBnIjI2GEvinVhjCnjjr0iJkXRJzFEARQql8sUAUCyUIGoGYvFYiKR4BCzLZwOSVVVrASp2HAJYXAlOe6NjY0IWEul0tra2u7uLq0hNBNyJG+AEQjbXmtqapLJJDKvUCjEQCWfz0ciEdM029raWKKpqioPWzgcRoFqmiYOFUwr6+vrQft5wyDDYAZ0QrlcDn0X88Xt7W1sTeCCggGSusimp6enzG6JbhRkvJpDSIMIB0i/EaQ7xQ5nS2xBOj09xYGSGASQw31sbm7GyYWhpqIoTK2IlTzCuF4wIEC3DukMHIx7xy3WbCpDmSZlHH8ptchDogkSDTdFIh+Hh4cQixzCs5QSirCgCZElmYz671TsvTGFEQR/BnRRhBSKE0tilhGT7MjoThaL9rZY9pEyz9nTlWbz1FRskwvZlZqCQKcINFViwrIGlf9r2eaU9he3X0bLZs5l71AVMUnhl9oH27Is4AjJG3R0dEQeymaz3AWqZ0M4PFCeKkLepigKnT3Jj4NHq0ezhBEPa3BoaZgLVFVVkRE4HpbYMef3+2Fi8+OcatAg7jgEXeSbxHa8LeUnMoS8ErSPyShkCMje1IvywaGahGZPPqbA5SQ4bCaOkl4rUbpfjuGxaGcXLr8GrSTeYOgRw+EwCgqHw1FTUzMzMwPPAs829KTSJY5Jm8vl+uyzz3p6ehYXF3Vdr6urSyQSQ0NDR0dH9+7d4511dXXRNEho6OzZs2tra/y40+nM5XLt7e33798fHh7Gz4KntKmpaWho6NNPPz137hxLjB0Ox4MHD+rr60dGRsbGxtLpdC6X+9a3vuX3+8+dO7e7u+vxeH7913/dNE12eIGs9vX1ceA6Ojru3LmTy+W+//3vM7kcGRlBCgmOZ1nWrVu35ubm+BHs2qEaHh4e3r179/bt21xQJqZOp/OVV14Bo3c4HAB6NTU1jEtVVZ2bm3M6nYlEgiYmlUqx5VSayjKr56CgygDxIP7iL7G1tQUqRQGIhIaBFvFXUZSdnR1VVTExwIuZYI3UiZNaEe78v6ykbMYl9lSqCetL+Qf1ayR7mdFpmLhfcs6PtoGSkAQfDAYRV8CakyTMZDIJ4A+eic66XC6zG4gHElxa13U0uKqqku2w4zg9PWUVj3w4g8Hg/Px8S0sLEDeLJ7u7u1GsYoOSy+X8fv/CwgJkB6nfamlpwUuP+R/+sTjgO4U5OEmusbER1gBdrGEYLS0tqFag0UPf9/l8q6ursI3o/qVdLfiYNNiD9Qc5QvZMEAvJdrR9uq5T6QKjEQRdwhanoaGB200ApVSiK2WLi6Zp5XIZ+Je2z+v1MsIkxUqdCexECN4SUJVZxBCKTJneJIxv2giisjiTnRbJXhGEHVWsCuB3ge9J0gc/TvKTjQXcb4oMcDzZwDnEIhQ+tV09YiejgkUrYipvz52Kre2zvkbSkZ+RFGuIVaDyGVFftLvjR+zXwV6YysJCFeZ89t9lvTi/lCnT/pb4WUpnfjvDdUiqNDPHYis7l1pC95wZyjiiE70g/0ocA26hznC73Vw3QCMIblzt09NTxgSweACBGBJTU0YiEfw+3W63z+fjjcmBEaUqH4rkR6yj7KZgohCEdW9ZFqoq0zSZVqBZ4MIy+JeR6uTkxC3c/ynHKzYjC8VGsZZtKLWa0+nUyuVyNBql2Nd1fXBwUFEU7HJqamoY+aytrbW1tV24cIE2yOPxLC0tgZsRg6hDe3p6otHo/Py8VN9TsK+urtbW1nZ0dCwtLW1tbaF5b25uXlxcPDw8zOVyjEJra2sfPnxoWdbAwMClS5ey2ayiKI2NjUgwNU0D4tvd3Y1EIhsbG319fePj48FgcHZ2Flrm5cuXP/vsM0D2b33rW0+fPo1EIj/4wQ/Onz//27/921yFnZ2dd955J5fLjYyMoLV49uzZhQsXTNN89913v/jii+HhYUVR8vn8ysrKBx98MDk5+eabbzY0NHzxxRf8Rq77/Pz85cuXqV/eeusty7I+++wzTdP6+vomJiYURQkEAhMTE+Pj4/l8fnNzMxKJdHR0+Hy+2dnZ//t//y+VIAlsfn7+3r17gE7EbrgzOPfi/CB5a2yOZZ5nCrpXNpsFuIf3wZ0mXVlC2A4XgL6NoEmdRXVvD2qWbRyi2tRvlo06YQncyRJzFAKKoii0XLquc8JM04R0Qycn/SExb2MvGMA1pVw0Gq2ursbBvLGxEeETZBy3211TU7O3txcOh8lJOBWw+Rna5+rqaktLC6libW2tWCzC2dnY2FhYWACfYI0f7wGnEkoxOi0CRG1tLfwpWA9ULQzDTk9PmRGWSqVIJGIHrHho0YkitIWHhVgTNlOlUolGo6RA/Eq47zRV0s6GQS89IuMc/okqWwKPpGfTNIk4xERGKhAZ9vb2KpUKJmSAVKVSiU/KK8MIQ4Ui625+C3MmCQuTh0iflPlwtUyh07BDiIqNLGMJqRJvm5NDdNYEi1WSidDdExx1QQmm1YDdpghqNxFWZmvJ9OFwUnlXVVWRFajpOXs0AGRWe6KSlB/VxnSTx/ullPZSpSjbVgk+m7bRhnyg7PnPfNHEx/70vfT6lpiV2IFZ00YFkt+j2r7sryOvHtmiIFaR8wbQ7xHbJROKAaG8vHDBqK4wt6IWZEjEc1FdXZ3JZKS0GqSEaTFHkT2ySInYmgKyms/nLcuiQOQXcXq5rYxOM5mMPBtAOJwiHmcKdKIEXRn0VWYN9CGo8CUpyTRNqi5eSlY8lphqc48kOdwURhNaIBDQNA0SeV1d3fj4OP7gNTU1z58/x7m0u7sb2QZLB6HtZLPZsbGxeDx+9uzZvr4+TdPGxsbgVnR1dVmWRf2OPff8/Pzq6qrT6bxx48bg4ODJycnKygpKLxizBMRSqbSzs/P48eOPPvoIFqWiKIuLiy6X68aNG7/4xS9u3ryJICGfz29tbQ0ODuIoZllWLBbb2dmBGd/e3n7p0qXvfve7eJZiO6AoytjYWEdHB8sRP/zww2g0yh6uXC63trZ27969rq4uvjOZTHZ0dPT397MOjPb6+fPn+M4rioKOU1GUcrn8d3/3d/fv37927RprSq9du8ZVXl9f52cbGxsHBgYmJiZYHVMqlb75zW8ODw/n8/mFhYXJyUn8kTnrUg7MaSNMwDI1TXN3dxepL7U5ZBNTrN5FrlQul6GQEXOhIjMhl9hIqVQCsOXx47PIh9beFqi2jTmqje9u2XYQ8r8yWFATwAaCPk5dxWaufD4vO1EQmM3NzXA4jAUxMCZb5zRN6+7u3traYrhFP0GFyLkCBGa239jYuLCwwCiUldSxWIzQCV5C4Vkul1OpVE9PDwgExRlVCMbFlMAnJyfsAUXOhOySZX65XG5jY4PoA91MFw7UwMjQv3O5HJxAbOdOTk4YIui6zmxCVdVEIkFkb2xspM4whBtApVLBYhuYXRqd0GgS+mkIIBPRHkn1jqIoNMGNjY319fWmkLRrmka/aFmW7KRPT08lqg8lmAoVXiKAChMv0DbG0hiz8W6tF0d6qhBIvBR65JmRhfxLVRefVxEDUbu0gP/VhbhTt0knIfVwQagCZelmn3dagrJLGSrbYplsDEHZtaOy6ouTCzu4otp8fEzhdWAKWoD8Xzs2I3/KEl/K14x+7GlPXk9N2IzI3yhrWcVWs9pTrGyLTbE1GvUR9iNsHQDmcYl1qpRBMNFkQYblKrlQdswoyizLKorNM0wl0f5K/zw8vCiaIWSQdBGP8lxA3KMrNYUfHnmLgltWroZhSMYGigA6TpmzmWIwZUAuBbJCf0y6VVUVBIU6CeFTWZg1AtWAW0jqhuz4fwld7O7uPn36lL4nm83Cf8HTx+v1Tk5OtrW1JZNJmlGHw0FVrmlaoVAYHh4+ODhYWlpiBCiDCItHVlZWqOxwfi+Xy21tbYlE4syZM9FodGlpieBVKpU+++wznKOpfWKx2NmzZw8PDz/77LMnT56oqtrZ2VkqlW7fvo3Ra7lcHhoa8vl8bBaDuzE9Pf17v/d7Y2Nj/+pf/auPP/6YK3jt2rW/+Zu/gZnZ0NCwt7f31ltv5XK5v/zLv8T0DlBramrqe9/73uTkZDQa3djYiMVib7zxxtOnT2W63dzcPHv2LIDY3/3d3wWDQYxzOa+dnZ19fX3MtO7cuYOFaVVVVV9f38bGRjwev3z58t7eHusMcYdZW1uDzTQ/Pw8PDQQVPgKlgCY8/lGmLyws0GB5vV70f16vF5AczieIFkHW4XAg6yTcAJBqNlUJjufy6ZWPnGbzxpPdg2oj+HF6Xhp22utlIg753jAMEJ6GhgaOQTQaXVtb0zQtGAxawrIL5M0UyzL7+vpUVcWxYWVlBd/a+vp65I/IHnw+3/LyMm4b5XIZF6RwOJzL5aA8wJ0rFArV1dVMO+hfV1dX29raIH8hUGaDG2FFmmCwGgKRDPmGTWSqqnIxHQ4HKhRVVRneM2RF8QIGw/1yOBzhcDiRSGQymc7OTmybUqlUOBxWVZVyB0CYwbyE9UiBjKIZR4Hhq6pKcS3VZiROQ4hlT09PCRlUG0QQCXtKvgNILFGG6ptLTUL1er1w0yja3G43g0xsBYErZJi2AxWyl7InTnkwLKF+I35xPqkVyHlSPcLv5bwR1CSqyf8WhbG79eIEUYLYurB3oHevCOdYcHsJjYDRmTb7dfkgWDaE9qVqUvkaamq9CMDKakAiNIbNNsF+ff7BRlZ9kVsgM6v6IntIPpKKbY229SK/HXwbJWU+nw8Gg2DUiE9cLhfDb+YLYC00Z6Zp8qxRkMHMIEVxxQyxLRzLyWKxiHU5vFnTNCHfSpjXMAzcCaqrq/mlPM6GYYCW8U+IXurq6uSDaQgzWG6obHANsftPthl8asw9aBtommXBxJj/9PQUEn5FaHBpcCtilakiaET2Gw145mhoaOjs7NzY2IDpC1+0qqoqHo/DU4edDJrElgnLstrb2+EKFQqFeDy+uLjY3NxM7Z9KpaampjAQz2azmqa1tbUdHx9fv379yZMnN2/e3NzchB9cW1s7MzMTDoe//e1v379/H/3c/fv34QR2dXVRs2O8WVtb+8UXXzQ2No6NjZ09ezaTyUxOTnZ1dU1PTxMl/+Iv/uInP/nJ7//+709OTt6+fVtRFJqJH/zgB4qi3L9/v7u7+4svvmAZ57vvvvujH/3o1q1b586d+8u//EtFUdLpdEtLy9TUVGtr6/j4OLiffDzq6+sfP34Mns6Q6cGDBySz69evBwIBXIRcLldra+utW7d+9rOfLS8vr6ysfOtb38KcqLq6+urVqw8fPlxYWGhtbY3H43fu3KHUosmoEtvMOegUgDRezNspKWCFYBMoQSeKaHo7kDdehxDJgwfYSIikoJO1MOFMUmFfml9athGLfGIN4Ycphyv277cE5gM2wqNFmGYwWVVVxTpcppU1NTWrq6t4r0ejUVVVkZAuLi52dHTk83ldGHkTLGpqarDjxzR4b28P+Av/mnw+jyQpkUiEw2Fd10FmgCLa2trIhUWxboVSlBQIpb5SqSDn4NEC/+f1FUXBNuHk5ARKTqlUAh+mdjkS69jk5cJ/p7q6Gu+O9vZ2Ehi3VVGUWCy2sLDg9XrZgy0Tg9w1wePKpaPuBt4EqEQqw7ulaqaXgj1LzkB2yV0AEAIWRmmAqDqdTuM1SodXLpeZkiIbh3DIda6pqdnZ2THEai1533WbMFx2nBJaVGwMF93mnC47KhBCU6yM5moznZKASkV4I3CJOOHQfEpi/ZMp2DdSkEr44yjSjDrE+lhdrLezbIxxO9Cq2PQe1tfGh9o/RKzVbKu7NJuXrGxZFBuxTpae8mdlOpT/KssCO1wss6P8vHwWh1iwbC9w6S/Rf+OhAcZG4uQBoV4xDIOnA5da9lzRPkJew9uZQSO1GgmSUQW4PU+BZQMSKOwIFOD81IKWZfl8vlQqZS+5yKZoUeSK7BOxmwtfLWIjbTHNBmoICTbAoueEkICp/Dg8HrGY2rI5nZk2RS/tpiyk5M3Sdd3R0dFhWVZDQ8Ps7Gxra+vTp0/j8bgUky4sLDidTswjvF5vf38/k7m+vj7kjzQE3d3dNTU1S0tLWKh0dHRgRBCJRLgBiCYBUekP2DQUjUZjsdjKykpDQ8OHH3545cqVixcvapp2cnJy9+5dt9vd1NR0eHi4tLS0s7MzPDycSCSGh4fn5uZQLLS0tLzxxhumaQ4PD+/t7f3Gb/zG+++/jxSJ7eSKojx9+rSnp6exsfH//b//d+3atefPn7NY45//83/+4YcfwmD+3d/93f7+/mKxiEaC1dbLy8uHh4dbW1vvvvvurVu3pqenk8lkb2/vd7/7XUY7sJYURfnwww/7+/tXV1e7u7up2Z1OZzwep4f4x//4H6fT6dHRUa/Xix/v8vLygwcP9vf3JyYmGKSVy2UkiZoQTZNEHQ4HZGtuB/wggiOYPqUQQws6IaZQlmVBW6XUAgaAGi5hK1n5WgLHl4+ivfK1bOw+WXFrNiaCKnjq8vuJCCRvuvlMJsM5bmhogGVAIJMmBsBBNG17e3uMCejzdnZ2eNT5s8PhCAaDElGRG0UoL1j1VV1dvba2xqPl9XqPjo4CgUBVVRW9lDR8r1Qq3d3dZLhkMolNo4QluT5y1GdZFqAlaM/u7i7uxGQmdke4XC6mg/CYqP/oGqk+Q6FQPp9njlIqlTDPY0REnuab4a3IJak0ZxTpoJE8zPKeNjQ0yE6IYlmaVuNVwhuWy1m5tj6fz+FwUKoDi9Hzka44YNQotK2kZFpzeX7smdKyNZ2mWOshgzuIoi5WSoGIoL1jnAbPwBTWjCRIIhePA5eI9KnbzJIURWFQp6oqDbQpnOvJnWXhpSeHrDIagkvb85mEWGTO04TPnL3FtOdIy8bZkVCevS+0Z1NZiWpCjmJPurL7VG3wj0R6lRdnKJrNEV4VqLgEh+WnIJ9ZlsUxq6qqAqJnsR0ZUdbNnDpd1+WeE3Asj9g0UhH+mnTzOzs7dFBOpxNxtsPhgH7BtBJ2G7kQ55Dd3V3AdugaoDiweSH8O8WuTcgK2WyW8lqix9iSa2L2jPhkZ2dHznGY8TOXRQVHLGJcwt2UB5gzxifSxFIwh9BQGWJVoikX9RBlPB4PLW1nZyemAWNjY5qmXb9+3efzJRKJs2fPtre3r6ys8M3z8/NLS0uKorBgUtd1NoPPzs6+9tprlUqlt7dXURQ4S83Nzevr60Q3wzDS6XQ2m+3p6eH5z2QyPp+vq6tLFWy0nZ2dQCAwMDDA53c4HPv7+6+//vr09PT29vbS0tK5c+dqamra29v39vaSyeTy8jLB6/3333/llVcKhQIm5rW1tc+ePbt06dJHH32kadoPf/jDcrnc3t4+Njb2+PHjn/70p7iC/fCHP1xcXPzrv/5rEFev1/v8+fMLFy5Eo9GLFy++88479+/ff//994eHhy3Lmp+f//GPf3zv3r3V1dWrV69iB/H6668vLy+3t7ePj4/fu3fvz//8z3Vdv337dltbW09PTygU6unpobMB64aE8sUXX8DahwANSQcNPqVZNpulY2NnOtU0Oc80TVY2MuOUtDQZAgBkoEIQSQ3DODg4AAOR1hgEjorYiWMvh2UQ0WzEelA1/itbB0sQAu0AEQ8qwCCPXEtLC4iNx+NBBJ1KpSqVCkeuXC5vbW3B56QUaGxsxMOIKsfv92ezWUhqgEXAjJZlIbeV0wE+FFAByHxHRweM5dXVVXzyFEUJhULUqjs7O1hxQsptb28HBa2rq2ttbYWb5/P59vf3g8EgShgJNEFKTKfTtDuqsDOFEACilclkqOqOjo6oeKhTa2pqNjY2KpWKHH8YhkGDiBKO0ofnHBa0TKj0tfjf4i6kiHmhoihELro0voeTgJqF9pQnUZ4fh/AMKxQKOCccHBxQj3N/T05OcJNH7SpJZBXhya6L3YoO4Syv2nY9yhMC+58+gJKfeEp65s1wyKGr8Nvhj+iCzUh5YQgZq8ydEu8lgypCqQmljnNO406+rIh1ZjIzycgonw5DCOHlZ5StJJUfDC+JoMoMJx8x2f5aYsMBXzKXmwIcVoX/g/xZ/vWlTCkbZfuPm4KdACxp2bh7dXV1jBVxNqb34g7iM0ADx2dkyw2H3CM2YsL8B36QMiGiEA0M/6WUARxiaMrxBoPh6QYboFzmbJMdQdfC4TCst2QySdGJ5p61xE6ns7GxkTYXJ0tGCZqm+Xw+prNccCYmmqZRVkL5JoLx8SkpKBM5LQReXfiEMDqxBGjBn3l9B0jdzMzMuXPnOIWZTObg4ODcuXMOh+POnTuk35qamqqqqubmZvZtnT17FgEJTZJpmpVKpbGxsa2t7fHjx6+88sqnn35qGAbsm9nZ2ZqaGnTc8/PzEPn6+vpMsfhtb2/v0aNHiqIsLi6apvn666/ruj4zM8O16+7u5l2VSqWhoaG1tbUHDx68++673/72t/ls8/PzhPV33313cnLym9/85vHx8Xe+85319XW/3/9//s//+c3f/M1MJsOCLcpSSMyYcPb3909PT//u7/6uoigs80Krzpaxzs5OVVXfeeed999/H5L0wsJCXV3dyMjIz372s+9+97s8q2+88QarU58+fSqv/uXLl71e7//8n//zO9/5jsvl+vLLL6urq+fm5ubm5qB3ktggMRKmi8UiyU8+1YrgByIpwbwKgz36Wv5MtKKDKduW5nBKKkJhjfGbpJzYETZ7gay9uDVXPoF8Q1n4Thk2gzRTLHSldiMRyoUJlmVBAaet5FxKG62GhgbKTEooXdcRARuGgcuEaZqpVKqrq4vzvbKyEggEDg8PMZCCs86DgXFPV1cXVBeecNze+/r6stksfJZSqZRIJFpaWngOqTYQCoOBIzimgubB9vl8SBuZazJy44k9Pj5ubGyEsdXQ0IAchdCgKArGAi0tLbgenpycdHR0zM3NcfGrqqrC4bDk6LPCjEcUTImCCWoPtGRD7NSVqDXzKohXitiRRAfJpEq2WXTPlhDFEtBJ5yjqLMviA7rd7vX19UgkwjmUslHSsDwkElFUbQCmYkMs7MeDY0PcZ2R1enrKRSiIhTb0wdQfqqrSGaOOpUmSyYMChdTlEqthTTFxkBAIh40DL/9eZhrZ1ck0b3/npqBNKi8OI9QXSbD2jtP+sMhfYQrg1/64yaukvAjGKjbdjixYDaGQkZ/LtA1iaTBkMpMtspzp0lBSSJ2IddOYzJimGQqFstmsKabCkLeRlFCvcNI0TQMNwtDY6XTygEAgoDTXdZ3zHAgE+MFgMAjyh/WHvEqSYK9pGkmRqk7TNAZk/KWu66jwwYEBJGAzgTPDamS2Ygm6GSMevLipG9iBAU0JSbQqvri2HEiaQHnGXrpZtKHqO++809raquv6+vp6T0+PYRhTU1Oqqt68eRNi7dLSUjweD4VCOzs7mUwGVyDiYHt7ezabDQaD+/v7CJMp9k3THBoaev78+dWrVx89etTb20sC8/v98/PzNAp05R0dHbqud3V1ffXVV2fPnl1YWMDVfW5ujoecVRifffZZbW0tVjIXLlxYXFzs6uqSm0YURfkf/+N/NDY23rx5c2ZmZmtrKxqNJpNJCTu/8847n3/+OSZ2//2///eTk5Nbt27lcrlkMkkQ/63f+q2f/vSnv/mbv7mwsIDfgiIsChVF+elPf6ppWiqV+v73v//5559fvnyZ0pX1wmgQPR4PveO3vvWthYWFSqVycHDQ0dExPj7u9/t/8Ytf0Md7vd4nT5787//9v4+OjsDi6L3kCEcigRxBAoFlWZwJEio32CHUuNTvuq7LAtMOFkkKNZ8FBEMRRGqJ6siHWRc2/5qYmCo23oR8HfkAqwJckgFCojesK6GKpD5gfQ/vEDAnn89zBqD4bm9vh0IhpndMRzBEhTqUTqf9fv/m5ibNoqqqqVSqtbUVLjurwbiqoVAIxUUsFjs9PcXWyjRN/HeYT2NEwBO1u7tbKpVaWloYe2DCWV1dzeSvtraWYqWmpobKiQLWsizcmih+efwI7kST+vp64hqvAAqNOBITeWgphBU4xrjUUjxR9dOsyxqLjIWZtSJkeZAp+BX19fWgWHKWQ7YDSgGPJeodHh7ykQk94N50pRxCCi9kpkQfIDK6Q5kmLTHBVcVYTh4J3Wboyv8SplUxFyDWcz2x+6EgkMmDv3QJI1MQXQpfDjOhzRBMKDo/VVWleZD8e3mYuaTyGbFs9CWZtxzCtF3WhfKQW2ISJrOszKzyFahpNJvi0/5bXrpusv74+sNl2eYjdDXy88oCRRE7rWSVzOxGNq/M8pGLBINBSbmyLIthv8vlYocVmYYxPHmFGwpqUiwWw+FwOp2G/smDyWx+Z2cHNjiJ2bIs7H5g1e7v7/v9/lQqFYlEGHNgJ0lzAiUbUpuiKJA2SNJURaRqiGkosuTlqqmpYejAXhQeXrpkwBJd15mAMAKgurWE69ZL/YAqsJOKcLnSbIYVEsvRsFEg20GyiMfjg4ODOzs7a2tryWTy2rVr0Wj06dOniUSCKcvAwICu6yzwqqura2xs5Edu3rx55coVig4s6GBVzM3NgabmcjliYnt7++3bt0Oh0NzcXF1d3fz8PLeNK/jo0aPV1VWy2kcffeR2u2/evBkKhVg7VVVV9fu///uvvvrqX/3VX7EL9/333/d4POBdq6ur4OOmaSYSiVQq9fnnn/+7f/fvnE7nf/7P//njjz92OBx/8id/8sknn9TW1i4vL5fL5YGBgT/7sz9Do9LT03P9+vUPP/yQlHlwcPDzn//8nXfeKZfLnZ2dDFlHR0e//PLL+vr6trY2FPFPnz6dn59/7bXXcrncF198EQqF6OgDgQAmt5cuXTo+Pk6lUu+9994HH3zA7SEuM0tnGENAQUvAcaFy5J2AafwSWNc0OaxWBfxVEpt4ZeCgOOLvqeL5Nk6nHYPVbMQfGWgkXqGJfSYSaKKnVISHiCZ4B7qg7PPwyD6PMQnFBHp/cnMwGDQMAzICr1apVHAtME0TcX0kEnG5XNFodGhoCI9AuiKeiu3t7d3dXb/fDzCFvyUaalYuI87p7+93OBy42ZmmCXDKDBK8JBQKQR+rVCoYRfn9fiwPiRoILSAcAqd7PB4kQ5zenZ2dVCoF7SIej2P9iE86VFu8CHK5HB7CZERN0/i86FkVRWF7GvQu6iRN08jKMiKD05LJFEWBow4UyftRVRXHdpoGsAcgeu44XvD5fB7er4Q9gWGxMpb5piTMiiUKYi+n7LHeXmnJf7X/JTke7gnEJRpNXazo0nUdybKsXFVVlcgbjBJ2EkgYAJi0UCgwwuT4SSoc798Udge8JXlK7QWfzGT2ptOyDURfgmHtE1D7T8nsaNo46vJxkz2lzLgvpe2X8vRL7a89l8s3LGeNps0FkB+kqqaewwzZEMuiOWaM/ejAmpubpRyZ90Yi5Gmtr6+X68D29/fZ88O4Ec096EWhUAABos3FLo328fDwkMjAuAFUmV+tKArAKZAMcA4sWbgIuPfxZugi8O6gk+YMVyoVEBdiHfGQrUpUsVDuucjkVKory7ZL1RJidAm2ywz6y7vzJ3/yJx6PZ3Z21uVydXZ28qw+efKkr68vnU63tbWNjY319PRQ7O/v7y8vL5+cnITD4cbGxnA4/PDhQ9xe9vf3KXJramp6e3udTufMzEwqlUKeyK6GhYUFxCdXr16tqqrK5XLpdPrq1at3797FNqKurq6pqen58+e5XO6tt94aHR29devW1NRUR0fHw4cPv/e979FfLi4uPn/+HG1lKBSqra396quvXn/99VKp9Pd///dXr1598ODB7u7ulStXEonEZ5991tjYGAgEVldXX3vttcePHyOpnJ+ff/LkSalU6uvrq6ure/DgARj1G2+8UVtbu7Kysrm5+corrxiGMTs729zc/OjRIxzeI5GIrusff/zx7du379+/z5YuTmp9ff0HH3wQiURmZ2dfffXVv//7v/9H/+gf/cVf/IXH4+nt7f3oo4/u3LnDCklqQzIKJhp1dXVQqCwBnMrpiwTimNJLJEoRdADFxlBwCLssXXhNyZ7y/6Prz4LjOs/8fvw9pxc09qXR3Wg0NoIACHBfJVEb5UWyLXmVl/F4Ys9MpSqTzFQylYtcpGqS3KRSmSyVu0kmqThTmXjGM7ZHkmVbsmhLtiSKpLgAJEgCBEDsvaC70Y0d6OWc87/4+H3+L0D/+oIFAt2nz/K+z/J9vs/3UQbTQUIn2bquQQI0wSLbkKI1Y1ulJbmVtDHpFMFxHFI0TDk1PylMEgV3dnbidaLRKGt6bm4Ozi0qrwQfqVQqGAweP36cmrrSwqp+v39tbS2ZTFar1Z2dHdTbT5w4sb29vbCwgNax53m5XC4SiSSTSaAeWHllLczLRSFBhaYBXDY8RCqVUkphphOJBMXLnZ0dkBIxqQEtVg7Nj0yUENiyLNh2yWSytbV1cXHR7/eDNSUSiampKeqOKFowuw3QEkIEQQbtklJftLReCecGZMp9lvtD0A0REbKx9G7SLIv9InPFW2PIQJVd121sbCRWo8+EKhEGERMj5l4CLFmQUmkzXYWlwUNKjxWtgAFpVlaap8ESWyu/uHqYiasnWAEbIuZiaXCV+ECqBpJ9Aj9gQ3lMBH9mAcL0/ZYxAtNEYk0XJWdrG22RnpFwKwNTNQMI2WUmMixHsPaD28pAdywtNWAex2dI13K98o0+zXLnsIlEAiiCRUWtgdo27SWlUgn4EPQ+pEU3Ie7Ztk2vp2i4wzTks7S/cwJAu7C1QT7gBIVCoWg0ygBq27YFuWlsbMzn82Dy5IKxWIxDkT6yoSw97B17KPJDFCBWV1dZz56Gl6PRaDKZrK2tpa0AYIZsWAJEAjhcvm3bAL8sJDG/liZg80sibJ/P59/d3WXWY0NDw/j4OLvx0KFDhUKBKu758+cLhcLDhw/j8XgqlYrH4+l0uqamBoF1xiM88cQTu7u7y8vLR48erVarYLyRSGRvb48ouFQqYRSUUhcvXoQJghTtxMTEuXPnKpXK7OxsV1fXr371K9gQSqm9vb2JiYnV1dWHDx/+2Z/92bVr19555x3P81paWo4fP+73+ycmJqh5NDQ0fPe734W+8fbbbwMOrK6uovhaU1Nz9erVzc3NYrF48eJFn8937969qampQ4cOkexub2+fPn16cnKyWq1+8YtffOutt5qbm7PZ7Ouvvz43N3fkyBEm/+3t7X3wwQcwe0lHnn76adlv77zzDj+cPn0a9srnP//5//7f//vx48evXr0ai8VoUYWLwVYkdJKKEZqZPHuxTQIKSVTr6l43TytMKgMUkk0uOIMAvz5D2l/tR1zF8EmyaBoRwYgk6RRAzNGKU+a3YKfgAnB7LctaXl6mR4huRYhO3d3doofHCdO2FY1GmUN54cKF5eXlu3fvEth2dnZOT08TpfX392cyGZDMxcVF8XxcMvOifT7f3t5eT08P6ZeMeoBgRbU+FAolk0mm0R05cqRQKBD2Eo1Go9Hl5WXwHOk6pWAZ0vOTyRcZpU4YjnEkVhsZGYnFYnt7e8PDw8TXpVJpfn5eKQXoSpUFNFUphVeGPkZvnDSKSIzCV/P0eV5sfiYXVrUEPFwJR2uj5/N5Im4eEFqY+DPo1kRvhUJhfX2dLNDSXUB0s8jSso3mCjNocx+jgMp/JUwRHIXKJRCLrVljQN98SjhKnhYaZV/gDi3LYgfhQR2j58QyBBNI1j0DR5WTFBdlnr+ZtJkQq+lfD3g4ySzlmO7+wqTaP/zggMs0Yw7TfT6+DZWRhppbWPAhQYbF65OUCy8adS24ZjgDKnnICzOXl/VgWRaj68DqXU2zwneSQe7t7UWj0Wq1ii4mSlhKKdGTyufzwO90ylmWRWoIJxakjUePcXA0yRmeNhwRyupKKahJ6C00NDQwaIz9iIlmVaNQD7GWXeC6bltbG6dNRYbqCVVF6HKO45T18HalJwp4GlmhOoAH9Sulrl27hp5OuVyur6+nb2Rvb+/o0aPLy8vUeAYGBm7evDk8PEwHN5M9SK4rlcqVK1deeOGFoaGh5eXlrq4u2KSFQuETn/hENpvFuR46dMjzvEePHtFels1ml5aWAPHo/n7w4AGev7Ozs7+///r1688+++zVq1ebmpq++c1vrq2t/d7v/Z5SCgNHHQjQaWZm5jOf+QxJBsSqvr6+xcXFlZWVR48eDQwMwPvv6+u7fPkylaSOjo6+vr7x8fFLly79/d//Pc41FAodP378P/2n/0RzXiaTIflmvnSxWPz+978/NDSEOoxSimb8sbGxdDp9+PDhubk5dvVbb71VU1Pz+uuv+/3+kZGRsbGxJ5988s0335yfn6f+BB4l0mhsFVmXnucF9Yhg6fgu6UlevAGTQS2zul+PX+kih2A1socFTRX8ViJoZaiQcEBlFGOUASthd/x6kNOBVNXSQC4rmHkjtm13dXVBRMI0Q3kvlUpzc3PIAy0uLo6MjCwtLS0vL6P5MDg4CGYSDoeDweDi4iIIUjAYnJ+fx411dXWRqZdKpUwmUyqVyDK3trY6OzuJYWtqaubm5ghWQJDooQ6Hw8Visbe3l3CQHfLw4UPyYPYnhKOamhomM6+trXV2dmazWWkU4bO4OmBb6A8iGws+VigUisViV1fXxsYGJVhbd5dShkEYi7Uh/fgAqpVKBUci4Q75qNLkIB4WWAU1FIwdQZjrurCOA4EAQh8UmyORSD6fp82A3JSGH9oDKKMGAoFsNgtdmZkV0ilhugEzaTNXC2vb0RJlSinKEErzlWR5U0yi8kqIQITtGrx/fCQ3hM/KCixpBXn+KwUIR1NhHU33tfeTO36rF5Rbbfp+ZYjbmeGsMoqUElzKB2VXmjdK/iueT8Ah0xPLqXq69ibbVn4W1y4VYhN8srVcO5rGgBacG1kdAQf61bCxmpqa6urqMpkMfVxNTU3pdNqvm7xBQfBzgtlI3Sefz4dCoUgkQis29aNEIpHNZvHlVARAF7LZ7KFDh8CNuFFoeuClqDUgEE3bKAQCx3FgkwDREfzhHWX8NWKukmVyqxlAIjec35h0S88ge7OuTLRW7U/3/YlEgivJZDLANaurq6VSKR6Ps+sWFhZ2d3dXVlZOnDhx+/btixcvEpDGYrGrV6/6fL7h4eF8Pv/+++9ja8bGxo4cORKNRvv6+tLp9J07d3g8tm23tbWFw+FMJkPq/fLLLwcCgZWVlVQqtbi4yNJncMri4mJPT8/Pf/7zSCQyPDy8trb2xBNPoCNz48aNI0eOoLFOf8uPfvSju3fvbm5ufv7zn6ef7/33329vb7c01R7VwKWlpQsXLty4cYMqGoTJ+/fvHz9+PJ1Op1KpK1eucINaW1tpvKtWq8ViEaW0gYGBZDLZ3Nx879494KybN29alnX+/PnTp0/Pzc3BOfrCF76wubmZzWY/+clPFotFGKQff/zxnTt3MpkMWAdRMKAEDwZWkdD8iOmIFvmBByZou2R4EkF7RrXDNVg5suuURqiEB2EZUplqf/FJ/nUfa9OW0NjSlXN+w042swQyXVwgUn80SsI1pakAQYCVlRVwVFgGs7OzPT09RA/oAZGRrK6urqyskOdVKpV4PG7bNjp8S0tLmOZUKoV1qK+vB/gF7enu7l5eXqa4UCwWBwYGcOrVapUOH8iZjY2NMIbW1taowWPBscjBYPDhw4dkz1D5l5aWcFHC0gKEWF1dBRODShOLxai1U1hyXRdtoFQqxcF3d3d5AzUny7KKxSKhNK0aUmB2XReCK/ufM8SakAeAZ9IowowX1hsjg5BGq62tpc3OdV2ZBELZtVwuU4WlLgWrUJy099iM5QN+xTHa8D3dtuF5HqmzrYmv1GUlLfZr1QL+xW6SI/IvwYeZkIHcOnrYdVDrGoJDsoks3ZNn67J9VcsDyRlaBu5qRpByXbbmpJjpo7UfjzFzQWXAs2YMYRn4rVQ9ZG+an/WMAqfAP46WYrA0h1bp+Ng2yFAYDWUEuEopoHj4buhUx+Px1dXVRCKhlGK6uKMpEXgpFoxt2zKnCE6WUgr1FWwXZQjmF0HAgfjDxkfCDM4B25nuT/qnl5eXIXawpNl3jY2NwCqQ42gyBq1USoHZSAmc5k7mq4Cgkmx4nkf2SadWKBRicAooLl5fbiB+h4dITI+P5ys8A2+Q++m/detWf38/8M7p06dHR0eZF0aLCB67r69vdXV1fHz8iSeeuH79OpMlNjc3jx49WldXx8DnY8eOVSoVYu27d++eOXPm3r171J+4pGw2OzU1ZVnW4ODg2bNnKVmhhACbP5lMUmshnyPy7e3t/eY3v5nP5/f29m7fvv30009/+ctfXl1dfe+997q7u13XnZmZeemll/7iL/6iWCzeuHHj0qVLtHsODQ399Kc/tW27tbX17t27oVCI4SHd3d0zMzOgfNFo1O/3Ly0t4QLr6+uvXLmCLhSY4cTERDabxfXOzs5SAWpoaBgbG2OIOVnIK6+88t577wnVsFwuT09PT09Pt7a2fuYzn3n//ffn5uaYSKWUonFYYhxyGhkpIFUZiZexILLD5Q1mIig7TXwVx/dpVrpYDdM1eo9JzgoEJAmlrWm6komyLeUbWVVVPYqoqhX7xB+vra3FYjGgEpLFxsZGhniTHiEaQB1lYWEhEokwHAbtXJbH3bt3bdseGhqyLKurq4tWzmq1mslkCG7IotbX13t7e4ETIKYzntOyLFiXVN+bm5t5ms3NzbDhLcsiqmWaZldXF1MUEAogMZImV/QBPM9bWVkhD15YWOjp6cHrCNmVCImh9ug8MESsv7+faisYVG1tbWNjIwT11tZWysArKyt8kKoSVVL8B89XWC04S2wWxo4FRkRPYo07QccA3AU6Ig+I8g9mAhAFes7q6qpPt/MiQmbr6YNKT4SQRMq09Y/nZ7xf+BoibAQmBl1TFgz4E7+RS6aTR9JWbCj/WpYlUwrQVWYRWoZ+sizUA17ffMm6Fccj2WTAENtS+zFS8dxmhiq7zNvPA5Lo0zUaUcTpyg7lNHxae0tpzp1jNJx4WixerLlYBuJXv245I9dEshSkXSmFaptkYwAMpFlbW1uQ9eitrFarqHlgu/BJwKSULeHc8s66ujpSPTpbKlpbhzSUaKmhoYHyh+u6QD6s883NzXA4TK8nt5rAWpqyqBGYeQWfZXuCOTt62hcazkSEdNp4ntfe3g4ITIgMiQfjIPcZOyaUScB/Hg1hn+d5v8m7CZwDgcDg4CBlyyNHjkQikcOHDz/11FNbW1u9vb2tra1LS0uBQCAWi128eNF13cXFxbm5Odd1u7u7W1tbJyYm8BkDAwMPHjwIh8N9fX1PPPEEUnMtLS2nT59GPAheFqLVt2/fHhkZSafTSqnx8fHt7e1CoQCRoVgsfv7zn6e1MRKJvPjii1U9IvXZZ59l5tfw8PD09PTg4ODv//7v/97v/d7i4mKlUlldXb1y5UpPT49SqrOzM5fLpVKpBw8e/OpXv4IVglCZUmp2dpaSONsVEPXatWs3b978+OOPmRUKs/fQoUN+vz+dTj948MBxnOvXr0PuqK2t/c//+T/TCJxKpZjiEggEQqFQT0/PRx99NDU1tbi4KH4L6yxVaKm4KD2fSLal7F6lh+66BiVP9iqbkDdUtTgkHxe2vWA+VWMEkm0QfHy6fds2htSbYbVZQREbJAG7gFc+3SMMOEmBARE4wAYI4koTfbmBdXV1jOjCsw4MDCwuLhJMQOakvoh+Jh39OCfbttktRKP09uGhIbVCcI/FYqh5IH1A6gZTRilFSQ+9+3w+zwRT4r9kMrmxsbGwsLC4uMjaDofDFDJpD/c8j2I/O5ZLE4FsUE3OMJFINDU1QdyPxWJ4O2p1lmUR0mEjwEuwaKTphL1s0sbGRqhh+JW6ujq/1tKztMaCp+deSQO7NGmYADWoGsnl3t4eXTfIFZEW4Nf5IjmsMmilygAt1H7lcVnbnJhU3109QwrbRIHW1UxFSmUlrW+lNOkGmFoZWVrFkAgQX8gKd4wmEJ+heC5eTaJDy6hryNYzfSp/NfeaGQ2YKaB6DPK1DeFc2SCWhljNW2TuUDmm6YPFcZreVz4lHtfWL79uyLFtm8EYAHWUhIjqqA5QngSPYdW5rgvxOxQKdXR0BIPBYrFICzJxf0dHB/6VMxT6K+TnlZUV8FLXdaPR6NLSEnQhpP9RQFO6M42ArKamhqIYuaxt22Az4BN7e3ugPkop9rjP50MkAElRfikIUDAY3NzcZL4KrHi/lrmgWm/bdlNTEx3AuE9HT+gE0pCnb2tykDxKsB8/BuXw4cMQNHZ3d1HFjEaj+GeugczyypUrTz31FD2t5Gp9fX2u605OTiaTSaXbAam17u3t3bx5k+HAxWKR0Lu3t5dM6MaNG8899xyy91evXmWyBGA3umt+v39wcLBQKDQ1NYXD4du3b589exYIO5lM3rp16w/+4A+UUgyXPnXq1C9+8Yuenp7V1dUnnngCid4333yzqanp2rVrvb29yKYzU8zv98diMXpUICvt7OzQAtHR0bG4uBiJRNLpNPOuk8kkwQRx+g9+8IOWlhaaFlhemUzmlVdeWV9fHx8fx0BA6D18+PB//+//3e/3M4vb1rQ3+vnY7eAbMONtQ1Pf07P6xHHKLjWfqGcQDs0Nb+5wtoTPkHJ2dc3J05C9fIujNfYkW+WvAT3YWU5MGS/T08tHWH8iH4+HQF0vnU43NjbW1tbW19cjIlhXVxeLxaCDRaPRpqamubm5iYmJ06dPT09Pr6ysUFykVYOtjk+yLCsSiTQ3N8/MzLDzCXjZye3t7bOzs57nzc/PR6PRQqEASRWaH1NN5ufngZLi8Xgul8OXo147MzMzMDCAY0NyuaamJpvN0kIKMEuay5XiZmTo0vb2dnt7O81qDQ0N09PTvb29bI18Pt/d3Y2iNPUIuAxgR6BYpFn0YGChqHzzSwwKT4SKCQxYx3FovMGhwhkGqiXOILNvbW2FAwIqxSgVmEGYbCIJ7BQBmTgbydWsx3o0zT9RGRKPhZ8jRABG47B7erwwXoGsUTxfVcvcgEZIimBZFjwpFmRFyyv6jCFQplMxT0zSUHmDegyqtY2yBT/IdhD/pzQFzzPUVpWRSj7uoZUxkMQzBNZlt5q+0/Smj4cmZp5q2g2pvwidmOdCEYG6JnCl4zj8wGOCsOJ5XjQaXVtbW1lZgXxALC4oCBUNpRS8MwouDQ0NzPElbmtoaKDqads2Qse2bcvbWltbk8kkzDICZYipcOaJnKgRkP46joOuVkNDA71YItQOlTqoBRoh9LW3t0ejUWoubHZuSFkLEUMdAORAY1mIVNgHaEp+QwGNp1DRSnt2MBjs7e21bRt4igFh3d3dDx8+XFlZWVpayuVyxWJxdXV1dHT07NmzNMDCrUCp6MaNG0NDQ7ZtP/XUU6DhMJtra2ufeOKJcDgcCAQ6OztFBiGZTE5OTrJihIvved7Q0NDw8DAMC2S9fud3fufkyZPRaPTy5cvHjx9n1GJDQ8ORI0e+9a1vKaX++q//ulKpMKEzGAyOjY2dOnUql8vNz8+/9957p06dymQy6Nxms9n79++3t7dXKhUa/sDQQAkwi5lMZnx8HIYYl4ZT7+npCQQCmUxmbGyso6ODfrutra0nn3wScOz73//+7du3c7nc+fPnQcZv3rx548aNaDR6//59UCO/FuHEVYAJyPwKiWIk6jFTOtn5po8UI8UPPmNWu6M7E+Rt4hTFCki6IEbNtImgHJ7R+CWI3AHOgl+POzehY67Usqza2lpYMwE9zSAQCHR1dVFBp2W+sbGRAciYchRAILOkUimk2H0+H7QdGDcwy+DdYf3xbUopXFRbWxsjkIaHh8lQ19bWwGMty0LBjpnShK7QaMkjt7a2stksyu+ZTGZ+ft7zvFgshp4taCoDxbBBDAhMJpPUTakDHTp0iBZPtCTT6XQsFpufn2d2YGNjI56S3JflgWoJO7mxsbGtrY3AWaywzBDmbrNKoeaz28kGBHLY0mPgcE6k/qg2KqXQ/8TlgD6hw0cxHn/JCBozyxTDLSmaOBhxD7YemWlrhRpLd8uQxbq6mYREmRMGBZUL5CCi+IPNsnR3kyx7gUZIYR3HCRgCe5LP/dYszdwLAuEc8IvizOR6lcZy7f2zpk2/yM/efsiaX/p0Q73aPxDGzFMf953W/pf5FbzkfFgYnp6vwrewBzc3NxkbhxSUz+cDY6A81NnZWalUurq6AoFAJBLxPK9SqaysrBCLAOQSknZ0dLBTWEjktc3NzTAMWltb2Ywkc6RY6M16nscmtTVLwO/3w1SA14JGbk1NDXUrz/OWl5epYgCcuK4LcoMgGo+7Ro8OJJ/GgiFrwGXKNDRAY/rHODECXxQH8ZQ4e4FJHENsOaBlZPwbGxsnT5588OBBe3s7M/8aGhpSqRQ6sfAeEZ5++PBhOp0mMwCbQmnzzJkzTIouFApHjhwh0T537tz6+vqtW7f29vaam5vr6+vpsqJDnCYBYo1oNDo2Nvbyyy9fvXo1nU4HAoF4PN7Z2WlZVnt7+8TExMjIyBe/+EWlVCwW29jYKBQKjx49Onfu3I0bN7797W+XSqUvfelLf/u3f7uystLR0cGaOHz48I0bN9j/ZA8wksksMV5DQ0MzMzMMP2pubg7qEeeIwAWDwXw+7zgO9fPJycmWlpZCoXD//v1wOHzkyJFQKDQ8PJxIJDzP+/SnP42az9ra2vj4+Cc+8YnV1dX/+3//r2VZCwsLnueB8dKMQR7AE2WEFsUkz/Oo94jVwJQIOmQbRHaJ8YXsALBg7y9cE0NJbGseWemXrStMrBVxoo4WYBOrYRvkBWs/iiXvkc/SQEKShFJJc3Mz09Dg7wmLD2oYW50IEU4QWgFkTpVKhcIBUgmY8r6+Pjjx0GtlZRcKBRbbwsJCb29vTU0NvKHNzc2BgQG+yLZt6crgnCEjMLGrXC6zBiwtW6OUWllZIeImI6TKIsx4nh094MFgkBkOTNljBh8xeCaTcRynra2N4iXoK2Rd13UrlQoKSuTlwNdYDfQClYbxKfPwM4gFz4InywdlihzrDQqG4zgcGfIheW1LSwv+fmVlxXVdGuFl5YD6igMQZ2AbbeC2Qd10jSZCz1C04bQdLbBiYqfCGDcRfk/zZsVzOI4Df5hUmzou1lx8DF5TPD1nKEc4kNuZP5tXZ+kEWhlpqOlQxWHLnTF3nzKSvwPu0DEEg2xjvIkyIB/TW6v9MYp5qubWUwb5wDXUE5WOycgN0BQDtwckh+LOOmGXsQgRjYrH4xBz2INE/NA+ENyB0cr+JbGj8EQRnS5PMAzRrUQsjKWbyWQAe2mLsCyro6ODEgxaReQwsGfJVlmZra2t5GBUVarVant7u1AF+VRnZycOSykFwmdZ1ubmJv5Y4Gh0svhZsguCfuIw7IC5YGzHcUZHR8vlMgQHMlAYhmtra/TDbWxsXL16dWhoCCLDxsbGtWvX0un00NAQvOSNjQ2KMYCcyWSSxX348OG2tjZ2Jue6urq6tLR048YNTvTMmTOoq+Tz+UKh8Pzzz4e0sn5TUxNitqwSctxMJtPX11dbW0vLpud59IGcOHFiaGjo0qVL9+7di0ajd+7cefLJJ7e2tmjgGx4ebmtri8fji4uLy8vLQ0NDWKhQKEQEYOv2IG46VSKEJO7du4ceG8ovIO/nzp178cUXT5w4kU6nJyYm1tfX5+bmPve5z504ceLevXukI0qphw8fksyhTkA4YxuFQ6UUA5gk57OMzg2fMVRP9oB4NZ8W2+SA4HUmLmRWkuSXtgaKPV1cMSNiS8taupoKL3G6aV9szQoR22EexNP9prgutihsWCI7yO61tbULCwtwr2r1KxAIMAIaAsLU1JTo1gb1FO7z58/X1dUFg0G0wfb29piOq5RCDYAskOk6YD61tbXLy8tra2uMNKlWq/Pz8zs7O7lcbm9vL5fLOVrnjw4NFieuC1Ytf8UukNvRdp3NZpPJZCQSaW1tbWxspOSzs7MD9rW4uEhWffjwYZ/PRwgfCoUmJyepYvJ+CkJKUw8Au2pqaigpkZFzG5uamtjD+EIYEwDXJM2tra2WZdE60tDQQHiOhEprays6DBQgwGxJ7tkLCAUL+wxCBGCpZ9BQPQNOtPbTUsy3Ca7LMiOTtjT4b+mhsEopUFkWFQJYxAHYU5YTqYkwhy2tMSR+QphBUD35ODvCzPzMM2dtyz46EP9JHdHM7eS/bJMD3lfCBZ/Rq2C6THPj2/tF+JQBLAnqI95UGTm9u58AbHpfXlw11BXbtuEeojyAxwJmI8JDY4RM1LbteDxOiSSZTNoa9KZMAA8oHo+zWmpqagBsKeHjhDzPA08iiMQVAWOsra3RxOg4Tl1dHXLwNTU1NA2vrKwQPhIkUbyn/kqQKrtSWpwZ6gDEAo+BPBv2OLkfNAhsLDuO7UkFkM9CrBU75jM08UUxm00q3tSGFtzb27u6utrT0wPFsVQqrays1NbW9vX1wRQ9d+4cPu/UqVMQGSYnJ0ulUkdHB81A9+7dYw4RAObS0pJSqqGhATAN/z84OEg6/MILL7S3t/f39//yl79MpVLRaPTq1av0bPCkp6enz58//6UvfSkYDM7OziqlwuGw0kNU0BaIx+NXrlxhRMmFCxf6+/s7Ozu/9KUv7e3t/dN/+k/Pnj2bSCQ+/elP5/N5QhjbtltbW/v7+zEx6XSa5y3BOAkH5HVqADzyqamp2dlZYL2jR4+ePn2aYWr3799fWlr64he/mMlkTp486Xnem2++OTQ09PHHH7/99tsEPmLOlFLb29tgs2xy27ZpOeVFC6bsWMuAhlxDJUsC/KoWDBOE1tOQqWweE031jOqLWDfLmGSkDLqECcyKWRRDIwZF/K63v0RKyA8xjzcEg0GGNcKCi0Qiy8vLPT09tDbPz89jskE75+bmHjx4wDpeWloiovL7/XT+sANDoRBjBuB/+f3+3t5enmYkEmFjpNPp5eXlra2t+/fvI4pbrVbX19dZRfAg4MWAWUUiETQwgXx556NHjwhpgTq4M8TsfF1zczPZz+rqqgAJjNqmjYo7Q9RVX18fi8XAWum2JkumFkDS2d7eDrK0sbFBYZjCD/iEcIhM6BvGoDTqEPzxr9LNvgCwe3t7VIWVJphA1uW7WK74S9u2sXHK0F99fH2alt0MvCzd3yZhe1lP5JBVZxmYv2RgQrsg2KIUSg5tMn18xoQyZShr81nLSL55j+kClUZZpbIrCe6B/NI28GcJEQ5sJdkvB5CeA45WvJoyslV7P1PJMxJTZSDMyoibLSPxlRhFcCCfVgSTo8kJe54Xi8VKpRI65ky8d7V2AbhLuVzO5XKelv6H18PsDX4DzLu8vAw8AHd9bW0NqpEk+jDXRCCstrYWmBQuJGxtAr5SqURLDK4Eho6I5FUqFdI5Zq04jgOLDcVNhhZsbW2xkVtaWqjOiN6WaTkpr0iLAXtW3mAbKtysB0kAPF1oxyxUq1V7e3u7t7e3VCoNDg6ur6/fvXt3aWkJQ7CxseF5Xnd3N48KUmIqlcJ4feITn4D+ND8/Dz/wF7/4BS4H/jHAzu3btzs7O1taWvD5jY2NNFk2NTW99dZbPT09AwMDW1tbJ0+evHHjBuz8kZGR06dPv/nmm0qpoaGhpqamn/70pywjOEf/8A//oJQCNNjd3X3llVeoMIVCoUQiMTIyMjEx8cwzzwwMDHzrW9+6cOFCU1PTqVOneHJKKUYt9vf3o3MIEE2UnUwm8/k8gL7IvyHlQ/X0U5/61B//8R8jajo7O/unf/qnN2/evHjxYk1Nzb1790ql0nvvvTc7O5vP55PJJHmP4zg8IdnD4K7EbuS4rmbokGFIdCz7igDWMwAZ22AZiCFz9fghbEdVa8eYa0IiUxNrlSBXvKAZRysjSPe0CK1Pz1GSRghzk4dCoXA4TMre2dkJOsQq4pLD4bCMqWpvb2fdUwhUSiEIwN4mwaK0Cczb1dXluu7Dhw/X1tbAc3p7e9va2s6ePcvMSAYSdHR0dHZ2xuPxuro6RpEguVmpVAYHB21dgs1ms4QCCwsLoLtwXwuFAkLwMzMz2WwW0IncsbW1taOjA0GGnZ0dpoy5rtvW1rayslKtVpnewxTAfD4/OztLA7TneYuLiwTLzOEhrG5paaHJhMzAsiwWp+xhbj5MRRj5WJaNjY2WlhaQaiROyCFwtKwB7AJmkYgNG1qpVCht8hwJI2AzWZaFeJ5pVkzfae8vt5uryFwqwmD0DBSR64JACzAI0M0G4cwl1pSAEpAAppW5AiXklTNx9Otx52f6fnMfmRGA/KD2Z6Vqf+Jobk85uG28PJ3BWMZwPWXgrhK4HHCo8rbHsWVlvAQgkR1KdGJ+S1UPJsObwqnh5Ovq6hC1oM4HLKSUYgWGw2FyQbSggfdc14UKC34LvY7tCd9TGGoAGDSYEZVK/ITfAjoKBoNoz4LZkATDO8FDU8HBYLLTWQau61L1wPJTECX0hJcLP45CLIxZ13Vx1ZZlIZJQX18vmTElUkf3KYgekNJ9R1WtxmzbtvWv/tW/unfvXnd3N04FdexHjx41NzfHYjEI9w0NDajlMs9sdXX1mWeecRzn2rVrPT091PZCodB7772HYNDQ0ND777+fSCQsy5qbm2OENeOIz5w54/f7b968SWI6PDyMTMnCwkJfX9/ExATDthKJxHPPPdfT0zM8PKyUSqVSkBWvXr36mc98RtYNqkM0Xx46dAjPvb6+/nu/93s///nPn3vuOSqv4XD4v/7X/9rX1zczM9PW1saI44WFhQ8//JBpyXSLsjKYVtHY2BgKhXK5HOz/5ubm1tbWp59+ur6+/vjx48PDw5FI5L/9t//W1NT0z//5P8/n85cvX66trV1aWmpra/u7v/u7u3fvEt2AmyMZTPInUhpircwtKqvfNvqHPAMTszXEqoxGZk+Pj3A1i8fRjUeO7vX2G+q1ysgeTFtgRs1qvzqJuF5B/zlP02t6nodFY4MJAQojGA6HgQc3Nzc3NzchtcPHUUrhDtFxDIVCZ8+eBfBHiArRx8XFRXolXdf95S9/Cd6olIpEIvQcHz169N69e1ABq/qF4KJt20A3PN9oNLqyssImgWQEeX13d5dJ9/TmUlYUdR6cGax3AUir1SpHQ4cZ2QGfz5fP5wkX2PZA05QniegR32DoRD6f9/l8dMJYloWsHbNCWSrQjyH4kDiCdPn1lGbkXTBJdBFQ7QOohJfh0/0/cIgIGfmrz+cDXvI8D+K+QKCm/5C1Km5SwjVLlxW5qxgjn6FSizv0PA/ClGS0lmWJXhrYvqPFzEp6apinVdYEKsSWkRBbegS60gBmRc+LlbdZBoIixCIzYHX1TO8Dvl/coXoMO1VG2KoMKJVfmltJ3iDeUbabZSjf8nvTEx84vmw684oORAaShdu2jdvo6uqCOEpaFggEoPFbloVaLMw4FMUJVdPpNBpSBP1QDYrFIqAdRWiY5KSAUHiq1Srel1QkFAoRiu3q4TnAHmYFlL+S+GIYza5iIshIJALkCfsE3+w4DqLQfBFdZ/jjYrHY1NSENyVwhE8DVMO1M/kAeTvXdUlzCen8uiGYSS90tlBK/83i+cY3vnHo0KGHDx8yTaa/v5+yyvz8PGWSnp4eZvZidgldR0dHE4kEkkh1dXV37tyJRqP9/f0ffPDB888/z9IfHx+nEnns2LHR0dHnnnvu17/+NcLuwWBwenq6p6ent7e3XC5vbW3duXMH1YKRkZFMJlMul//sz/5MlubExEQ6nR4ZGWG0yNjY2OnTpzc2Ni5fvvzSSy+Nj49XKpVLly7Rn/6DH/zgq1/9ajAYfOutt86ePYumwR/8wR9cvXp1YGAgl8ttb2+/9957Fy5cYEb09PR0V1fXzMxMpVKJxWJ9fX3xeHxsbAzzRJYM3+R3f/d3JycnLcuCHnns2LE7d+5cuHChtbV1bGyMwOru3bsfffRRoVCw9MgRT/dykJo7emhRVcsEmxtDIk3JDj0DEDM3lW0wd5QB4HgGtV2ObAJian+2qvZXUCzdnXnANZoAl5ykX0uxK6VM7k80GuVLI5FIuVyGxUMrdF1dHdnV3t7e5uYmPJ1CocB0UplAGQ6HQ6FQX18fPSfxeHx6eppJCKVSaX5+nh5QuodRzsS9xWKx2tra2dlZ5jagPUTvNh4X08y2TKVSsVgslUp1dnYyjYjfkGkR+VqWlUqlaM1m7ElDQwPpss/n29vb6+zspB+8tra2ubk5k8kcOXIEw21pEVfXdQuFQjgcnpmZicfj8H4DgQDSQtgRJObxjhB2XNfFZeLCETrAFeH2iJCwO2xyW7euB/TsQ5Axz/MwarZtw4eETUONgJaApqYmHgrQiGMM9FD70x1ZAOIDxH16GhUUkiSOTVYp+bRlWXwL94FFgqniPWgWAgzQAwNKJtKgUhFwDM0szxBe50U8Z0KmEixKoGnp4qvZq/db3aG3HyM1o0llRL220fplGfRyuZO2wRuST5l/VUZaLPtdbrW82TXw5APuU/CkUChEVwJdD0op7i34J4VwujJgn+DJWEX8CWJOuVym25J2JvpSgOJQs1NK4Syj0SisgqrugCT1h7PKCsfLUnGnmaShocHn86XTacJQmjsJrMlx2eOWbo4SxQO2P25VKQVZif1LVA2gRaotoTDCHai8iYKjpSUy5MlKRVMirWq1an3xi1+8ePFitVqdmZmhqEu42tzcDPl+fX29o6NDTAYyPcPDw+Fw+Nq1a4ODg5QV8/l8Lpejd4UZgclkkt6PaDSaTqdnZ2dPnjyZy+WOHTtWKBT6+vqmpqborcZQPvvss47jvPPOOydPngwGgydPnkQP4aWXXmJi5fr6+sWLFyuVyscff/zMM8+w5t54442zZ8+2tLRcvnz56NGj5KZXrly5cOHCz372sy9/+cuwcN99910E/7a2tmAMffWrXyV0hfFkWdYHH3xw5syZU6dOpVKpsbGxqampb37zm8lk8q233mptbT1+/Pg777zDwxsaGlpbW4tGo7Ozs+vr65/61Kfeeeedra2t1dXVX//617A9oTh6elYXuIerOVqOJjSzsonQLS2VaRvKZLINzJ1vGVmjmADJAn1a3E7MjZgAObgZNVuPKf4oQ9bAMfq4xXbYWo+KwJ/D4iTI1HGQPp9PWils2+Y+27YNv472Ehb3/Pw8eRtkPzi3jp6cjHIFhTrMOtrNzJ8BswVc5R6WSiVELwN66HShUCCmdhyH9I6f0+k0cWFnZyd3g6hzd3e3o6PDdV1sByPAUALZ3t7e2NigvxMgwfO8pqYmCAHwDEn+gGcBwUi1aYypVCpgStQmSbkwZHt6UIlEWkop9jbPmtCBcibBB/VIvyEWSlxPAo1LoATF6cm3U7AgmiZLEBRUklozSDLTTcfo4DTzJ7HXBNmwAgVNVUbjJmVL6TwRXjfvZEVVjGEGeA4uXKgZ4heVRlww3weYAaY/q+ouUvyu0Bo8Y7aJOE5xWuafxFcpY9aYfIttlDms/ais/MantWflbeLOZSvx/qqWJTFPSUJhZbx8mqAk+o6Wrsx1d3cTNbINyaUIvDAU8XgcnVE64kgKkSxgxDQGDX07y7KYdFsulwFXcGC0bzq67ZgOZtRfqdyVy2UGiiFHQFG/s7OTaSRUT1taWrhqetJwDX49qIv1Sa6MFWWFtLa2wrOlc6ympgbNSMyv67odHR38TIqJPIKjFTy8/UMyHC1B5dPaWBKK/eYBHTp0aHFxcWNjA8lpVGzY+dy1jo6OpaWlycnJ0dFRmViUy+WuX79Oy0pjY+PS0hLSaNSrMplMOp3u6+u7detWe3v73NxcOp1+4YUXUqnU+vp6Pp+HX7O8vHzu3Lmtra3h4WGfz/fxxx//+te/po/1xRdffP755wmQlVI87IsXL7777ruBQEBc5s9//nNMTDabffXVV4PB4C9+8Qul1DPPPDMzM1OtVq9evTo7OzszM3P69Onh4eEzZ86cPn16aGgIiiZzJzo6OgYHBwcGBk6ePEmB88GDB6+88sq//Jf/8qOPPjp//vy/+Tf/prm5ub29/ciRI0899RTzex89evTee+9RG//www+fe+656enpmZmZlZUVT8tJAw5IR5Gls09Xz0xXhhqWpZu1JXwWL+VqHRYJig84TrO2IRGZ/EYSR3NxmG5Y3OqBt0nqyV/Zz+bXCebmaNH55ubmuro67DgWnxeZXCwW8/v9pIPZbBb0ZmFhYW1tjSZOy7IQEKYFSCnFzNTV1dV8Po/eRzgcjsfjiUSCFYvsCI6QKghVBnhn0HwokCC7ipNwHAd51draWvRvYetQcYxEIpwPo2/S6TRHtiwrnU5TI1lZWYFT097erpRaXV1NJpM0esIys20b/byjR4/6/f6dnR3mPzAXGv4tYJdlWeIdyU2VVlvEwPFEGExENs8TFJa/BOBlLeu/s7NDpA8uh7QKeQOpLYl1tVpF98PRXZ6AV7JylCFQbHqgA/baNtgo2GW4mjhI00OQd8rSLWnhdfG4XDusCKmEgSTLSmMTsbkqejqQ0iNmK4ZskLl6fVqpzm8MHDa9mvxs7YdnzT95++v9ykg95b/mVj1wxyR+VfspVAdcoNhoqRSKw/Z0XcakLJg4cNUYuC2HBTgRbhTpfn19vd/vR5mLmKmpqcmnhQVY/7lcjnOAAYcudzwep6uEigawKmUI0gli5Ww2ywTptbU1sFBSVUJPxBBIcAmbyEk44Vgs5rouxHtk9jKZDPR4DD7cV8/zQqEQal+WZQHq8i2sEFTbkKNC4VYk7ImDhXGGG67qAQOubuCx9Rw6PlWtVq0/+7M/gz175coV0fDs6upaWVkpFAqxWCwSidTV1T169Ghra+vcuXOFQqG5uXlqaooWbBiwnZ2dKCEMDAzMzc15nnf06NGJiYn29nbmgdi2DQ2ko6Pj/v37ly5dmpmZCYVC6XS6u7sbSmoqlTp27Nj169er1eof/dEfKaXOnTtnriRGST/11FO//vWvL126NDU1NTQ0xM+zs7P9/f3Mc7h+/fru7u4LL7ywtbU1Pz8/OTn5ta99TSl169YtZrYcPnxYKfX+++8PDg7W19dfvnz5q1/96g9/+EPextP93ve+t7Oz8+qrrxaLRVzj9evXL1y4sLi4aFnW+Pg4zrKzs5OWBoTg8/n84uIi9900ImIUKI+ZWI3sQzOkFZ+qDOiVZ/Z4Dsq2IQaXP7G7OA2hRcinHN0zZ7pPZUSyB+yCMhRPTBfLpWFtGxoaUL13XZcmXc/z2DwQ6vgvXSWWbpyCUFMsFgHoHMdhCodSant7m5I5v+cphEIhNKSQZhYZWGJYEiyAylQqhQ5ROBwm3afjVinV29u7tLTEWHmfz4d+GKE3rWOgoGKFcdW2bUPMAzRGZHF+fl7YTPl8HkHKw4cP5/P5nZ2dYrHI3SO/xL+m02n6TZXWXfL7/UyHRp+2WCzKTBUchpwhCrFYH8J5mLE+n49hh0pPnKbgRPkTc0b3uuu68H1qamroH21ubvbpmdWoXXsGYfuASzBfkjYpzWrhcqSWSbcMlylyDbyBRLOqJSQ9LaMBZovvl43A7iBLAJWRVBJQzjMK/EpjOULAEdt3oJbBxpFG5wMJpfkyN6BsWMF1zI3sGQwggVWlsqsMANbbPwXFhJfAjUxA0gSBeQmzQQ4iPwhYzfphaiEXRZ8l5BeaQ6A6UqdEapEHx15obW3d2NigEAgPiDRUitbIMfb19dHHyTpnHAgsd9SvNjY2EonE8vIyXgoPx66nekr8Deue41OSVErBYC8Wi8wFUkpRwcELwjCXqqRlWZRg19fXsRhKC+qCBjuOQ3cZvSuiGan0dDOJFG3bJmt3tfCyLf3x7NjR0VHM3MmTJ9vb2xEHgeWPrqCQ3VGdPn/+PJHCc889V6lUpPmsrq6ura0N7xsIBEB9Hz58SDf38PDw3bt3Ozo6mCnd1tZ29OhRFFgY0vbRRx89++yzIyMjwWCQlkcUAPi3ubl5eHj4Jz/5ycWLF2/evJnL5X7yk59cunTp7bffnpqaGhsb47SPHj2azWYxVclk8vnnn2fpnzt3DlUXpdTq6urzzz+P4T5x4sRrr7322c9+9kc/+tH6+jr9o8eOHTt//vze3t7k5OSHH344OzsLNHHz5k3aCuPx+PDwcKFQoLWmUqmsr68DwbNdWevSeADB2jJKGpbBffV0mfOAj/QMkMcEYM142dKCILKR5FOO0Qaq9qekB0j2ZqwqsbmrGYmyS81aF1+E4SNJwgGQ0kkxhkCSqkCxWAS8rWhVbiBctqIyWEjMUsaO1NTUJBKJI0eOIPeqdAEPT8BdZRnTZCwlQE8r11PUqa2t7erqAtGlkbFQKKTTabrEurq6Ghoaurq6KJ7RJYlsG8peS0tLRM0wxTo7O6H7Up+zbZt8CDJCpVJBrKurqwt6Pbp9CKCI7INlWfQ4IRIEUGZpTBWFXjSTuZMUI2kjA0+DE8i9AhmWjiNKKhD3cdgbGxsAccQxICtM06QnCi6+0nmMMhIvc90eWCTiMpXuJBaRM8tAFD099aKsRXEDeqA3HlQQMK5XCJbCbFKaGU46K7QXPJ/kZxJ6KoPl6xgqzY4hAmAue9lopn8S4M68atO5WkZiKr+RrxBPbOKucig5iESrcq8kq/YMMJY7E9Dj4SwD17V0z48yMl2lFFw2iMrQUNhTdFuSfRIz8TYQAu45UKplWcKSTSaTFT2BZHV1lSgT/TiePo3UYCrw3UB6stlsZ2cnildKKTQ3QqHQysoKBgSMinYyomeMJ3wfSY4ty4JISGUUVJYYkUYX4CXHcdh3wWCQrhiuGjuADZegBJo6YwPMyKaqZ2CAl/z/049/+2//bTAYhPy5sbExNzfn8/nq6+ufeOKJjz76KBqNwr8iUl5bW6MNub+/f3R01HXd7u7uSqUyNDREhY+5QuTytBb09fVls1mSyEAgcOHChWw229HRQSP25uYm8nue58EDfvToEX0Ff/iHf7i5ufnBBx+8/PLLSqnR0dFTp07ZmkenlHrjjTe+9KUvsXooXiqdKRaLxcnJSZRyjx49eufOnTNnziilSCg//vjjJ5544u///u9fffVVSemUUleuXGFyveu6p0+fdhyHL7158+a5c+cePnz44x//2PO8hoaGs2fPBoNBxlFNTk7euHFDKcVgEzgXwFA+zWJl7YrLwVsc2AyewfoRXyi1Cnt/GVIpJTuHfSV2x2eo11qP5bKyb8U4ekZnutK0DtuQLzlgEZRBjvBpKTtWPKsKsgyFEHBI2jPoa3ZdV4SlwuEwNeCynjMDjoTzAzaBDBKNRgFhCoUCVqOnp4fmEPQwyZnAKjHEMMXZIeAcsJCo6gF7kotDsdva2orH44DAeE0AXnLodDpNIRAbhCRKtVptbW0tFAqO4zBeGwePKsL09DSloP7+/qmpKUgD+EjiHuJ6KjS2bWOwwLho3IZpBdcUq8Hi9OkOyGAwiH/irNBjYoPwCAiuCS/C4TAdwwjnEt6h4xgIBLLZrKeHvNqab+LTE6/kuZvBnDgniXXwgq6hTUPgwjtxmewOOQ5sIEeLZoDTWJYFZRGOBWgtZyUQtBn//Va3J4tZ6WROztbVvCGTYaAew3VMf2/rBuUDXlntB4EOOFG5k/KD7EH1GD9I/J/4Udcokaj92aRnsGrFhnB8s4TM/YTLiTtk0eZyOWCblZUVihdK98VxT9jUrExwDqGkwVxlydFv3dzcXC6XNzY2SqUSwCHhpmVZBJ3EOkopIFkanEgo+XYZJWvrgigSHLjMtra2bDZLN7NlWRRoaesCxOIcGETY0tIC3IIaA2wJ8Gf2ha0rmkopOU+QDBYbVoJ0XCIYpWkcNTU1NonwoUOHXNdNpVJMWiaNPXfuHO53fn5+amrq5s2b7LF4PD47Owv429HRAd1/YWHBtu2hoSEyxd7e3nQ6feLECRpRGSXh8/l++ctfNjY2Tk5OzszM3L17l79ubGxMTk5eu3ZtY2NjYmJidnZ2amrq/v37uVzu5ZdfTqVS9+/fRwBBKYVjVkp99rOfnZycZFjKw4cPHz58qJS6c+eOUqq1tfXixYvRaPT48eO2bUej0R/84AdKqVdeeUUp9cQTTywuLr766qu//OUvlVI//elPb968ee/ePTTeIN83NTXduXPHtu3r16/PzMz8r//1v7LZ7NDQ0NDQUGNj4+3bt2/dusUqnJiY6OvrO3XqFNqhWAGlcSG6zapaYEV8mJgJgXDNoN4MbC0jETS3lmkOlFF8co1h9CaE62iqoWw/MXxmemE6S58hXGD6TgkI+BlvZGtuJJkZQB/dhEznYTKz3+9PJpM0syJ5A9uN7YQMk3g7go+Ojo5sNkvRhUZmUiVyKTA6bvienoGQy+WoknKXQnrAHlokFB1JcLGYTLtUSjU3N/f09Gxvb/f09ICmMIQHmBfDBEEaN8zptbS0LC0tdXR0NDU1MY+WlNRxHAAPQlKoMbaeB0kKSGFJ5ISgv+IwLF2nsTR0gesFFsIDEcViDXHJoHCipUKfOM+xqkes0J/HwiBXrlaroFWEEViNx+Mktf8lODMuEx9GQow+A8JbPi3TA2pFbwyUDc/zKFsINuDpCQGOnhlpGXKynoFJ2obOLS/SVoISZUSZslapIJimUFydeTSfMaVLvkjcnjKgUdl0cihxkJJrqt8G9khVUnax/NVMdkmpzWDXMoAi6zFWoGd0eZoJKJ6PW7q7uxsOh6mM+P3+QCBAtZvlByIKyLG6urq1tQVqUtJzKKPRKCQ+JnzQBMHa7ujoWF1dZeXTWxyJRAJaKJFE0LZt9A38fn9nZyf1e7x7JBIhxWTESrVaxROj8sPRKMpINRSCJ1QDLP/6+jqFBqiF/JeaBVVFNjJVGzYXgVq5XCZqJIX1dAsDSQ4rk3/tycnJW7duJZNJQgyQsSeffHJycnJ7exsHhvLIyMhIOBweGBhoamrq7e0dGRl58skn7969Ozc3V61WGXD64MGDjY2Nrq6uVCo1MDCwvr4OKBcOh5eXl8+fP9/d3X3jxg0I9Pl8/saNG1gQRnW2t7d/9rOfzeVy6+vrx44d6+/vv3z5MuTG559//t69e0qpjz/+eGFhAQsIKen999//8pe/jPsUX5JKpY4fP57L5TKZTCKR+PrXv66UghOhlOrp6fH7/WibHTlypKura3Nz8zOf+czq6uq5c+cuXbrked74+PiHH36YSqWY9fjgwYPr16/D7Lhw4UJjYyOxUjweP3PmTHd3dyKR+NKXvgQCAFzpui4UFYFtWccoOYmtZ3uwN3xahdmMZB0txIzFUUZYzTsxhbaWneM42E1lgD9kGKQC2DgzPK8aA3sFu+DMOVtL6w1ZmkBEGOtqoil4DoxQqGEUxUlAW1tbaeNJJBL19fU8VswccSUWlvATYCeRSEQikXw+f/ToUZLLYDCICp2jx3rv7e0hTAGGCc2PigW9odlslnLI6urq+vr61NTUxsYGppysFzUGREbY/JT6SqUSNGCQomg0mslktre3o9EoGBEjCpDKIlYoFovd3d2Li4ue54VCoZ6eHmIpYk2KKxRUeOLZbBaiE5sWaJeYw3Ecck1LT/xmahg+D0hWllNrayuU3draWvpQJV0Lh8Nkz1tbWwivEDG0tra6rot3pJ9YaQBQLHtJzw/xHmsslvXM8vA0UoIZEe00bDfeEVdUqVRIU0CwpKTk1+K0VS10IN5FGeVD6Wap6q5zy+i8rOrpx+AN5j6STzmGQKCl9ee8/ZVR02/JHlH7wVXP4AqI/zPBIYlQhUMgXypbT76OJerTyj5KS/+YhRtP99WIibAMeq2ZBFsamyVEY/EARymty883trW1NTU1CUJAe5jf72coLKuLWAepoEAggFAXW4+HiOOkiFhTU8Pga/pJEFvl/lPIVEqR2G1vbzNNAUoBEWE+n2cuytrammjgAZAKkd4yyNugsmyW1tbWfD4PVAthHgwMOwMKDd5DkMoK5+TZa0H9gsJJicE2SFW/uf/nzp2jzFssFi9evIjfBsKamprq7+8/fPgwwTVaDIuLizMzM2NjY7du3VpcXETf9fjx48SVTU1NS0tLoVDo1KlTgUAAuDUWi925c2d4ePj27dtYn1gslslkPve5z3HrFxYWiE3eeeed+fl5bPTHH3/8zjvvMOyQAhIzT7Chly9fVko1NTV9+ctffvrpp69cuTI4OKiUunDhwr1799566y0Gq0YikY6ODqXUD3/4Q6UUn1JKsWIymczAwMDAwEBHR8fFixd5nEqpqampP//zP+/o6HjxxRdv3bp1+/btWCz26quv/vmf/7lt26+++mq1Wv1H/+gfpdPpl156qbOzc3R0dGpqqr29PZ/Pt7W1EcIQ/mPgCH5t3RhAfm/pAQ7sJWlTkX1yIKT1tDI13gVoAq+DL+Ro5m6XD9q6UcTR7LsDu1fiVsvA3CTydbSuh9k8HggE6OKi2k9zBbuIaXk+n297ezufz6Orl8/ncfCEaJ7ntbW1WZYFFkT+hOGjH9nv96fTaSzg1NSUUgq5LGBwBAsh2pVKpfb2dpY+waZlWW1tbcViEbIfnBSiVCxOLBYjFGWTMIrVdd25uTk4rnNzc1T7+D0Relmr5nLa8Xgc7tvm5iYkPZ/PB05LuXRzcxMFO2LblZUVyj/pdFrUd5ubm2FbAN5U9JQiKr7UdQjMMQRi6LlvkBtd18UeEVhQQw0Gg3V1dRSfiNkJZXCf0P0I1cn2PKNkIMmZZcCJYo4loZFPsZBYJ0DH2Luq1n3kKdTq4RVEPEop0GyuPagnAEufiauVI7Fu/MsaFnIp29nWlU7HEMWVMFRpcQPPkF+2jbZmZaCgyoBqD7zERYnrEsepjHLGgaDWNSjEJrYsYYHp+SQrNfegGd1aBhBlnr9nEJEkuRcMgLao2traUChEEEPq6bougzSoYjDbB10XSg94SmTGlSZ2Qbvb3t4m4uSxQugDbMCWUlmUmAD4AUwF7UlSXoYZpNNpCnZkI5gI4CU4JaSAPp8P6a7NzU0SJ7/fj+OEhYSgB0G853lwBuHr0cvApqOEQUZbNcaYiwWmciGJJucDnGtns9m6ujrG5CqlWltbo9Ho9vb2iRMnBgcH29raxsbGGhsbGQcI44YtSkbFAOEPP/zQ5/P19PTU1dUNDg6Oj48THTz11FO3bt0ql8vhcBhhF8q2bO+dnR2kFS5dunTr1q2Wlpbh4eEjR44cOXLkwoULuVzupZde6u/vTyaTFy9efPPNN7/whS8opV5++eWlpaUXX3xxbm7u1KlTSqlf//rXzzzzjGVZs7OzPp9vfX395ZdfLpVK169fn56eXlxc/MUvfvG1r33tww8/fPHFF7GDt2/fVkr9zu/8zvXr13/0ox+xIkGJ33333c3NzU9/+tN3794Fbevu7m5ubrZt+86dOygefOELX6hUKt/61rf+9//+3xJwkd51dHSImgnOkuhbZFAEr7ANnWulo2nZMALgSKHC1roH0FUEq1E6BzWhJ1c3qxB0c2TJTkyj4BgMQxNME5tosidcrdhXW1tLVk3sRpGPCE5SCk9roBOl1tXV0fXh0xN8WJGgQ0hzUddkE7quG4/HXdfF2hYKhVwuh6QODYsVPcmopqYGvUa0CKTZsb6+nrppe3u7rQn6AwMDiURiZ2cHil17ezuDryWxDoVCzc3N0IL4dgo8JT28nk4tbApkn3K53NXVFYlEmpqa2tvbDx06FIvFeFjoAhYKBW5abW0tUDAhPKVcIgb2v+QEhPA8ZYj7jPhgJ+/t7W1sbGD4/H5/qVRCnpBMznVdBIA2NzeZqxMKhSjoMssFRRiWrjIyHt9+1UZznXhG7dDWBQJZqGp/HwVPFmPEo3R0Y4ysTKo/bBwOSOmaHFFyWddQwvKMFknXmHBga71JWa5VrXYrvoedYvpU89LMIFV8j/xgvkE2qaPV11yDLuDsb24WfynvtB/TqjWdonzRgYKO6REtI/eVcFzOU5BeW5dpiNhgTfMRYHwiSAB8Rv0QWFB6WF1dJeWqra1tb2+nVAHRLxgMSicJjG4qHbZtwwaAjou6JA4FQ8FMBaShLcti3JilKbsU8mnfr+gRAsykoiSJkKTUDkSWi5PxNI8MV+04Dk3hpDHwIaA7kWbU1tYKb19p3UpZaYKosd2ksMJitr7+9a+7rtvX1zc7O3v48GHLstD6IVDN5XKnTp26detWW1sbSkBzc3NdXV1MeG5paenu7l5aWuKcGhsbl5eXT5w4Qe0qGo3eu3fv2WeftSzr2rVrhw8fLhaL8N+q1Wp/fz/y+bdu3Tp9+nQkEiG32Nvbu3v37hNPPNHW1vbUU0/19vYqpT744IP29vZHjx59/vOfZ7lUq9Xl5eVkMpnL5TBbPC2/3z8/P9/c3PzSSy+hOIywmeu6b7311pkzZyANvf7667FY7OLFiw8ePDh69Oj3v//9vb29l19+GaHdVCr19NNPr62tIfTzT/7JP2ltbR0YGFBK/f3f//1LL730t3/7t//sn/2za9euwXgaGxujmDQ9Pb29vf3BBx9Q5cU3uK4L3REL4hmTMi1D687S/ZqezgIdzcpxNQ1aNrYQJYQFJ35OrJJtkB4FZHCNqqdsPNnM5hYVL+vpFhpPF0cZyCwBMjO2qA2waXlbc3MzdfVKpbK2tgZagslGBMfRbXm1tbXgORyBlBGuaTAYJHekOZLGSgKUlZWVcDgMPkwtMxAINDc3g/9IfA07jHMGwGloaBDvC6osgDMQsQj14XQhndIWQpJNfABUtbe3hxQtgiYdHR1ra2uiwL62tjY3N9fa2spZkSNS021qaiINJX+iTM6WhmUKQ4qiIwmEaTjI7/1+vwC2rusSNMADQlmbJUd6R9QCi7JQKJBiksyZ2Yxp3E1X4TMafyWGk2zJ1RQb3BU8YQlWMILwKQhNdnd36Y0R8+Tq6ikejk95WgAPmyVEdFYO+aVtcO7Ecx9wb5auO1i6g1kqpgccmBkfuI8RoMSwym7y9melB6JSy8hrbaMwbKahslt5yT00/2r6ZmX0Yct5mvCAeGuikMbGRkJbiDxKKXYrYQrhpiii2HrqMFAQiwpNcs/z0BxlEAL+mIdF1wNVebJPyReBW1tbW5kLBjRFvLi5uUnc1tHRAaGPcWD5fJ4stqrFm/b29vCdfBxjCB+boyGlgh4IawmriwWgBMOgxqAW1atWqxRHzCDJNHeuHllhtki5ruuPRCIDAwNXrlwhL2xra2OaJjk1g6aJJmCNHjp0KJPJ8ClKnl1dXXSGJJPJY8eOVavV2dnZo0ePViqV/v7+QCAwNTXV29ubSCRWV1eRdLlz5w7xYDabff7555HQe+utt6ibPvfccw8ePJifnz927Njc3NyhQ4eOHz/e2to6ODj4wx/+0PO8r3/9636/P5vNityBUurRo0c4zgsXLpTL5X/4h39obGwcHBwcGRnZ2tp68803L126dPfu3Xg8/sYbb5RKpcHBwWKxSK7s9/vPnz//ve997+LFi0eOHAmHw6+99tqpU6d2dnZOnjwZiUT6+vqUUnt7e9/4xjfS6XRvb+///J//kxrY5OTk+fPni8UiEg3Ap66mEeIUq1pFvaobyWUfStXT0xwfy3gpYw6JWeDxPA/LGNBDBuS5HgilOY5rKPBZGkkzfylvluqOp4vhtlHowpDx7DDEfr8f9Sx+iaGktEAFgr5DdCADeoRQoVCor6/HlVJlxMojkQ/O42j5NGbvua6LfCWFOqUUk8Kg0rH3OALfTjnTdV0sBYuW4AZlWsa+0yBIHulqDYS+vj4Zfge1gVB0dXWVEj41SEBy3HAsFiNOX1hYaG5ufvTokWVZW1tbAlRg36HI7u3tRaNRrgJWHrIPWD1wYCIAGgZs25Zu8ZCezct7pPWTjhRxVz6fjzkKlUqF6CGfz2NNYD0ATuDLpWooT9nar6GhjJ5IMfGS5VSNIQGu7uKtGEp4BAr8EhuEvd7a2vI0NHJgUzhasJB0io9bOgclFxEf6dMaN37d4yj+zNHdAq7BKncMGRDz9+LPTN92wJWaO0tcpmfULL3HJIHk457GiuR8bAPU9QwCrfsYn9Z0zKaFMQNiTzOWPd2s6dMNY/RNsrOUUmCV9fX1nE99ff3q6mo8HqeuiSAzAQ2kFgI1MgH67C0tSEI5ABIDgCWVQuZHschtLX0VCoXYVqBQOFGOQACHr2Gup6wiMR0CsdKmgXujQ5LoFg+KgyQoJKcCXJFwhJiVgyitzy52jys1gy3JKH6z5r/5zW9WKpVnnnnmV7/61fnz52/duoUOjlJqdXUVICgUCsGC8fv9k5OTp06dQniQCWe3bt06fPhwOp1Gw7Ovr09MfDabbW5ubmhouH//fkdHB7Opy+Vye3s70rUDAwNLS0upVIobdPLkyfn5eaZbM6cT1/XZz362trb2ww8/7Onp6enp+fnPf46G+6NHj5AsqGoBOcxfqVRipKoZ37355pvBYLCzs3Nubu6ll17CxF+9enV5efl3f/d3r127Fo/H33333RdeeOGNN95IJBJzc3OJROL27dvxePw73/kOzaAzMzPXr19va2tj4ti7777LV9+7dw/eit/vf/jw4fLyMipTJq5C3CeKwNTYTVujDLl2c0d5emA1zwxrogxxEDAEb/9LYmQBr0z3KYCw+9u04E0DesBGAKKCFu7t7Uktk8YkMlHgR4rz6P6vrKwQ8bFPdvW4NJ/Ph1Q05RZcI3Elu4Lm/Xg8jh+C/p5IJGZnZ0UnHQyjtbWV0mYsFsMxgzFAzaW8TWGMPl08CmxPRuzu7e2tra2hKwv05GiNrs7OzoWFhVgshpPGLTGQAB5cKBQSg85OW19fLxQKAEEEyNlsFsgImT2cogASDO8FkoIH4RhzGAiPUMKrVCoIkpE98LBwluBgMmHb1Yg6KT63lPhP6Pg4OVke8qAto2wmqaRp3/1acszV/U78lfvmGV0lfq32R4CIOZO2H3IC3lnV86WVVjAo67EtEv9xn6UiJT7bhEaUUn6tvSU7Qjy62j+lUi5KPJzsHfGdpt8y3apnYLbyRQcydTmapRUMxKm7Rls9nyWANu+891juK0eWg8sXgVXIreAbUXltaGgQrUfRx6AAoTTTiko8EA4QughV7u7u0qCFvDP3luiZGifbwXVd8F6yRmEPNDY2Qpch1LNtu6OjgwEMBD319fXsfSqR0pdCQIzPo2eU9xM1QvCsauW1arUK2QIWAnmU53mQUjl5YC0CMjHCypD1F8MrAYpgHr8xuT09PSzT48eP37p16/z589FolMZNGuDOnTtn2/bMzMzk5OTNmzc9z6Mvc3JyslAovPvuu11dXUQxR44cWVlZWVhYYH+OjY2x84vF4okTJzzPYzRasVicnp5Grhq4gDkSzzzzzL179w4fPuy6LjXFYDD4wgsvMI/lnXfe8fv9t27devPNN0+ePKmUQvpHKTU+Pl4sFn/605/+9Kc/pZmEIHdiYsKyrF//+tcPHz5MJpNf+MIXYrFYNBodHBz8y7/8y9u3b09PT1cqlT/4gz94/fXXK5XKvXv3Tp069frrr1NCa2xsvHnzZnd3dyQSuXz58vXr11977TXk7G/evPnGG2/81V/9FXzFxcXFU6dOwUkpl8uUTuVJEMh4uiTj8/kOHz7MwpUC+4GwVDyoYwy25L9AIjKsTikFb5utqHRZFGajaQHFc3vGLExH8x5liUjN1TJYCWI0yfb8uuuc4A5PD/0EjwI7Btfiui5ZlKShwWCQMglkNtKdlpaWmpoaVovf7+/o6GhrawMA397enp6eZgeydhcXFwkYy+VyPp+nLsiuQxt9c3OTOSRLS0uUTEJ69jiaf4jcEn8gEkaAXKlURNCcVjNoqETrKysruFulFO2nWPxUKrW4uJjL5VzXhQ0EaZ6n0NjYiLI/F55MJtEroKUMyg8hP8Pv8EZ4OywOVhKThIME3bH0kEg8E2UnXCnPkdtLWoY9VXr2Fhwia38LhGWI6UgGY6ZK4jYCegahrDoJtliKrLSKFonkgETePkMxA3sk5xDUY1jEt7laA0/8Cpg/tqWqp3O7WorP0opFB9insq3MNM4z8kJxP5YBhCqDm2pmfnJDHvdhgpTKAzIPK7+X0zCd4gG/6DN0oT2DqyV/laPJ90q11dP6YqwQ1mRZj1piDeBRwDmlNomQeLFY3N3dhdSGqanRw8PxUvBieFhKqZ6enp2dHWg7FNRxugi1k7xaltXR0RHSL/gH8PBjsZg4MCxGMpmEr2tZFhUNBlgRUpMQs35IZ4mxGN5S0hNLUAhip9MeQk2EqALb5WlgtfrYXEXJ5qu6FR7CgfWd73wHddD5+fnu7u5wOPzhhx+ePHkS2TDP84CYoTY5jjMzMyMNBpVK5dSpU8jLQb7K5XIAX0iNHDp0CJSMoWOMWAL7GhgYYMgX6rKnT59G85AIKJVKDQ0N3bx588///M/ffffd73znOz/+8Y+fffZZuvoknEdRRSmFcIFS6sGDBzDByAA++OCDBw8efP3rX19aWpKKznvvvfeZz3zmrbfeOnr06JEjR0ZHRyFMdnd3I9VWU1OTSqXi8ThdPrOzs6DQn/zkJ1dWVm7fvt3R0ZFOp5ubm6enp0ESKLCXy2VmtKZSKcTMMBOkCOwHug54zKhG+IzeMrFErkFkIA5g9dPFaOneD7wpzBE2j6P5rvK8JUgXMEoZLWImWqX2J5qmxfFpNSJ+bm1tBRvEMYAZwjhgyfo0DYqGaNl7yNMopWCEc0VM9uG64LbRspJKpeAcEStsbGwcOnQomUy6mjLq9/tFppzxmZQJ6bD0PA//geNEYYSrEO47g2AZZI1WDi0r3PxcLsfKz2Qy8PQATtEe8vv9W1tb7e3tu7u7kUikubl5cXGRCDoUCtHBubS0BKM4n89TK1pdXUVMIxwOi5g74CpsBRwDsATd5eBO3AFCZvpMfJr9z39JCMSfAX3jdNFtINbkuZT0lE2BQySy9gxYXtaPpQk1loZJ+Vcet/g/bz+3CBkHCdGAHACKPY2p4tfZ1z7NJsP+KC3Rwi6Q5k5ZYGS0Va0cYkIpkoI8HpiKszERWjM475BKAAEAAElEQVRpO7AdTMdmGann/9eb5T6II5e7Krgf7zRRWaUBJPPRePu19+T4rkG/ko3v063SsluhxTHwhNUOMEsQFovFYP4TYFmWJcNM6F+nmCLFS6JPvzHxvlAoVKtVoDjRWK4aqqJw3SmycKooEjiaSM+MMIAl+rhQjpREExkE/qXSb1kWqDKCfOgqw3fjpjGAmnOGYeRoSTKhGuGbZMdJeqCMYFFWo1+Lddi2bf3H//gfHz16tLa2dvbsWQLz2dnZc+fOUcgcHR1lcO6jR49Onz6dzWbR6kWm59GjR/F43OfzLSwsWJbV2dmJpHVPT8/CwsLg4ODo6ChKtqFQ6OOPP+7q6qK9b2Zmplwuj4yMjIyMzMzMNDQ0PHr0yHVdCLqpVAoe1Pnz52nUSyQSP/jBD/L5/JkzZ1ZXVxErUEohQquU+tWvftXX19fV1fXaa699/etfR/3gySeffOedd7785S+/9tprn/nMZ5LJ5N27d8vl8szMTH9/P+MyyGsvXLhAy/xPfvKTz33ucx9++GEul4PuoZR66aWXpqen+/v7r1+/3tnZmcvlZDQVmBgiuqQUyWSyWq1SAJPghYyTDQ9EicVHukF49hLKCdnHxJoESSNwI0JkYwDc25peJLZPNrkAUxVjGIK3H5ISiEk2pxkFc+aYPNEfEIPImguHw6xU4BpiDp/uoIDPiTVHzcvzPCimwp1B+hjlcdd1w+EwWEqxWGT/g3DKRA6aw/C1bKp4PL6ysmLbdiKRQMEO+VlG4wYCARpgiLfoCQPV393dxcWS4NJY2dDQsLy8XC6XmX/i8/ngnFOpBbyybZuKqavLopVKhUUSCASYMgbxQfAlglbCKTNLg/gnYLtt26w0RKvBo4BwieJRc3W09BpoNoUflhZIOHcbMwSuLommpyEQSZXMhEbiJ9MxiFnHJDlae11YabTEgKwCTnieRwcCbEnyHpGilcXPM6XaBG/IMYbzWJaF75fF6RoNWrLClUFoEhel9oeDco1mHPlbN4X88FtvywFPqQxY78DekTcQW5ipqvlX8/g+rYQsAY0c3NY67OabWZ9QWyt6rBWXj5vEbti2TVZDOZNnAV5FS1WlUqE1hVS+rq4OLs/Gxga1BhYPy35lZYWskd+jy4OwF2IILS0tuVwOqMPTPcoEmmS60Poob5HVgNVxryhn5vN56AVgqrKDgGTQjOTjfr9/Y2MDzqDjOEisBAIBTEFQy7JDNYAMKCJBnudRgy/rsTmcoa3pjZ6mQ1rf/va3Y7EYYhBXrlzp7u4ul8u9vb2bm5s49rq6uuvXrx8/fnxnZ2d2djYSiayvrx8/fvz+/fvd3d0op7iu29/fn8/n0c87fvw4nZ0IrExPTzMvIhgMDg0Nffzxx93d3TU1NXNzcy+88MLo6OjRo0evXbv29NNPX7t27dKlS5RbKpVKNps9evTohQsXRkZGHjx4cPLkyXfffbdUKjHj4umnnw4EApcvX/7GN74xNjZ2586dl1566fbt23t7e1/96ldnZ2cZ7NXX1zc2NuY4Tltb28jIyOuvv97S0tLR0UEb7/DwMFwhpdTe3t7Zs2fHx8eB1En2c7lcb28vxJNYLNbS0oIIkWVZCNnkcjl2PnpOGAv5pU8T/OS+21oBAAsrsJXs54ruN/dpgqLrurDALd1FjrviMQt3Ru3XJfEZTZmmiXQNPqEE5mIUBJqwNW3P0ziSbdtAK6R6tH/B2GSgHTEpfHSWLAkKM5abmpocx0EM0+/3g8TSiYjLFxbc+vo6vDvXdVFsJzEtlUoMjyO6xATDr2GGrd/vJ4GjQ9G27Y6ODggFq6urruu2t7fjm+lxrmoRHGh7DH/A20G+RyGWYez0uiAPFolEoPKikJJOp0m4Dx06VNVyBGAnra2tzE7HZXK32cli16QfPBwO8zZKHlgN4hJbD84Ex3b1CGU8E80ArByiB+jHBCXyEWIasgplZJZmzGQ6A3n0ZnJm/izrza9bgQFXcZaWZWGALK2PIXEhpoqyMRuE3hiJ9JVuqpazksBCCgrKQCmJX2XFmj5SGUUQEyA117zpcc0PHnCHZgCh9geXvMwNZYYaj3+Rt7/8aTpmnyZnWZpppYwCrTJIBpIbyVe7rmuKTiilQqEQrUcIiQQCAbp4oeEwrkP6K+AKwF3wPK9QKMDEpkDIkiMaRiSZ1nN0u3A5Silyx1KpRARcX1+fTCZhyFN0BMIBaGGkF9khQ14tLdLCyHqOIJ5bGk+ldsviwbNK+zj3E8av5IjCoucWmbUtAdKxfux3v99fMtQfPU22siORyPb29vz8/O7u7pEjR7CDV69eXVtbm52dzWQyo6OjZPdg3MC5rusODAxsbGz4fL6nnnrqySef3NnZOXLkyMLCQrFY/OCDD65du7azs/Po0aO5uTn4VEC4H3300TPPPAM7f3BwsKamJhwO19bWHj58+Pr16zS3zMzMuK47OTnp9/vv379/48YNv99/8uTJv/iLv3jw4AEDK55//vnJycl79+594xvf+O53vxuJRJ544olHjx69+OKLL7744ttvv33o0CEaV2ZmZi5dutTf3z80NKSUOn369Pb2NiKoiURidHQUiLynp4fbx7AnbllnZ2cwGFxcXEwmk7dv3/7ggw/u3r3ruu69e/cePHhAdmJZFrQp2KSApaa5MSFQbL3YKUvXpfB/cDQAYyV8JgbEDBFC8malRwOKs7T2VzG5HE8LrJsBtVg30yNKfCfFTmUkuD4tyV3WUlVkzD6tfok3xXnU1dWR9xAqsitWV1dZMDAngXHA5dgJkUiEjntKhg0NDZ2dnaAoSBbjEkQ9q1wuw6br6OjggXLy8A6UUiJwaBkiIECFrusSAgN4WpYVDocty4LgViwWqc0Djfj9fkLRhoaG3d1dAlXhGoAPu65LqM6YvGq1WigUELbe29tbXl6GJLWnJzO4Wk+c5IB7QnZLgExwwPgX7jy3lGoQKYjQf3hGLS0tGB3Z8MIhQh3adV20rSV+EpPtmRRBoxrnGr0NnjELRWkIBNcOQssa4EJcPXUH8TweASsWJFDwOmyWSH9QEa8aosqcFSGCJJFmgCgJgdqfOMrbDng7M7U132PvL3aKl5Itpva/ZNfIbVR60q3pWQ+EGr/1gK7Bw5JtW9Uzvx6/EAGx5FsOfKm8B8YZaQDFdUhw1WoVjWilR1eyzqkZUfOj/OHoaYYClnieRy8W8V97ezvza1lgtm2LLgGF/1gsRitjPp+vVqsiGU12BHuAdJAIDzi3ubmZ41OSh3VYrVYJ+zgfhlfSGMOC5CDlchm6Hy4QH29ZFj0z0gFIKEDoBsaLNWPFAgjZ+kVs4XmePTMz09fXB7OmoaFhfn7+5MmTFy9e7O7ubmpq8jyvtbUVqn1fX9/IyAgerra2NhKJ4PC510BeiUTiqaeeOnPmDFH/0aNHkXfJZDKE2y0tLbW1tei/b2xsvP/++/geGtsty9rc3ERyoru7G/Dz1VdfVUo9evToj//4jz/zmc+89tprmUzmb/7mb9bW1p5++unFxcWLFy/mcrmrV69ubW3dv3//+9///rlz55aWlurq6qanpz/1qU/93d/9HUsWY3rixAlaDhzHGRsbSyaTxB2MORsZGSGn2d3d5YTL5fL4+Ljrutvb2+jxWpZFWyfpJukLOY2lJbY9jYn7dHNYUI9GKmlFKwAKXvIR15iaYlkWJR9BLSp63LEcU97m26+1LYbATCWVEX1buoZkQkaurqeaQJyguwCzniZAunoCVFBriO/s7CDJQX3X0c0SnufFYrFYLAZ1je4LtpalkxUgFGmoaG9vB+jGpwJI1tbWplIpz/PC4TBCOZAI6JUEBgdFACZBA5njdHV1eZ63vLzM/D8kranRLi0tUfbb3d1lVCfZGJfApbESAMaTyWRHR8fm5iaVaZR3Ghsb5+fn6+rqurq6YCEqpUKhEJS3tbU1hAiUUhCXqKQy8I+cG6MAKR9WIbYSn4pFJsuH7kg8wXAl3D+SEcIw8nRBGl1DnJn7GD/T020kpp+Q5eHo5g1zkVi67uDovhFycUyngFrYL1k2lm7lZMGAmLFusQCYOQ4LliB1UFaalFTlbM10wa9bn23dsa6MjFA+Ip74cednG3qWlkGS+q2O0Iwh+F5vP1P38WjVvL1yHNMdSsroM5jtgseKBZcaswQNchAzHOFfiHgUIGjhxUfiQtgI9fX17e3toVCoo6MDu0eMa9t2X18fNxxICb2eZDLZ1dXV0tKCL2xtbeUpR6NR3sySa2xsZK1SaAR1B/aIxWLUIzHF4XAYyMfv9/Nmz/Oampqampok2cWn4v7h6EL0g4zCncStcpdYNpT/bdumqA/jwTSeUjiXaIn8hK/DH7M9MYl2LBZbWlrq6ekZGhra2NhADj+bzX7wwQfxeBxmMGAxNzeTySwuLtbX1wOIlctl5kqyYZaWlvx+/+Li4oULF9bX1z/66KNz584hibK7uzs8POz3+xklPTU11dfX9+STT7quS1kUPmEqldrb25uZmUH/zHVdfF4+n7979+7g4GBLS8vnP/953nnnzp0f/ehHV69enZubO3r0KIK6KysrExMT/+f//J/Z2VmkR7FWo6Ojd+/eDQQCDx48mJubm5qa+v73v18ulzOZDHgFpaNkMklX3+jo6PLyMnafKWD5fH5+fp5kYmtri/kYmDxKekGtcezXCkySFwqP0UwQlVKQpLERkmX+RrdJR/102XPAmpoamVqsDKlJCVHZcpYxDlOCWQGOJLl0dWVIdqxpOKz9YJ1SihiNYwqPEdIsMlfo7gIr0XFPXMmbNzc34Q7QMUn6SGmQq2hvb6c4wRJPJBLd3d2u61YqFfoscVee5zHHlO1qWRaobCqVUkoxAl4qauSL0qnZ09OTy+Xy+bzP5yM2ghZPmBmNRhHfIJkmBwJ6Aq3i546ODiYcWZbV0dFhWdaRI0ekjZqRW0orCbS0tEQiEfkKZpAxv56HIgkrtozlxFpiIdFVgiY1jeTkrNKQKhwrlhkpO8QNPBNrzNGNd55+yXN3NPfS0nkwC8k0zcoAKiX/s4yqOavXLN2Rx/v0bBwsFNCr2TNAyM9HAJxFH4or8msZB0vzwKt67BfLw9LcJYGvuRviRMV7Pb6qJdY074m87cC/sss8AzeWj/uMhi4zF7T2J4vihj2jaGrtT0kPnIl8hb2/fGu6dvMpWLrt1daa9TgP6vHCm4VciV0C2N/Z2ens7MxkMqhwJBIJ3BXzf2KxGPEZB19dXS2VSgj0UGhIpVK1tbWsQL4LbAOaukidhMNhpg7U6Mk8mUyG82cCqOu6MtgOhJlqSLVabWpqog2GKJCKD+V/pvsRlcpoI0LYXC7HtJ9CoYCoFnmqrBnCMskv2SlYUUppSqtJ+FHYgqYIJae5uXl2dta27fn5eb/fPzg4yK4AV9nb2zt06BDxOKpjXV1d4+Pjm5ubx48f59Sz2SyqthSTBgcH6ftGXcl13Zs3bxKkXLt2jSkTlmWhcxaPx/EZExMT1EePHTumlGpqahoZGdnZ2fmTP/mT3d3d1tZWeB+f+tSnPvjgg62tLYaQ8P58Pn/q1KmPP/44Fov99V//9QsvvPD6668///zz4+Pj09PThw8frlQq09PTZ86cWVxcnJ6eZnr27Owsq5DkD/9HoyEOgJtIluC6Lr23e3t70MwA0AHNCLSV1rqz9TBI7iEMQM/ozXJ0T5tICJmOCgsI/AWlSByYGDtlcPAOGETXIE2YkalUBcztqvYL7xH1S3pBPs20DcHEhNUCjw5rSJyEIgF1CE6e0yb0w5qLxWRn+rTiV7VaTSaTtA67rtvY2Mh/Pc9joDTBJvAvdWuk9SzLyufz3d3dmUyG+jFKJVR0XNclbcWpQKRyXZfGU+iyWFumF2G+GW8Hj6lQKECLpfiRz+cZ/BmPx2dmZrjz7FjXdWFekMjW19eLjg+FW+gVQkqCeYGtYed7nodEF3EVXhmETZYKiabS6Do4EviEWRpnPbv7i2cmqcTVvbxipmXBiCmXRWW6NFk2sEj4CoIhIn1OFVPIZ4miWA98F0+EKJBQBjCGO6aMJEzWsKRf4pzkZ9dQOVCaSuoarVa2UbaX9e8zuk7lmD5j9J7cCs+o+zr7WejmjbL2p5jmlhQXKAUU2bbiBT1DJ0gOUtXtGZYGtw/cBzNW5nHs7u5S88MR2rbNEAJ6/0GD8AI7+oXT6u7uBvagyia9H9QCWLf5fJ7JypZlJZNJphRQvyCzAu+lQsn+kq3qui7lJ1wsFoPHRH7MBUJxcByns7MzFAqtrKzgsOQrKPnTwQwxnvJEWUsiQ3GiF04phYvx68GuEnIF9fQLTLRguQE9g+g3xvNP//RP8Y5DQ0OMKGGew+LiIlOKWHk9PT0rKysdHR17e3uDg4MrKytMBq5UKpOTk6BVra2tsJbn5uaoMx86dAgtXXoxT548ef369fr6+hMnTuzt7X344Ydnz55dXV0dHh6emJgIBAKDg4Mo5FUqFWL57u7uf/yP/7FSanR0dHV19dOf/jSr4erVq0tLSysrK5cuXbpy5UpfX9/Pf/5zJk81NjZC5e3u7r5///7u7u7p06fn5+fp1MHI1tTUkEd2dnZiqhg9UywWaX0hokfmdHt7m1IWvGpMMDUYembJIfhXYnCJuH2GhrWn0SFLM3F4KpBFabzBJiIjgC8BvaRdQawY4IaIfbiGCpSgYbxZQHwxBLxZoGOBdiU+9YyeTs7f1uVPzsfTrGCcPVgHVg97yg+sNmjfFMDQUfP7/VT+2FT8hntLfRfJAm4UaaJt23TuQzJidlhPTw+CG6VSiSqIz+djXBF1UzgybW1tkAZt22aoZ3d3t+d5IKtwH9jnnpZiD2qBQM4zEAhAbQChImGiC6W1tdXn8yWTyd7eXsuyHj58ePjw4eXl5aamJoh8UIqgBaytrSmD7UJtmB2OLePRc+3VajWRSORyOR4WtCm8Kdwl/CLepa2tDe1AkDG6aJSGmxw9j0lMs6XbliR+kiduGfQxWRiWUQX0dBeypWV6WJC2bfu1ZE9AT/3lRokRF1Pu8/lIBaBkKw3VitPlDewdFpKjhUCV1n6z9ThYgVLMWFDKosqAVQRwNk/J3l/dN++S+CEz+5R3Hogw5EuV8fIMcFgcs3zdAbd64HvN8xcalLzB1Rx78foVPS7G1Qq0Pp8PJNN1Xdl60MqANyguspjpAePGZrNZOrLQW4cYT2MhY0mq1Sr4DTuI+gJ73NXDWavVant7O34Xr1lXV9fS0pLJZCqVSmtrK0Q2z/Ngz1CVRJbd5/MJ2ZXgLBAIFItFHAQ2ltoNW4nNy8IATN7e3m5rayMKJ0glhgjpAdRASlw+Kma2MYTRvNuSCDmOY/3BH/xBTU3N0NAQA796e3sXFxfJserq6qLR6Ozs7IkTJ2j8Bw0Lh8MPHjxg7rzrutVqtbOz0+fzzczMdHV1ra6uDg0NlUql5eVlz/NgGE1PT4+MjNy8ebO3t3d7e3t9fX14eLi7u/vRo0eVSmVkZOTKlSsAYplMZmhoCG2UYrE4NDT0ne98h8X34Ycf4mBINEdHR3d3d59++ulbt249fPgwEomkUqm5uTlM9uTkJCt4aWlpaGgolUo5jgOGjHkFsOKOgxV4muDqeR4VLFtzECBcsOLBzenoJ1gmvyEXxGSwhnxaGIwD+nWntk9rpuB629vbjx8/DvgAyMyjktbMQCAAqZKUC9/J0UjylNHT5mkSrETfEslamklk6elFllGeMeEv0woIbOvpjJNp7MJdovwGhV3GzLpaPZJjsnaVUm1tbfjF9fV1mGjVahUpLxSlWZq4rrq6ukQi4XneysoKkiUYU3qIgXeoYcgAh5aWFr/fD/sOfq9SCndIbMutI+iuVCpdXV10iK6srCCm4/f76WMB6mRnYnrIGlGtAqSRcdmWZQHAAA5PTU1ZlkX6yH0AR2EIDBJ68CwERmtoaABuZW9DmoD7AzxFQI1OHnd1bW0Nm8IBiR4oxlR1Y4+tS+CAtLL/WRgVLYbi10o6Pi35xhowQ2xBYs00qGp08uHnWHsg0uwjqcKyzH5DRLRtegcrWmaPvxJAsH7KeuShONGgHncleR4b07R0ZmInu4DfVPezzSWOfPz9Zs5tGRiMZ7DT5YvkmOLklE7fLU1QMA/uGbVh01ubXtl8QGp/54w8I7leSXDB88Ux8zbyOThiSimwFvqRhEkA6UYINYJtAqcD7+HbaEQmxaQewXNkR7OWstlsOByGEwu1BS7b2tpabW0tzZdgrSgY+P1+ijsUR9fX14Gp2BcMNsDeKi2DVa1WSS3AsZROJAg9yYMhN2HqgWdEis/WM9SIRTgU7tOMTgR4UzoZdV3X+i//5b8wSkLGYXZ2dsK5Z5DQsWPHlpeXjx49urS0RJFpc3OTW9bY2Hj9+nWfz3f48GFYRaTG9LS1t7fPzs6CQZXL5XPnzjmOMz8/v7W1RftKQ0NDOBxWSkUikXK5/NFHH7W1tQ0PDz969KhcLl+4cGF5eXl+fv5//I//AQHMDN9mZmbg9J84cWJubq6vr+973/teLBa7fPny6dOnL1++DE0X5CqXy8FDGRsbI9Ug3WRFAkeglN3S0kKcvrOzE4lEKpUKYztxXWJbPT3TClAeC0Uk5RkEQtl7PB7Zq4R7lh54GY/HL168iLdOJpOjo6OyS8VCEU5iGQnn8cRCLPRpBW1z29vG3AMJydmQrhZ5N0NjNp6krbLbxTGzvHy6nYYVRoIo1qG1tVV422BxRHngELhPAkm0cmAKYEqolBMUY7Jt20b9CwfW1NTE/ccKw6ElP5ufn2eEJ5LrIAH8TNlje3u7sbERNN6yrEgkgvoJYallWUAp8I9Awl2t1IrOCER25rrQjo3zpuRPz25VC6ISGfDIdvWobSIesvOKnmrS0NAApZ5tSY0TY1csFlG4paNUiI6eQY3e3d2lVmTbtkxAxPXidAnhXUNd8remLMoobEt6ZBnwoCQ0Ps2wNTlo4A1id/gNLk2iTB4o77F1e7Gjh044mvHPIicBtbRWO4sWYyIFJ1nqBKlyMraevgezl40mqZ4kr2p/q4mlxUP8+8f+iMeShNU2GAAm3Co/mDfNzB3NzFLyTvl2bz/WKoZbolvzkuUN8tUcRApAcjIEVQgal0qlcDi8trZG7dyyLHTQmpqaUqkUvPHGxkb0I+kYFN2uVCrFRzw95k8pBS6C7jSTUojnyFDJTJj5Q8CNTixEGfSzoPXR+gl1bmdnB+oflpOAkvWAShFEa9pPcZ9YcmbZVjU1fX193dOIKwbfrxU2BCPhERC6mcGNRNiWpmpjnXw+n/Xv//2/h90XCARWV1djsRijIiGy2radTqej0ej8/PzIyMji4iINJHRbb25uomqmlIJDa9s2MQvkGhFloG8SQ7a+vj47O3v+/Pnl5eVEInHv3r0nnniC7heeX09PDzB6Mpnc2dm5dOnSq6++WtFi0PJ6+PDhkSNHlFLj4+Pd3d0U1ZRSf/mXf3n8+PHx8fGzZ8/atn348OGNjY2JiYnR0VG044vFIrD+3bt3h4aGMplMqVRKpVKiR0pi6nke9RUIn5xVOp1mEWPyMKCQNkGTePFZv9Zkx8WalHQJZ+rq6vr6+s6fP49c6s7OztzcnNnnTpLBwyM85CmK/ZXw+fE0UaJRZYTbBwqZtlH4NOs6aj9eZGvpbewdOxPGCjvKp6fQkUnjLXBshJ8scW4FLLi1tTV2KfqQMBHQkEMeCPwHb0G5lPayRCIB9RTUFBpeMBhkyorjOAsLC+Ai7AcyYI6ZyWSYIJ9Op/kK0eIqFovoqudyOWDSeDyOGjv1CG61aEMTZtXW1lL8BlgGGJifnwfyRaEeT0yJF2R7a2sL34yf4G4AP3LJPp8PrJUbW9XSceFweGVlBc1PiUuam5uZ/evT3Wa4eRpXcDOOVgxQ+8tslgE8mobY0hCu+AYx/aDHSrfECKgrjaFij7iiUqmEtyNLYEWJPoO5dIFqlNHd72k1baVVyF09fVqyOqUleGxjXgoukBjRrJLIccz0VG6Fu59fI1tVsBkz1hQj6xhNL37duvr4TRaPaIbU5gmY5+Ma6mCeUXCRfNc1+ApiW2Q7y1MD8JTUTUIiqapApkWOAzMbCoUQuqL2yZ2kaIJuCbVDYjJIapBdmCxN+Z/dSuETjWVEgujTK5VKIEzkHtVqFTvAPHmYQcFgEPUDtEp8BqPbcRw2Phkk48Bwh0ScLCHKXjBRyJQ8PQ2Nm4m3wvH79QgpeVKmE8WAc0v9a2trhULh+PHjpVIJIU3LshKJRE1NzezsbCKRgDFLKFFXV9fU1HT37l2l1MWLF2m26+npefToERc8Nzd34cIFhmf5/f5Tp07V1NRwmyzLymaz09PTnZ2dhULh7t27lmWlUqmzZ89mMhmQ1eHh4Wq1Ojo6iurE3t7eqVOnOjs7lVIrKytdXV1cwGuvvfaVr3xlZ2fn9u3bx48ft20bzJ0BKX/0R3+EDPcTTzxx7dq1n/zkJ9/+9rd7e3vhMcFLIms8ceLEzs7O6dOnaYxBPiafzx8/fvzdd989fPjwnTt3fD7fkSNHUEEaGxvr7+8nQenu7ia5ZJ9APxP5CfZnRU/++v8KPx3HCYfDQ0NDU1NTxG5IJeCK2DCYD4ApjKkkHNx/cYpmNcXEcKRcZBkK1ywR2ai2plpwOebScYwRDZx8RQ9AYI9xNGGEgiISylFBwWmR9yOGQBrU0tKCSgZOC3otKSCZJQxMfAD9S7Ztg0wQgUr6pZRilDxwJXJUVN/h1JHRLi4ucgPBDCzLgokAqgM6CjDLrt7d3UUhTwY1oKsJvQJbnM1mBwYGUJcFE/bpZg98QKFQQKAYjNTzPHIvRORR0eN2lctlGbvGZgYWrlaryGZVq1WIFdyfkJ5iwQrBNGA7CLwcg1xtGl8zQfGMipoyyCzWfhKKrBOTIivrynVd4mPWg9Jti54e++Pqdgghf7GKiGZII8yanOSCth6zY6ZckvlJWubXzVpmvCi7wDGEEXjJaZtJmzJGJihj3JD8Rg7u7iefm97xgMu0DHzV09UQubfufkaSefJyw81f2gbdyTJgIdnCpqmR7+JOUlOUQev8iSmYPj1YAumlYDDIqEfWMPpcfr8/EolUq9WlpSWUBCqVCmNPDh06VCqVCBkzmQyMENd1CU8plIIJo6sa1NLKUGqBCnK5HHdPqvtKKcEFKUbi9UlIBN21LAtREaVUKBQqFApoXqKF5NfD6WQZ4FbRMxLwz9MyjbhwSS7ZmHxK8lGbmSzz8/N37twplUqdnZ2nT5/mOUWj0YWFBWQB6NCwbbtQKPT19dXX1z948CASifT29qbT6Xg8zqAJmnWampqi0ejw8PDe3t74+PjDhw9BjSCpNjY2njlzJh6PHz16FGYHI6k9z4N9k0gkSCOGhoZQJrxy5Upzc/MvfvGLiYmJN9988ytf+crGxsaZM2e2trbefvvtY8eOJRKJyclJ0hHXdW/fvo3q3vb29qVLl5aWln7xi1+USqWbN2/29fXNz88PDw+fOXMmFAoxLCyVSgFBx2Ix0tCXXnqpqanp0KFD0Wg0kUgcPXp0eXm5paWFBjsCNJ/uM5P4FCTQREdtzQX3Gf1wsgEw9yTWi4uLU1NTFMAkcKaeD65CnseegdkhtsDEi2xjJKdsnsdtgbkV/VpBVKoy8qeq0ckklyAuX2kpcGVQWra2tuj358IR9RCOKAK2gIoV3VMMw4X/UsOQZMXRsuksCTJvVG+g4fFQ+Bev49Nzo/r6+sjkqnpKH56V9/t8vpWVFULIaDSaz+cTiUS1WmW/McmLlJRWEGkn5TxJGekKZYZrXV1dLBZbX19fXFwkB8UdIpi5u7tLKRSyIlcnyiPAMzw4UCz6tcjSAKVBmfCR0WiUDNiyLHjFAd2vzREIxvmUPEFeJspn7U80xYIro5BmegvxOlyIxOOUhWzNAxAPIT6JJedq+dnHwzVLt8c5mhDkMzooWBI+gx8uAK8cXN4s6RTnzAct3SFj6aK+uQsO7A5zZ9maMOwaZHXzhwP7yzIaYQ94YvGFpkMVx4lBsHW/mb2/8mp6UMmYrf34MC+T0+Bqtcv19XUWsGVZdXV1nZ2dNTU1sVgsl8sB+MMGh0wLFOQ4TiaTYacwv8jv9y8vL/t8PhTFqf3DIapUKvl8nl5tWq06OzuJDtfX10GVODcUCVDNhE+E4gEdYhsbG7W1tbhAWmJQByNFQcMc0KJYLAb0C31pHLmldRnphQOXZl9QJfE8jyNUtSafABK8x3wowm6T6LNardoTExNM/urp6RkcHIS8ev/+/Z2dHXpdFxcXW1tbYQwxJonZy6FQKJlMLi8vo6WnlCKcX1paunnzJuLpPp8PY4FraWtrO3HiRF1dHS0EwWCwvb0dBi9lZwA9JGE9z1tfX79///6ZM2eq1erMzMze3l4qlfrCF75AXK+Uam9v/+IXv8gSyWazgFTvvvsuM6WVUp/61Ke6u7u7u7s//elPnzhx4jvf+c57773n9/tv3LgBuf93fud3xsfHn3rqqatXr9q2zQVSy0yn00899RQTXYrF4lNPPdXS0tLf3x8MBk+fPk1bIYhES0vLwMAAV9He3g5ML3C53GuxX55R/6cetrq6mslkXNfFHWKdPd2hgenHXhMq+nw+kRKVf5UBMbnGbGpJLm090kQ2s6Wr3CxoIjLZcrI/5SXvx0QStTma1oTJYzOwTP16qCQbuFQqAdqQM7Hcm5ubqVIkEgmM764ek8t4r8bGRpBYKvw1NTXpdLq9vZ3pIslksra2Fmw/GAyCb5NH4v8sy1pdXe3p6UEJpaenp7W1FYKrz+eLRCJsbKwGNFeMLNwB6M2UZvFSBBYwxrPZLLvu0aNHmUzG87zBwUFCb4o3LS0tbW1tXV1dNIqRdRFeCOlUeApcneM4iNZi4AgvBHcK6mnPKELv7e0hP8Sd5yNMTJN8zjNSzAN5jKSApomXuMrVVXDLwGzFYSgtlQfs4WmIlWyeOI9FCCPdMxi5nhZkFhPvui55g6VpqFKM4OAH8ic5Z3Enkh/49oszqP36lAe8mnlpSjfkHHiDtR9lNaMKAULNnSJvkJfa/zJ9sLhzZRSYzY+Is5T3C0psfpHSaaU8X9eg09fX17e1tUnwjZ3BvKCS4TgOU3IpK9DTRa1heXm5Wq3CAw8EAgCQfr+fiWCQb3d2dsLhMHOnNzY28vl8LpeTYXmWZVG3jsVirh4RiLkmYsapK6XAJrki4UwwFAu8B9QK+EqkjIX+o3SBHO4S7pP4laAZFZ2AHltN8UIZbQWSPPBdrtYJIun8jVUEVIGbK5pbIyMjtMjU1ta2tbWNjY3t7OwsLS319/dPT09bljUwMFBfX7+8vIxSF9YNODubzYJNK6WWlpYsyyoUCisrKzs7OzhIYudr165NTEzMzs729/efPn2a+i0gGABdtVodHx/v6el54403QqHQmTNnPv/5z3/qU5+amJjI5XJKqZs3b2YyGVlbzz//PFWc7u5uHoa5gq9cudLZ2fmrX/0K+A4U7pVXXimVSvl8vr+//5Of/CQQ6Kc//WkYJa7rrq2tIRZDTZcSel9fX0mP2N3Y2MjlcrZt53K5wcFBLhZwVfaqZKXi0mStA2xms9nFxUVISRU9G51tjxuT5MnSmJIw6yzNXJB41jXKLWYYawJHsudN3NWvG8nls2IuPd0/Q9JGMcDTs59wfmZ4jgBQMBgk0CMSrKmpoZ5BeYN8Hf1V+cZQKISbwTGQf1BBD4VCdEZzdU1NTX19feCxrut2dHRks1kmUVuWtb29DdjO/uzs7CTqrOoW+52dHUD7ubk5JnEGg0GprAivnU0FhMXykMmXCwsLoVCor6+PoWbd3d2xWGx5eTmTyWA7YB4hsLK2thaNRpmPtrW1RVzI/SdYxs17uhxeW1srU3OZHkoLOU6XWIGfEU/Z3NykNszB8aYVLetqrooD2ZVEUeIADph4W/NCfbptUZAVSekIoUAsZFHZujcc512tVrlSdodAGrIRJJiQAoF4UKI9v264NP2Q6fbk93JwSRwdTcdztDCNz1AOMl2j+FdxY/J+iTJNfylJnnljXQND9vajQeKb5WdZ/FKxc40mkwPhgm0UegQeVwYjwTwZeVgVrYUiXVVsUsdxmHZiWRaKzWxYTononxPY2dkhGA2FQqlUitHxcPSSyWQ+n6e6n0gkODKPHooD/B2iYULP2trahoYG9LA4DqONhExQ1erKSikAJEqY2L2ylvWnTgm5SYykUoppB8yvdRxHSBibm5vcGco61A3Z5pgjQUrIBHBJSpfbHVFarlQqTJOGOwDnnhO1Nd7S2dm5t7e3t7d37969zs7OI0eOFItFer3b29unpqZSqRRdhmbXi23bdXV13CDKoiiqTE9Pp9PpgYGBeDx+7ty5qakp7lFzc/Pk5OTy8jIDWJRSkUgEhw1H5v79+0qpkZER1IFbWlo++clPXr9+nWc8NjZ28eLFqakpaEHSbamUunv3rqN1mJ5++umXX375C1/4AvbrwYMHn/70pzs6Onp6ei5evEjLRDwej0Qizz77bFdXF1nR8vIydKxMJpPL5ebm5jD9DQ0NPT09lUqlt7dX2p48z8Nns46J+iX0E5QJV0r5lkKatMbLVnG0+gFeBB8gzS0+oxGNdNbRU8iV0UMteae5hyVAluNgGqSAJJvfRI1kf1IAgLNOuEdE5tcTJTkTym+u6wq2CU2OHbi6usobpBM5EAhQXIEQRAoIAxB6OoSdzs7OSqVSKpVisVhHRwfBVldXF4tWqEOktmwnMN5sNlutVqF0JZPJRCJBKsntzefzCB0A5Lqa3UqpkoYzNPYOHTrU2NjIoOlyuYyISbVaBUEBg4WRzow5JjQRIAO68Bx5ysKwB4/FNLDV8YXcT+pSTU1NhCPIa6BR1draysMiiuXmsPDEhUg6wmqRNSDOxiz+icl29JAAMfq20TghLFloQbz4FtjIns53sXRShyZEs/XMKdu2RT6QK1VGNuzp6coSj0pmaS5puRDxK5I4KiOHNt3eAe8l2ZtEErJzvf2zTcTzmffKvMkSiIjrtTQCJDwDs1IrMYTpws04wCzxeAZpVh6Z5K/yTOVueJ7HRmtubg6Hw4wJQj1HafJzNpvd2dkpFAqFQmFtbY3Cf0NDQzwe9/v96XRaRGgtoxBYqVRQryyXy9Fo1NPyuUiuwveBiIuLEpKtz+dD4ge9TEwfHCK2BsGiENTB3gSS9Tyvvb0dQpCjJwUJxkD3F9NHlNHazmPFZEkaAxImnEpSVVnqOF0sgKtpaPbZs2cDgUA0Gl1fXx8YGJiamkJyxbIs2uPQLifORcSHvn7LsorFIu0ojuNgznZ2doaHh6ldIcfa0dEB7pRMJi3L6urqYpIzQMGNGzf29vYmJyevXr1aqVROnTpVLBaHh4eXl5fHx8cpKRcKhU984hNjY2PHjh2bm5vDyvz0pz8dGBh46623nnzySVzm0tKSUmpiYgI84f79+3fv3v3Rj3703e9+9+TJk88///ydO3eef/551uL/+3//r1AoXL9+HVD+3r1729vbmUzm/v37lmX95Cc/AbWYmJhIpVLHjh1DFg6zGIvFDh8+zKMCcwdnDgQCDCLF8fi0jqtf95lIydPSlA1yUwwcwAV7z9HqiH6/n341OYhjDAI74N4kTJadL/v5wA+uAeeae0zyS8F2zDdUtXa2bRRobS1R69PNqfRQlrTQped54AesdZ/PB+0bfrWlIbjt7e1sNru3twcs4bouOaht2ysrKzQmlkolKNDpdBr8E60Dz/OgDtG9Y9s2zf6u6zY2NhKQBrVIG5pWbW1tiUSCMBFeOz9Ho1GlFMyF5uZmRLyobfT29tKgCbwDYkGOizQHnGp0fPBeQoDy+XyFQkFEE5FKICDAEpX0IC3HceD4QBZFyZ1aO80DXGO1Wm1ubuYcIHTQvUN4LitKbLc8cc/AaXmUprEW/yHm2MQezExLGSVA1gP2C0sqtsnV+rQSB1iWRS3c0pL6cLukmcpMlE1fxbLhtE33Jqva0uUDFq3STCLznB8PIMzL93Q3F1tY7WcMiKuTpFA+fuD4piv1jGTRMuYryMnb+7ma9v66pqW1JiRSsR7DCeSDZpCkDEFB3kCpr6xHifl8vpaWlnw+L2RsqhXRaJQqe6VSWVtbYyv19vYyGpZqKHEttSQqhYFAYGtrK5vN2rbd3t6OR+RbaMTEGwUCAcuy1tfXGXzNc8dKMCnI87yNjY1QKASHqKWlRZTc2Rc8hfb29nw+z8Imo6NrAzVNwmiIclRDqfQ7+wllft0kStxc1jN2KJ3APRbbK9bVdV3rX/yLf8EIp3K5TMV1fn6e1uOurq719fV0Ok3/frVa7evrS6VSXCQtnijcC7oYj8cZZoLM5v379wkfJNuATMzk7unpaULmw4cPo/XqOA6NIktLS6dOnXrw4EEikVhdXf13/+7fLS0tNTQ0PP3000qp8fHxmZkZn8/3xS9+8de//vXGxsYXvvAFDPr8/Pz9+/dfeeWV1157zbKsZ555xnXdW7du2bb9xBNP0HmdTqfHxsZaW1vPnTv3zjvvMHCYs0qn0/SbUtYdHBx84403qHsBnbe3t6PQCFMLLIKSmKunqqJQg910tA6kVJhkNUvEqozZv+Zmkz0W0Dostka9LEN43TFkUCyDFujb3wotAJq3H6T16X7NA2iSuRUlsBW3LQYXapnneTSzY7Klq5raPv0VCPSwuzCp3Dr47o7jNDc3S6sSXU9ra2vBYJCPhEIh4KN0Ou3TNXycIgqTdDQHtIA+J8NkQay53+9H/S4UCs3OzjJTzPM8XF1PT4/f70d+vbm5eWVlhX0BiES9h3yRjpFEIsF2AnXI5XK0mrBfqOT5fL7FxUWC5UKhQF9TWQ8NFsa153m0oBE7Y1/q6+vRMONQvJM2HsdxMplMXV0dXGtiedu26WwBihBIX9aSPFOeo2vU1Q54FDMIA6SSd4pNh5fk0x0dnh5vUtLaua4eKAGEQBMXX0S6QFKC9SBcELMlcb3SlQJZ0lgxTzdMu/ubUC398owypwSv4v4lXZOEwzPwVQkcD3hZz6CwWvtrmXJA8YJVPW3UM0gMppuXbShuW3yt6cU9rSahdDapHusQMw8iKKKnpczxW3SM8BV0NAWDQbwmiT4QJdMR6Gsql8vMrOZoCINQO6BLyvM85nOVSiWqCUTMzc3N1WqV+iibkXJmJpNB5zIej6M/Sn9UTU0N4+1qa2vhFiDFiqOhp5MNSHtkIpHY3d2lrs8Mx0qlwrgFxvzBxvcbo6erWiSctFXpgZqeFjR1XZeZB+IHiZXJBKpaGPU3sVRLS8vk5CQ+jCyeuLi5uXl6enp1dbW9vb2rq6u3t5fYPB6P5/N5y7LYwFtbW6urq319fbZtDw8P0zhBvXN9fb2rq6ujo4NOTYpYtm339/crpdCztm376NGjuVxuc3MTZf3V1VXEBpVS586dKxaLx44d++CDD8DHf/SjH12+fPnEiRPNzc1f/OIXr1y5cunSpQsXLoitD4fDr7zyyttvv/25z33uk5/8pGVZsVjs5MmTbW1toVDor/7qr5aXl3/84x8/++yzH3/88eXLl6emptDRbW5unpqa+tWvfvX222+DHB46dCifzw8MDASDweHhYcuyaGNFDqajo6NUKvHUUYRigDBBCoIUniEjyc8+Pd9HsBRKPpI+uvsrIp5mWPA2YApLIyTmtjEzA1vjwGIF7MfYDe5vU5cWG2FmIZ6mMoFyiLPnlFhPOAPUk2GvQEgJ6rFE1BTlYrmoxsZGVHs4LDhJY2Njc3NzKpXa3t52da1LDlgulyH1sdOYXq6UgrADfArxQYoWVBPwLj09PRQ7IRD5/X52INVlBq04joMJsHRBiE5TTwOGoVAoHo9ja/BwYMgw3ZkIRpqFPiVtuEqredhalIRLplJAzQnEjJy1pqYGliDEDdSxCZKwI1gKMe50+5h5kvlkBeIT3yAu0NJdia5+iTUxvYUyEFopAZDo25r8WdbqBBU9aJ1bQUKPWyXykIQSaaeKVqMM6TknnLyj2UOmJ6tquW0BhJVW4LM05uYZKamre65kf3kGpsrLNoq75tsO7BozrLQNCpL813R+tsHi8YzsVh6ZeDvzZXp9+S5Xz5XzNBal9gPmykj9PS0PIgFNVQujsvyIeCgWep7X0tLS2NiIeDg7bn19nfWfTqcpCpBoEsjOz89j/30+XyKRgNCXSCQikYjjOJFIhORVKSVs2Ewmg/QN5FAE2oLBIKALVUI6vGtraylJou1MTbSmpgbIZ2Njg0m6jMili5pkTCkFI2F3d5f0V54+WTXECGwXHpSnLHWESqUCjOppyEGWk7C7WX72/Pz8uXPn/H4//PilpaVyuXz06FF6xmnBGR0dzeVyjx49guxD0MFIasZZjI2NxWIxvru7uxvloHA4nEqllpeXkVeFc3H8+PGlpSXXdbe2to4dO9bS0rKysjIyMuLz+To7O7lsILVMJjM1NYWx+Oijj+rr6xlscvLkSaXUJz/5ydnZ2WeeeUYpRR37/v37iAHduXPns5/9LCyM+/fvLywsrK+vnz9/3nXdc+fO/cM//APzTOg9gjb8zW9+s1Qq3b17d2RkJBaLDQ4OTk9P/+xnP1tbWxsfH0ePeHV1FWx5YWEhl8tRvuVfwdZY2ZJWih8SVyHbwNyoZmBrIkKYsKoxI4WXz2jurmpl0aruMfIMRobPmPYlRkFp4TTTPcsJC01fGYwDpSsrZH4kCsSwbG/CNyoKfHttbW1NTU1A63SDRvBmio6iMFkqlSKRCJQWFPlpl8aZgWHGYjEyV8gytA5TiSehKRaLVNlxV8CztmbQIePX1ta2vLwsHAFp5bYsKxqNOo6zs7PD/D/Yfdvb22TS9IGgRkuvZDqdLpfLCwsL2OupqSlyUAJwUbxjoBKhA6UK3oNOiLCaeTMmBsUWqpU45mg0ireG7EPvU1VrGTLSFRBCYhoJhiTEMVej0n1ElgHuPW67vf2QoDLGAyjNuxaEA7V9WV1AslL9YlmyO7CntK769GwvWVq2Bns9PZ5JzsTcFHKBpuOX8oS5xRyjY9W8LbzTp0v1Ssea8kVyKPPr5PbKy6yJKAOYVb/t5WrCjrcf75GXMnAm8567+ysjB85EGTLUJgQl+Sieki0MXQABPB4c+A0Ffraw67qMnm5vby8Wi/DLRMqHqXzVahXyNuUSgrn6+vpsNkuoinY0DWPxeLympoZGbaLhQqGwvb3NDAMiXTx0tVplzq5SiiTK0rr/fBCxuYaGBsbak6pyBJlhQrGGmhqlkGKxuLGxAbDM6uU4aFUK5UfWHndb6ZCxouc7/WbVua67uLjY0dGxs7NDIyabnGIk3jQajW5sbEhJEtiXQbvgb5w07OHNzc3e3l4YjH19fRSEQ6HQsWPHtre3Z2Zment7GxoaoOaiBVxXV9fT07OwsBAOh5nGxZMOhUIdHR1Yotdff/2ll17Cq7HraD6p6jlcx44dGx8fV0oxI6W1tbW+vp5B2YODg1euXPmbv/mb5eXl559//itf+crExMSJEyd6e3s7OztTqdTExMR7771HE1Iul3v48OEzzzyDHsLIyMjq6ur9+/cFqbO17uXS0hKlXEgKlUoFPYeKNMPqhW7mbcrAfMRjycYQ+2JZFkZEtmXVGFEr2YDPaK80Y09rfzVLGZoanqErZppOsUcSRMsBzRMWs0Kw6XkeoChGHFqdNCCzzap6VGRbWxtnzswQbD1yBMS5SqloNBqNRslQ6cikTIA8AlAbKCuOEFsQiUTIKff29nZ3d2XYEOy+QCBAaOn3+7PZrFTumZdLCQdRMTZ2TU0NqgKErmw5rh3H1tjYyAkgjgH7ZmlpSWbGsf53dnYGBwcJbBm6y2KmZEugwFR2ngggM9k2slOO7suORCJkwBg1n8/HdE+pgJT0zGfTLyqN2nHbbQMedAxBAFcrMkpYJh9X+3sYXM1oI48BU1VKgX0RdVl6aA/YAA+I5lHJaGX1CkaKYYLT4RgCobYu1x2gC3i6sGfriXs8X7JbboLZ66WMfFouyntsnLVtoD5mCCt7Sm6vJIWmsxSfZz1WNBVv7Rlo8AH/Z+2XMhAvKBVK84CuUbeWXW+GGnJ/iGNCenIcbFJqjXt7e2CHIovGAdHVKxQKiURCbD4tmLlcDi46/NvGxkbSR8oQDOkMh8N7e3uIxxWLRU9LXHFjOzs7eQqQ7VHaog5IHYfCXEtLS0dHRzwep8RDQpXL5eh+ZlGx36WnQCmF3nWlUgmHwwC2BGSO4xBZ1tTUIFGyo6dbU3AV3iIO1eR147n9eqaQ9R/+w3+4desWjOGamppUKhWNRh8+fNjZ2bm8vAxXmHIRpaPd3V0uqVqtlkqlI0eOpFKpvr6+TCaTSqVOnjy5sLAwNDS0srKyvLxcKpXa29vZ6vF4PJ1OU92FxbC9vR2Px6HhcUe4KnAnjBeTT2jde+6555qamp555plKpfLjH//4q1/9arFYdBynra0tn8+///77X/va165duzYyMpJKpTY3N3/1q1996lOfGhsbQxEwGAxevHgRIm53d/etW7dc121qaurp6RkdHa2vr//oo49c1+3q6urr63v33XePHj06Pz9P2GVZ1tzcHM05Pj1rVykFaRtFGJ4oPUA8DFn3cB9srX4ggb/5sM3t5NMsf58mzomJ8TRE4zMUq2WzmTvfNbq1xC74ddOubUBe9mMN7/JX2f+SJYgtJgtkYbGv+NJQKAQ/Rbi1AonAuXW0iCi+0+fzra2tyRQtsFZ4NBDKLMvq7OzM5XKMjKe0zHKyLEumBWEOwGzptg4Ggw0NDVQBcdjwBmF6ExoK0U7pISRNTU0MKgd2bm9vX1tbY/ID3IeGhoZUKtXf3w+NnOsKhUKLi4vMyqZwC4ubWda2bXMQqQGjpcJ5+nw+CrHlcpkITLJJChP4WhYGvWvpdJpWVKYskINSu/VrtUxJRDwDvZcFZpJZxPJKACerxdtf5hTPQVHW0Y2DUpjHXyKIb+3vBvYZuvCOFqqt6vFM4n1ZVNR3xbFJQGAbqggBPcxHGYJnUlz3NFApGYMZESojwzbvzIFYU17u/oqG7FnZYuKMH/eI5uaSXFAZ3dWms5Qvkkej9jP75Axtg2Asrldumjx9GHAkVWRgLHiCV3jmvb29lDOhv1K8wDNRiSSTQ4iAb4HxFwqFVldXOzo6WMClUokNFY/Hy+VysVhUSrESwE7a29ux/Nx8ilz0WTJiEiRGALzV1dV4PE4DaGNjIxUxShWoetEeI2EosTUFMgkOWGasPWJ6CN4sJEdzuWWNYd4ljsETiV5KtVq1mTsK08HzPHRGhoaGKKgopYjBm5qamAAci8VmZmb4/cDAgOM4sViMsS+nT5/GYayvrzc2Nh4/fryrqwudIJLlcrm8tLQkkfvOzs74+Hgul6Npcnl5uVAo0HXHGd+9e9fzPKLIzc3Nn/3sZyyOQCAwMjKilKqtrYU2Eo1Gv/a1r21sbCwuLiqlRkZGrl27RjtNuVx+8OBBKBR64YUX3nnnHfxZMpl89OhRW1vbxMTE2NjYo0ePqM4+9dRTi4uLb731Vmtr6+joaFtb2/z8PDygrq6u2tpaBB+4v/JsRBTKtm2eB8ZRCpY+LYYu3lECQ3P3HkBXlE4Qq1rqnQ/KAS2te2IbI6YJnSxjeomYG1u31olTtDUqJTUAMQeyD/lBFP6IGTmsxBBYK3grbAaCU5r0Hcdhag9uLBgM0uHDK5/Pt7S0rK6uUvamPQO1OXwnfZBNTU34EqopuExHv0A4EYugVYkdBRoMJ4gQ1XXd+vr6SCRCtwbmgFyzXC4jCh8IBBKJhGVZgEWMIgCNp48ZIhgCJdQs0I+mYkeqvbKy0tbWRmCOiUkkEohmiBAS8S8PhaJ1pVLBBLS1tSmlGhoapKDLCsGUNDU1gSejkCBhmWWIJprm291fSzOzTKUTHXGZ7v6KgPBoLMsiVsZ249F9mpkiyZmlBT9t25buFxB7v5bWq2i9FZ+h1yGpkmwEWdimdxEP5xjN/oLu7u7uIriPVxbf4+3XrTX9ygEnZy5+cbGmJzPfZm4xtX+UivlmM5VURm4qb7ANxQl5cPZ+xQmpAZlHMLElcajKoPWCl2AlGHoITBIIBJLJZLFYjEajqVQqHA5z9+ABNTU1dXd39/T0CC6KPxaAAR4cGwqFAYDJeDwOT42WYtrqWC3QfJCXofcaxsPGxkYqlSoUCtFoFGPLmcPTXFlZIZqEauT3+9vb2/G1tI3u7e2hoEnhhlYxGcApXG6lxYaIxbmZInGFfRNfbmkAhgVW1lOTwbpslHp4nMTCtbW18/Pzk5OTnuf19vZGo9FDhw6hhU055+jRo+ycQCCQSqVohuvu7h4bG3Nd9/jx44QSyWSSFhyYxOQH5ODxeJx+lUgkQs9AW1tba2sr3eIQqGZnZ0+dOrW1tTU4OEgW73ned7/73eXlZaXU0aNHzcU6MTGhlGpqavrGN76BRTt58uQzzzyzvr7e0dFBMQyA3rbtK1euTE9PRyKRQCBw7ty5vb29WCyWzWbn5+dv3Lhx4sSJarWKc52amlJK7e7uSmdeKpUCTiS2DQQCTIABx1NKkfWz0PFSrlFTsXXJRIpDylC8OxA5urpDXAyE+DlxveI2xH2Kh5bd7tuvQ2ZaRrGnju6Y9j2m/OfpLAdIh8+SZ0DGowghBBDP8yg3+nw+kEn5Os/zVldXocYojWmDhVKtlPZNdDPYJPySnUlKKtUXyb0I11paWtrb22tra/lhZWUlmUxyyfl8vqurq76+nvwynU7bts1sd1QuEYRSSi0tLQWDwaWlJWI7roKHVdHCwszwIk/CBhUKBaSJCQdt2+7o6OCzyNjCCWBGEkEGLhBTxQYm6I7FYq2trQyFgF6Ha4dshfwYpGJ8Jywt97FBkvLslAESms9ULLula4cCA9ha+InUTRJEMc3gQ+KugP4ELnL1nC8BGLmHju498DT/QqBdiTWVoRXnGY1Ypn/iS3nnAbbwAVdnYqpmUGjeEHmnBJq/NYL8/3od8JGWrhnLmjffad5w+b15ho87Y9uos8pxbEOw09zU8pIbIkuC6IoQ1nVdWM00eEhlF4Kb3+9PpVKLi4vkiwIaoc4D4sjzokfL0pwax3EAfihqEkkz7x0oBQVKzjAQCOBfifnQsERrk3UYDAYpoCK/J32fEPooSbS1tdm2vbOzg9AKF761tUXKx/4i74JjAdBaV1dHeRHgmkSTwNeEWwSoYGEQajiOY/3Jn/xJe3v7+Pg43sXTAHRbW5s0Rw4ODt6+fRtILRQKoW++srISi8VKpVKhUACMXlpagjiD4WCSV01NTVtbG8xmxsdgborF4qlTp+7du9fc3ExR8/Tp0ysrK7ZtT05Onj59mmooNBOGSsbj8fHx8dra2j/6oz/q6urq7Ox87bXXjhw5ggelMHbnzp1PfvKT5XL5Zz/72dzcXEdHR7FYpNPuvffeGxwcDIVCly9f9vl8fOnQ0NDo6Ci7l9Te87zt7e3Dhw9jpJh/QsKBh+BJY81ZT7SdeHokjaxps/qiDA6Oq0c9W4a4lyBm4r0e33IHnqKYP9cAr/ilGFCfMQVXckTX4Fb49g8RYwF5Wt5dvoLsAQtY1uOUATnBQJjBgiC74zgtLS1Q5hxNhRcKKG6yVCq1tbXJlGYoXcVikWHuXDKtPjSZdXV1FYtFxLRExxXaG7Y4kUjk83nI6D49nYpdgTqd1F9d193Y2GC6J30vTG/Y2dkBUIUBRKcKlXvLsiKRCEleMBjs6uqCoY4+LSsBBiyhPdEuRdmuri7ybNBUYjLMTV1dHREYLdtArIBIPKDV1VUCarJSpRR0fLYYNAeSA8IaVwvRSbuIBHBiQyXlcg22iLN/Eg4qaOD5xArgn5wDUBXOUsIsWc+mC3EcB9skbTZ8UPrryT79Wg9I6K+CmxEUihd0dampqoVgzLxTGWCmq0cRSH1U0rKqHpli3hZbj7NW+9Nx2YPyg+nYZEt6ukTi7R89bfp78+b/1pcZ03hG86VELa5uNKwavWrmqcpV+PUUFB4Kppv2f9d1yR/a29sh2VH/o8ULqKampob0AzhX4hhU5BwtMwQWAs+W02MpbmxsxGIxPDQnLDmrZVl0T7CvST8IQCORCGEuqDKtIBgW1iGdijLE1/M8xGappDiOAzkISjxZjWVZfIoq0ubmJlrWlp5bxSKntkqXlMRh8CFsQ6+KtWqvr69nMhnLshAl6uzsJB0m8Pc8D6sBn7anpyedTler1YWFBag9TAtB6sW27YaGBuwmwcXZs2cJW1gu0WgUydZgMPj8888D6GH7Tp06VSgU5ubmQM83NzcnJiYWFxeR7pyenq6vr19ZWSmVSrlcbnR0tFQqXbly5dChQ7hMpVRra+vly5crlcrVq1dnZ2effvppSFkM6fze977X1NR09erVN954A5bK2NhYc3MzcPmxY8fQj1B6KOCDBw92d3eXl5exZa6Gv6WUwi1eW1vLZDJVLVctbkbsEagUD4/mQkIwS9eWqlroS/I5SSVl/9taSNZ6jEYv0atn1J9so1FaGTkH/lIcqhxEdqz80qebONmNkm9JYwAgBvw0XGA4HI7H4zs7O7Re4FQI9PC4bW1tzc3NdXV1NXqgPCYeBwwYQBwGeQH+Wy6Xq6mpYUoRsB6MMwarlUqlpqamcDhMYwlMTjj0iIPYmhXMaRAyY8G5S4VCwdZU3mg0SqyGIDueEuIPDgz+OkE3tRaIeXQbM27a0q2TgNKtra04UbiCCCpFIhFmMDlaNFFkuTwtXkj7EysBUhXYGi3CRNOcgBmZKd2DIdRricwkcjKNPiuBBcx/hUIia4DCKiixXw+edHXTlNQOAdjhJ4vLJHypGMMLKTxLvZY3g11xEEvre2CCOT7fq4wxnK4BnJIE+LV4kOm5PU1z9TTPXGlCuOwgVytFS56tjHKJuEzxXqajEqduOm/xvrbB5vNrDSzZU6br9QxFEcuoZbqaQytuUkIK8aPiiR3NojKhWo4TDAbJ2HK5HC6to6PD8zzEevAikNKbm5s7OjrIMovFIpgqmSLR4d7eHlKx7e3tPp+PUVFUN9BPhv4j8QoTSIBwoQXQ/t7R0VFfX9/V1UXnKJ0wwLyuMWEXqJInjlPkRhF9BgIBYFgeKEoI6KI3NDTQwbW9vU0VRoJjYPxqtUri63me1EpJe6gUOFqmqqzHu/4GevnDP/xD5hy1t7ffu3evUqn09fVNTEz4fL6jR4+OjY35fL5KpXLo0KH6+vrx8XEKn52dndPT0ydOnKhUKvPz84lEIpPJhMPhubm5kZERdBlobVxaWjp58iTCPTTiVKvVzc1NlF1HRkZaWlpmZma6uro8z+Mgs7Oz3FbLsnp6enjYKysrZ8+enZiYGBkZ8TxvYGDg4sWLiUQCq23bdrFYvHbtGoamrq7u6tWrTz311Pj4+Ojo6HPPPXflyhWl1OHDhxEfSCQS+PKFhYWRkZHZ2dlAINDa2urz+dLpND2jyWRybW0NlIyTJwZHZRR4ShooJWYHB2C9+rX+L0ZHYBMha5hsIGXgQmxd+S8+VeJNMWeyNOUEXGO0oW3MxBbzIWDOgSgb8y22Vd5mGagRyAb1PE8raHg6UabuCJN2Y2ODSe5+PZVQ6f4Hkj+cpa1bx2QIpa2l6rkheE12ncxhIBVDi4rCAVNW8KBKKbaZpfNjn8+HDILP52M8p2VZlFUEdEVLmXCYFm95lAyhoz8M2wGLG5ihra1tamrKsqze3l7Hcebm5phPgtEBswG2dYzx3RLMEgHgPygU8QQBwRAbwcfgCOmF3dzchP0oimKyfuz9eorKKH09nut4RjLq0z0kYuJ5kStwBFJh3/52Jp+hzu9pQrWl++tdPVkWU87o0LIee0LWKCgLT030X0wg5ICjMi/Q3BQkTEopoXv4DYkG0/mZW0DeIB5LNqO5Ecybpn4bcmv9NgkRtX+8vGX0nh5wbJ4hc2h6TXPvyxOUuNPWdH25jaaDl+OTopBB0lVCpmjpvo5gMMhodGg7fAvTMZuammDGUYuRsX2O47S1tdGLRZBKashceoJpBDITicTy8jKtnLu7u5FIJJvNoospaajrusyO5aEDvSqlstlsV1cXc60xpOQeuHDHcQh84RDIKiWm5ybs7e0Vi0WgREu32zmOwxgJwkE2O2u7qmWKsfOm5fzNooLm0NLSgiRgOBy+e/dud3d3KpW6d+/eyMiIpYd9K6UQLk+lUru7u1CB7t+/f/bsWZpM1tbWoCaTbjY0NDQ3NzuOc/fu3a6urqWlJcQJm5ubmSO6ubmZTCar1WoikUgmk4FAACltUhnu9fz8fKVSof2jXC7zvB88eMB+/ta3vkVPLrfvc5/7nFKKLpF79+4lk8mlpaXh4eGJiYn29va+vr6PP/6YSu3k5GQ4HN7e3t7Z2ZmYmGhqalpaWkLPiC29vLzsui60rrq6OsiQGxsbzJbCg1p67CXZJJERrGWfz8dAOP7lzTh4cH8TzvIMSEoeqmdgOz5NPjTDZ/7EAxbzZxkgm2xUv1aEMg9umkjxuLL5MUPyX/kK/D2B/+7uLuU9Gpl9Ph+SBRwQlyZlV/YSDcgUIdAZYaeFw2E6xnBXft0izX/hMDNpEmXaQqFAAd5xHGjMEAGINkxXTXBKaQSWPAVFniORJm0enKfSg9sWFhZ4uI2NjRgOfhgcHITm0NnZSXDd0tJC5kc+LQRgMmbHcZhqQJ8lORY8XoBfS1fUMDTcdlwpxghsllCDW+e6rtDrPAPDtwzw3zYIQa5RLRMEz8QhzD9xKPy6sArF6TpaKkVcGoZbvrGqRznaWnLd1iIGSncaSBbiGKOkZRFKngSWaBsaoaaHkKVrrlhxn64xzMs2pOnUfj10az/53IwaTa8se8S82+L4xaPLDpLjWPsRV9OZPb71zMDF1hUTiY89Q5VXGVC2XOaBvS9fynuIwMg4Hd3OVCwW8WRwO3w+H3RZyLQSuLBNqEPV1taura0RO0Kdy+fzLFopT/p8PlR+wHKJNT3PgxMHh449SJc/doMrQuKUCUVsZFTQw+Gw4zgLCwu0QQLesBKY5QLnCHNXLpej0SjjabG0LS0thK0EbWASlI0EDCB6qOjBwMR/LD+fIUIbCASsV1999fjx4zDXFxcXmfQLqx4G1OrqKjML8YVra2vYgsHBQVrCqcrU19fDpKUfXCnV2toqTfGQJjKZDIYjHo/Pz8+Toe/u7g4NDW1vby8uLgKs9/T0cFhArWKxeOLECUaLkC4wXHN3d/fJJ5/86le/+otf/OLIkSPvv/++4zjf+c53GJGdTqdHR0fxqbdv30ZBNxqNlstlhjrV19dTM8NBYoykFru6uuo4Do8TGw28RgAlYaAgQtxc0UuiSR9TwuYXJ8op2ZpMIWvdMYivghSxcC2j2Cn7R/anWBAz9JZdZ+2fPi+21TyObfD3xHDLzhc4S8JkrpobwlokVSqXy83NzRQjcQx0Rq6trfF7Jnv4fD7EYpACgW5AnyJZFOUH3swOByEh8pUm6HK5HA6HYc3Qd4FYAQwCrpfxO/hUaSOhP9J8pq7rkte6WoShoaGhUCi4eo4mg1cPHTrkOA4lCeatSqsuG357ezuZTBLVtrS0cMnLy8t466Ae6ZdMJsFyeUaQJra3twGWubSamhqsEnxjfCf+g5jMcRw6eTwjj5TF4xg9iOIt5D0HTL8yimeeIeEmcbe5ZoDo8X++/YIYPp+PJYFxIW5QuolFlqWluZ2YJwwrS0ve72kw2bIs6YG2DZKw0mV7PDe4gpQ8lObWSvVEPqKMjJN3mrjL4381Y4vHX35D59a88+Z29vaTgCyDlOft17B0NUFBQgE+YhbbZGvLfVBGNuwZrFpxqFTHIGSQf6Oz7WlZrlgs5vf7GcCH9QZ9BTVE8QrzS10Qkm2hUIhEIrDESQ0J74rFInzXarXa3d3t9/sLhQJuD29Ea4NlWch90AyzvLxcU1ODXyeloRs7lUrZtg2hAQlAyLGolHd1dUG1YygQpltpyoXf78fF0gfsGuNu2NfoWFWN9ifJZ8RlykNhhXueZ/3+7//+kSNHFhcXmQjR3Nw8MDDAoTOZTDAYTKVSPT09i4uLg4OD4+PjruvixgNGI3MsFquvr0cpf3BwkK8k5ULn8NGjR5ZlDQ4OkkBgcc6cOcMb6uvrp6am6uvrmQ6hlBL6w/Hjx30+34MHD3Dk1MyQCbVt+9KlSw0NDS+99BIeNx6Pc78ePnw4MzNz5cqVarWaTCZJCEql0tDQUCqVSqfTiCsePnw4mUySANl6cCsz2KT8iwm2tPa0XJoc07zFSilWGNmVQPNKdyYppWB/yE4mxZHSi2VQe0xj52oWgET34iwFR5JoVBn5qBk4HwCFZN/6jMlKtm4ql1qXXwswSjYMTId34c5QgVdK1ejxIKhTEsrxflHI8zwPQhA7EGyWwEKOAxwEo891XRgHlPTxeewuwizLsurq6oJaWJKETClFVMsMH4af8DOQAJ0nuVwOKwABgZCIlJohJJx8pVKJRCIwANPpdCKRmJ2dBcUtl8t9fX0BPb9eTr5arTJfAuwLwUxCWmhNxFWeZuQy7BAmsJhI+koBS5n9q4wOSHc/2wu/4hkybweMvhlaHfj9gRCKQ5kJsbu/dlDR6j88dPFVPAVWi1/L7Ikf8vTQRE+zh6D7CTyATSdIUkpRx8Wz+o2JeyYww3E4BwEMlK4pVo1pLa7BZrf246uWkU1aBhhrGRmq+Slvf4qvjD5mvoJnZGl0x7zD5nc9vnnNu632p9fmGdq6quIYfbfKiJNMA+J5HpRREH7yM2B/vAtgANO+lFKgOBiQkp5RAwZTNeQMGasJ9kP3MBMLAAWj0SjFBRY/mByFlUAg0NnZmc1moco7jkOHdE1NTV1dHXna2toaTx+GPB3AmAIUDCzLIgIOBAI4TqU1p0h4RJ9SZB0xIOS+PC8IQaxk8amOoVrM/qro4Zo8Fz/UxHA4nEwmI5EIwynp2mbkfVdXl1Kqrq5ufHwc0BULSDPs0aNHV1ZWNjY21tbW+vr6qtXq3NzcoUOHZmZmUF0hKR4cHPQ8b2FhgRDmwoUL1Wp1enq6VCqdOXMGrfrW1tahoSH6ZB8+fGhZ1vDwMIyPWCw2NzfHA/D7/YODgxCfjhw5wlwwbO4Pf/jDJ598MpvNRqPRDz74oKGh4f79+1IQ2tzcXFxcfPToEQKGeDKMFD6YiBXAgXIx2SH3jt5Y13XFlBPauJrDTS2qrq5uZ2eHKImHDRELPic9MGWtqMKCFsBW7JrATWYU7NOS5T4tkCYfOZAgyqckApXwU7aWrRtJza1u7nnZfq5ud+F7qbq5uiuGFUlIwUORnSNxNLUlkGqlFPGW3+9HuJJNQrjHAmX50bPs9/vxgrhGcn00g5C7syyLfUW/k9hcAkzBFYmvyXGLxaKoHGB3UNWic5THQdUQNNV1XZqSOzs7YbcybpoOM7LYR48esQk7OzszmQxlCGwQ7nNnZwdQGrNInzjbm2VjGlB8P5dMLZb65YFaHcUYgRAco83JZ3ShyDoRH2Dv7+WX5y6W2n6so1eiZO6P1Ow9z5NuNk/PBZMlh7nBpHACZCSe50GsCOihYKRTANFyNHyqHK26f8qs6ZY4JnGt3ATxvp6GZEx3pfYzYH3720VMl3nAxcodU0bAIWjzAdcrnk98mGWAzD6t4Wf+1fzZ2c9jkC8Vl+kz5krKyUh8LPE3vyEM8vl8RIdVPeCPti7Yc67rgmdSFEPrSkoDAADb29vklGCwKMrJhaCIubKy0tXVhfNjRwBeAhoxJIpBF4TLSinqDolEolwuIyrX2NhIPhaLxSCRYF2LxWJbWxu1PNIz27bhpbPrAYHZrdQ+MNQBLRgiiS/dKdJGJVGLuEnZCxKQ+ScnJ3t7eyH15nK5YDCI+ML58+ch3zOZKJfL4dI4KDq0wWBwZmamVCohIXvv3j0M8aNHjzo7O7e2tra3t0dGRig6krmSqqI9gf8Hei0Wi6lUKhgMMkB4cHCQ1jQuiRrywMCAZVnT09Pb29uTk5OWZd29e/d3f/d3Hz16dPjw4UKh8Oyzz46Pj7/44ou0wPf19ZHajo6OLi0tOY4DRkeUtL29zZyKYrEIRM5TYdAMARchCVkIzYIg1Z7nra+v7+7uIhxF9w/VaaEC0auKEQGyQxENNyx1UPYtG0AZWI0E7wLFiBOVVEBco7g3sYyCqfJ76bO091dKlKYUuUaTHwd3tIyLbDmWZkAP/KqpqaHtBDiRN3ATfD4fVEnaK2mI5ImzhMi3mpub19fXKQoIxoL6K3eGhhYSUzGRgD98Y6VSaW5upv6HLZAsh1DGtm1WEc+Ftk5b1ypE8dy2bWRgMe5k0rauh7FI6Daem5ujybhUKg0PDy8sLNTX1y8uLvp8vkgkkslkoM7DAGpsbCSAJdOlvaRYLGKhaPznchzHaW5uRvGHu93a2opig6cJkKwlW5MnzfzjALJnohHiAMw8yfSmaj+sZ+Y6cnxJ8nAtbGTxE0RUlM08rcIhSZJn5Fiuoapa1Wo+ruuKzcWmS2pY1ZIuAoHI93Lm5uJXGo08EASIZzX9n6ztA77zwKcOHMp0TuYRzG8xo88DxQ7e6exnMMiNkturNMAr12j6Y/mUGAe1n9/n7a93Kg0INTY2rq+vA6UWi8WWlhZcCx6CKmBbWxut52xtCRBJABKJBAuSAUccjWXJouVBwEVHCY+oCMvJiCHcaiKRoB0LTW8AJ+xDKpWi54TzX1lZgUNQV1e3uLhIXRPfQSBOXQNFQDIffDxHoxHO5/MxZU96XQQLtCwLhiP3kEhLgm+WN+UGn8w2Pnv2bDabffDgQU1NDdCrq/m1zNcmjotEIqlUqqmpqVqtMmXatm02eXd3997e3vz8/PHjx8+ePTs0NDQ8PMzy7erqunXr1vLysmVZPT09LS0tsVgMUYXFxcVgMHjq1CmYVCdPnhwYGGhvbw+Hw/Pz8/SDg9EtLi5yAjMzM/fu3cPwEWXPzMxsbW0dPnz417/+dVtb29bW1osvvjgzMxMOh//1v/7Xq6urCwsL8Xh8YGDA87wzZ860trbSVAA7mdmWtC7xgKE402PKlLi2trbOzs7e3t54PM6yhldZW1vb2dmplPL5fIcOHSLrpy6N+AsSbj49fBjTXNL62vxStro4yAPbWBl1Jtlp+C0xcz6DpyeHkt/LJjdjbdN+yXI/EInzNgnexa2WtUgN4LxSiqZp6ayVyhZ8dJTTxcoQBlWr1dbWVq6CAobneQi6ssc4CAGKpyWVXYNujr2g5ie4K7eOPC8QCEiqio4l2A7AFLudJwUsTKOI2CMEdaksVvUECeo3HBaZTc/z9vb22tramIWEAUKmAJQYFj5WAP/n6RkyPLLV1VUJ1aEnkHVBwfOMNqeqFui39SwqV1OmTUBJafqYadM9A6wzV4W4SdOmcyHEH1w1D1pMvCwnpaMupdWjqlq5BvYv6x+UzO/3U7X1GdwK16AvVXXjlnydGcyZ7tDTGZVENgGtDURjn0SWcpJygcqITQ/4RcvQ9zH9q3l/xJvKtZvZoaNncMp5ys2ULSAxhGVgAKbXlEWodEnYfKd8kCMfODczEjLtA4uc5iXHcbBmtAJTzudBW5YF1Al4Q08I1U0wM9gbAu3ScMIyJpySeQmbm5vo1eDSqLj19/c3NDSEw2EAy/X19Z2dHXBadj1JGi1Y5Lg+n29xcRFoMxgMZrNZ0a2l8kIcTKhKngNczKqo0eNKcI2ir44VdQwVNgHV2aoUmxythSQ1O8uyrG9/+9uhUIgGD5ItCEv08WQymZqamoWFhZ6enkAgkM/n6SVn7AnkCLb07OxsT08PEp09PT3cFO4shoOMu62tjWydYhgQwebmJmDd9PQ0k5swiHNzcy0tLbZtLy0tHT58uLW1dWJigra/bDYLBenJJ5/8yle+opR6++23P/vZz7qum06n792719LS8uSTTy4tLd29e/fIkSNvv/12Mpns6Oh45513tra2EPtGugzyVbVa5ayY/bmzs9PT01NfXw+qTF1tYGBgenq6qalpZWWlp6eHC/c8j9mf6KNCS8tms3ApwfrwK6xjHIPsLtkwli7SsOIxoxJK2/sr/IHH1CbNH3zG6AZBeB7fcrauo8h+NgN525howflInkrkCLSCEWQJMrJmY2MjkUiEQqFCodDf3+84TrFYXFlZoTrC9yK7g6extPBjIBBIp9NNTU2km3S1ep6HXoFt2yKpRWCXTqcZKE0GzJYmgxRpWehmBKrEyGtrazhjx3HoUfa0eoOrR4X7fD4QEWAJLE4gEEgkEnNzc5QeEAOanp6WJHJ9fR2o2fO8YrGIgKdlWQRS8Jjw4qgctLa2Qj+m74vdB9LY2NhIGyi7lKETkoV4GuUzH7oyYEPPyDbEjCotGCtWVWyxJC5mROVpEIJ/XY1YOJqByXEkUHO0oIGgEVyRVIyUzgUFaPFpXobS2RVQRFWLHjuGVhGm/MBFySWbgeaBl+lUTDdjG9Qk+c3jd1K2hrUfenWNQq9n5JfmDZdnYb7fvATLyFAPBDHyJ59BkhfXKPtXNqmEEWINbF375Nk1NDTgOAn6eRBKKWmRj8fjoDXZbBaenSAurFg2rOd58Hfy+Ty7g+cFrwfskCGAIAeYRAgExIUomTM7obGxkZZQz/MQlSXppNRlWVZDQwPTZKvVamNjYy6Xwz0TjSH7TKVWShiYJlY7WCA1Ts/zgKCID1jPlJaQgPd0Lx8GR6JGGJ3c/0ql4ofjg745NyWdThOGM0LkyJEjXAPWZHZ2tru7e3Fx0XXdO3fu0J3KKHkqt1SSM5lMX1/fgwcPqDYRVti2zbXl83la9MLhcHt7O90aqNnBFRoZGWFWCSzEaDS6sLCwubl58uTJiYkJ2lqTyWS5XKaMtLi42Nvbq5QaHx8/deoUw9iUUt3d3dlsdmBggHQzn8+/+uqrc3Nz2WyW4jZaevF43O/3T09PS7dMb29vJBKh2ZQWCwI0ogrCGTLL0dFRNv/s7GxnZyePhzgF3QpcMubAM2ZymRuA5ctykdKRGTbK5hHk6kDIaRusAdfgFNhGRZNfmgCRmAwxwcJm5J1gIEKklBIgZlEaDFhPJHMU6kjjmCXX1tZGa3OpVAImYtEzBkTWPdM/bNtmUTlaakTYPTCwhIAAQ3t7exsIBP729vY2KiHAOKZLcBynUChgAjzNHsRYE5DiqgntmZnKVcMOk+mwOLaurq6qFmoArert7Z2ensbFNjQ04F9RIeAGVioVhl3TBAkwlcvlKpVKJpMJBAIyLg2SGt0C3ByxreaSMC3p4x7CfLN4XFkzj7sWT2eNlpFykSJYuskKUAuahmVZ2ErWJGG3pLmuQWoTVyHVcSE02XrQuk8PWpG1LaV9jkPtXDASy8iVfY+J0T/uwMwb5RlCfSY84xo1DvP4B+6wZfQfi5cyt5i7v2Zsfovp2A74TmVkk/JXMRTmw5X7qfYHTJK4C7wpRybfgm1OOR8XQnyJBCZOglQMzQ0IawAkaK+iZkPJn1nLZJPIdNi2DTyJC8BDe55HzgeN1rIsivTRaBQJAjoSJUHnsFAQMpkM4z+bmprIOCORCOMjUZPO5XIwTmhK5D6Dyko5TCrukDCoLrmaIQE4YRkzM4AeuW8+3VSj9KzvQCDwG6oFu2VxcbG/vx9Hbesu7/n5+aNHj9Lm0tDQcPjwYfFnlmUhodfV1bW5uXn//v2Ojo6NjY2Ojg6+lZkvZKULCwtMouno6Ghubr537976+npPT8+dO3d6e3uXl5cRW0AgPpf7/xH2p7+xZdd5P773OVUsDkWyBrJYLM7k5R3Yfe9tdatbgx1PsgLFiBQbiC0HyIAgQBA4SN7lP8jb/AMGAhtGDDuGEcCWLTiQrSFSKy251d2373x5ORerWAPnuarO2d8XH+2VVcX271cvLnjJGk7ts/canvWsZzUgfTFxKZPJZLPZ7e3tx48fU4I9ODjAAqK439fX953vfCebzT58+LDT6fzwhz+kVryysrKwsGCM+drXvkZrweHh4djY2Lvvvru6usrN/vVf//Vnz541m83f/u3fZnoJE7mdcysrK0dHRywxlSpEAaMo2tnZKRQKgOlLS0uffvqpMYaOApRpSfLAk7klUpTWx8P4aczQKzp+FCqOM/DMIG0drKrwW8W2lVxQTpFE0z1/iv2gkthzaJ3v4ZOzJwoM8olBEIjsOBVHkBDCN/hv5+fny8vLKAa8ePECF0KXsfQjhmE4OTm5s7MDBwFHSHxH7yOgkJRIuZUnJyfZbFYsr/GZMcVUBj7j1OEEisnj/ND+iIlnqQkqSXM5FVgNkBzwIjZ5GIbFYjHynZfDw8NEjfjpTCZTrVahGsL6wcsSHTIvk9p2f39/oVAg+GV59/f3CdWJABA8o3OaFBmPJXdKG275gj0Jlu3OpcyNzOxmuqbxTPEo/LfldeGFXQyAbDyV98pP8HYK/OcJcGWFkoM94d0SXp1DkDEd6tnu9hJ+L8/R6Ze4jZ5/b4YRemXsZ6WDej314sgLezxoj2/Wnygx6M0bpN22vhdOUaB1ohn4HsRIdWzfdO36moVLpcvAHBliTU4WZXVMPf36tA7Ozc3RsGGt5bBT4Ein00jFogbT19d3cHAgvKFcLpdIJCCIEBknEgkyTlDWkZGRcrmczWZpYqFjhCFRbABGRrdaLXolKpXK1dXV7OwsYilYWmLQVCrF53Y6HbiZyDuTFzo/kNw5B90Eswkl3vpmNlJB2dVge2KQObM99yL2kh3B8fHx0dHR+vr68vJyp9N59erV+Pj4xcUFyOTbb7/d6XR2dnY2NzeZeXJ8fEwZaXZ21jm3trYGzumcm52dvb6+vn///sXFxdLSkjGGrwTY/eabb6ZSqampqTiOnzx5gh3BNjHgEy84OTlJsowyNdE6aCcJAYXPqampd955Z3l5eXBw8Fvf+hZkRRD2999//9d+7dfeeuutW7duGT87giv82te+9ju/8zv/4l/8iyiK7t+//1u/9Vu//Mu/fH19/c1vfhMZd5C3ra2tL37xi4lE4o033qBIduvWrV/5lV/59NNPV1ZWKKTHcUwWhWufmZlBmIZBVzBTYiVOa9SQvLBbMy/2I8U1hiOBsPOP2D8kwjU+hAzUqGoNGWmzKM/nB+pqcg4F6uGhvUjsC3vOOajb1iNpDDSw1sKshizaarXW19dPT0+np6c5LVCUx8fHgyDIZrPo8BHiIYwXRREyyMjaAWxqz4GHlhjTGDM5OTk+Pg5cPzQ0RJiVy+U4PK1WCwAH4w7JFkCGSJzdD2wbRRFJMxRleHSocFlrhSufzWYhNKHMTJRKyyaBIF2nnU6nVCqNjo6WSiWITsw/YlYJg1PQZKG6Q1AlADjlVViF1FyxBZJyBV6kLVD0kJ6H7BwxzXoLaTdgFFYf+wJP4AuEFCaB1o1PfVheoV9dX19jVY1XTiF8weMaY8AVoErwNVutlkjoWf+QKw89rxuHrR9ixeLuHhKxd/qZVhUIxZvqVwmmEnQrUJobiWAPJ0A+KOlFrIxCAqzKC213jtjz0OdUCATaoweKD6wfNz1o7BmesaqqRkqAlzWXJgjWFmyAYDeZTGKQKbRzNKAOZTIZCEEULPb29ujRQs3DWovigdiiIAgmJycnJiYuLy/hjqC0x57pdDowHthdvEnCD6DmQeQKujs8PIwXJ/wdHBzkqjhrFDLS6TQXQPpI6EmZE4zEOUdp1nighfFEQgv4uTv0dFlZN0FHrO/9DcMwwDsODAxUq1UczPb29sLCAlH/o0ePPv/5z2NoSNjp6xgfH//oo49GRkamp6fT6XS9Xr9UY6IbjUaz2fzwww+XlpZot9jZ2aEKxRjxhYWFOI6npqYYZzE0NLS2tjYzMzM2NiZI5vb2NuMzz8/P5+bmms0m01cA/bjrExMTT548+eEPf3jv3r1vfvOblUqFUS3Hx8d/+7d/y0E1xjQajb/9278dGBjY2tqq1WpnZ2df+cpXcrncj3/8406n85WvfCUMw/fee290dHR4ePgrX/nKF77whUePHn3pS1/64Q9/WCwWac6jyv306VNyi0KhkMvlnjx50mg0tra2mF1OeQB7LVAqO7ijBhCKYxPETJwZtyfhB5jw0BisU+2bGnt03SONgm7GgfEUDDFJRjXFR4pJBEQp1BUuWLIE42UCuWtyAbgTGrPy+byMBDo+Pt7a2nLOEX4GQXB2doadhVMOZQDwANzv/Px8dna23W5f+MHrhLF8R2IpKAz4VCaoDA0NwQzizORyubm5uUwmgxYl/LU4jgGBIXydnJxQcW/5eajk0PgwCjzGy6syX1MmzqOQzBgTliiXy9Xrdar1OJXDw8OBgYHh4eHp6WmkcWnwRUQXOSQuzxgDq6JWq0EXR94WKyAJh+yQWFXjeuyyVYmmdpniM+SXgSqwicUn9G575TxxmQQNQkOTeqdsMMmVnXMJrxkr70leHnm1DTFPeFmSHhQWIzVWRW668wQoiTLFS3E0ItVyI5GlfFlZGaPKn9o5ydP0Z2kva2/ki9q2ynHTTlecd88xtCol1bCTU5m6U2GxUVGv8+Rn140zxYo9JLf+5oo55/Ax0v6U8BINuBxaoo0xwHthGFarVeccdRAWVhh2lN5ot2PIAdcJv7LdbtfrdfaS1HQKhQJcGWMMU5anpqYGBgYKhcLk5GShUOh0OkdHR7ibRCIxOjpK+S+O4/n5ebYEKWMQBIhO09BCEz8yCND92KsAXdAaaOkOfBevgG0Ud4yfYS7hoyyy8xNNsITW2gBRQQL2wcHBqampL33pS/V6PZvN3rlzZ3Bw8OOPPzbGICeIRv7m5ubV1dUv/uIvnp2dvXz5cnh4GN3tcrn8+vXrMAyXl5dLpdK9e/eeP39+fHzc6XTu3bvHYgka9uDBA5KSqampmZmZd999lz7x6+vrXC43ODg4Nzd3eHi4u7vL1Ggkag8ODubm5rhaZNnp6GCk1z/6R//o7t27R0dHlUrl13/919fX10EPxsfHf/3Xf/1zn/vc7du35+bm1tfXR0dH0+n0b//2b5fLZdDm9fX1X/qlX3rrrbf+6q/+6uTk5Mtf/jLddR9//HEcxxDPrLXNZrNarSKltrq62tfXNzU1xbhzmCaMXiEnYyyA7G9NJY08UxGrFHrGuRRLIiUuGt7go8ee4mgUIiQprOBXkjtKVBspTdpIycfIyZQnWJ8ik4EBU1OfQDeVbRSGIZXsKIpmZ2dbrRbAy9jYGA6PAjD7e3p6+uTkhMAWhxFFEd3HsEynp6fxFjJpJPQkTLFlSKITc6TTaQgFwim/urpCSZgMEnV+FO9g8eAIgXY5hCMjIxMTE2SNHKpUKoWaD4dkenqaaJru3mazSasVI7IPDg7oPB4bGyuVSpAAd3d3waYSiQS1wJGRkXq9Hscxoz2ZQYs9Iv/GLVFSwpzB1BfQXraN81p3YtN7HKQ27jd9p9j3UGnSWgVIOOeEsmt9gov5Cz3flZINS0RagN3s8wLlrjvbi/2sEn0ExAwJB1g7RSHZ9qAsEvtrJ6TdlbkRPfR4RzkaLEvk5f3EIcm7GZU19jhX67E+/fu4GxKX9+m5YPGjgSciyNGToEEHAbHC543qt+m5nh4fKV5WXpVMJiFmkwLRHQfNh2I/SSThrKjN0ctAOSaTyVBrAFA9Pj7mh6urK9IGbjrkgyAIKEnQeYlTnJycFN0fLCo2gWVBMA5mH7EjLdTIWBK+E6MTYBH4xnFMWzOt2NgTQCkONVoZvFySb7Zf7FszJYyTg4+X1VvIUJgYHh6uVqsTExMIIAFMBUGQy+WgOTnn7t+/v7CwkEqlEJ9jBam+vPfee7u7uxMTE6urq+12++HDh0+fPq1Wqzs7OxBHidMPDg4mJiZSqdTx8fHq6uqjR4/4zu+99x6Q1/vvv//ixQuUr2u1GmXe27dvR1EEgSKRSFCV3NjY4NgwumR2dvbp06e///u/Xy6XOZ8wG40xm5ubHObr62tAP2PM3/zN33z1q1+FDPzBBx8MDQ396Ec/2tzchMvAjOt0Ov3tb3/7Bz/4gYxhSyQSP/7xj+M4RrqC+hPDsI6Pj9EPOjw8bDQaMCTFqAFyWt+XLfiJ8bMpxO3pYyyOU/a9mKHAz2aS26ktlPG5oFEBb08c6rz0jzxHx7lsi44fFhZ7hqrsMN6Q/UQRkdCPkQXOuXw+zwyZ4eHhKIqocHD7CBtJoZixxbUBrTOZvFQqMZCSTwEh52yPjIwQS1prEQeJ45jCM2eASfHFYjGO40qlgjQXtclBPzGbNo8wDAuFAkq5RKPULMGgjo+PZdkzmQwSFgypr1araEkfHBzQyARllw5Olq5er8MnT6VSu7u7EB8YooK/RISLiy8UCsSdcKOYzSnMF4Q1QtVEpK2564b+dB6j/6rPvPYETtUICM/Dbk2o0IvSccvISEIvYie+x1pLYw9NpcYD/mJucKXSdmU8S5y/EklLkCQrL/ygm7maQGfGY5v6r9pxxjcQaXk3+w/kgvKzADM68pAcV/+35z1leXsctj6q+jnigJ3KlXveQSeyQTdhWF9ez2XIuY4934rMDGA2DMP9/X00L7mGdDrNGK9cLjc+Ph7HMSqVzOrBOWUymUajAUmNFhGa4IMgEGFnQmTCvsnJSXIzECa+C1HXwcHB5OQk55drwB3EXh0aJQSSJb5Uu92WSe/O84yo8qB4A5uJbI1CgIiZSMUB80VoyA7Ep1KvNcZQN+n46Q6BmrpjrQ1GR0dv3779k5/85O7du61Wi5FMMiOG7ov19fW9vT08K+Jhjx49ajQaINHVapWy0+Tk5LNnz6hrUkwKguD8/Hx6ehrzCtY8Pj5++/btn/3sZ1CH1tbWnHOLi4tzc3OlUunly5ejo6MvXryYn59/9OhRp9OZm5vL5XJf/vKXLy4u3njjDYCg3d3dO3fusF737t17+fLld7/7XWPMq1ev3nnnnUKhYIz5tV/7NWPM4ODg69eviUSOjo5+4zd+o91uj42N/eAHP7h///7Xv/713d3db3zjGzA+Wq3Wl7/85dXV1WQyOTs7u7Ozc3x8vLu722g0Jicngcjffvvt4+Pjzc3NRqOBoCJsXhBFUjEox3JCOl5Cz6ixfyQWbG7JLNnfFOHDG4xzsZ76tAuM4NRgv9DPDuT5GsIy3T3R+uXGw63iemWjaH4NvyHGgsZMY1axWFxYWKhWq4lEol6vU0jA5SCUPzw8jHw/3TiiKHR9fX18fEzjCpRx/CV1Svi0VIuZiykknYGBAcSEM5kMY8M5MDg/DkMURfQUcdiCIKBMjvoPVD0+UYKMbDZLdwpzB2kppq55584dWEXouTcajUKhMDMzA7kJbBaBrePj48PDQ3An+rimpqaQVm632+hhhWHINYj/vri4ABOOPSNM2FjGa6tKwKRBe9ud3/R4UL1ttOuSeyo+RnZj7KvsrIzAWWweohB+T2+r1jWV8E67hMDr+7T9cO+EH9xBdN72ysyx0j9yPqvrCTe1Vw4U0fQzv7Vsewk7QqXDID/I+ZKYQB+NniUVFMfcCFP0ZcSKhSdvrtdce2WJQrS7DZROk1yw/sTAC+XL++ujKoc99qL/dEkxrKJQKDjnpHJJu6AQDuAi0LjPuFwmGhE5HRwcAK3heq21Z2dnpVIJZ4yZdc5tbm5aaynBAPZA94OAQ5VUJivQ+zcyMoJwG2uYSqWq1SqxqfPxFikvjE7ITTJ/l5VB1ZKr4p1RVqGsm0wmYebrRgCiRkAU9rO1FrxQntPpdBLOOYR+PvjgA1I96jeFQmF7exsRMgQQ9vb2FhYWGCe5vLwchiG5djKZPD4+XllZWV1d/eIXv9hqtW7dupVKpV6+fPnw4cPXr1+fn59DsorjeG5u7vr6emRk5L333ltfXw/DMJvN5vN5+u1OTk7efffd7e3tdrtNBjw7O/vTn/40CIKxsbFsNvv48eMwDO/du3d4ePjkyZORkZEwDHd3dzOZzObm5osXLwAGv/jFLxpjvv/974OP3b17d3h4+G/+5m/u37+fyWQ++eSTd9999+233/7Wt761vLz81ltv5XK5yclJ3nNoaGh1dfX27dvPnz8nzXfOVavVcrmM2WUmAGVOYwz1Z/YTquKi2x75bjOjVEuIZWgqMB7/1MGgxIZyCMVWiiW1nqEghxP1AOsFQo0foMppSfjxYU7JBgkOLCYMhy0fRIoAZoj/ICJjbBaVfMHuoijC9K+srLx8+dIYMz09Dbt1Z2cHC3t2dnZ1dYWGvjAnOUjUEfP5PPqOSJnzxU9OTqanp8lFONhDQ0PHx8fFYrFWqyE7AFkXvlwulyuXy8hu8QVpeul0OgcHBwMDA3QQcf0wfZgxwjHG7sMtb7fbS0tLdJeWSqVms4lxp0AwMTExNjbWbDaTySQsRL5RrVZDi9gYc3R0JORY+lCpr9DYir1glQB7cSq4UjGabS84JeCbREscZtkM4hW0Bbcqx7IKTtQghPyXqhIhPJtZng9KH3j9FNnVbGbZaR3fDE6wz/sDjrX8hE5eTq+CYCc8M1Ki5NaTdKTLWZrtBLZhzclytHiI6YZk9bJYX32Q2sfNddOO1nXXL/W505UU/UHmRnuoHDp9E+XNE0oFvsfn6SvkEXjmGsdTX7OAQ05RFoxvR4aJAykd30Olk94w55z0bwDjNZtN2bekm9g9JhMMDg4S0U5NTdXrdVIj6Hj9/f2bm5sUKfA0iL4RQcJxa3kVTFgFVEaur6/X19fpbEZvwRgzMTFRq9Wknw07wMbodDpggWDCvCdUU458HMew9FkfVABxN6Jsw3+d7yOw1gqzl4MQxzFf5Oc3iyg7m82enJzMz88zQQlUyloLcPTw4UNGa0HV5YtdXV0tLy+jJdRut58/f14oFN5///1SqTQ5OUn2ncvlFhYWOp3O8+fPr66u7t69GwRBs9lEVxZGSRRFl5eXT58+vb6+LhaLjx49CsPwc5/7HB5oc3MTIVzKhOjirq6uWmuhWtBMmc1mf/rTn8Zx/PbbbxtjvvGNb3BQuYx3333XGPO1r32Ng3r79m1jzPDw8G/+5m+SV52dnf393//9q1evJicnv/Wtby0uLqKkeufOnVqt9tFHH62srDCkZXd3t1Kp4A7X19cJ0EChrYcXAq98GChdOswl2xcqU+Q1gtt+zoNROEyopiVIuO3UjKfQt4vwKsAHqUpykKQ1vuOl+2w3oZfYKuqeCxZ7Tq88gR4soMjT09ORkREOLS6BdhTKCSAKQRC88847QLJhGLLXp6amYF+jVM7ML/maCLpeXV0tLCzA/KIJ8ujoaGZmplaryUlDl6pWq3E9PJl6AVZ+Z2eHxlmRq6aMylhpEVB0zkFho1oZxzEIMzgBbGqBKE9PT2mlnZ2d3dvbGxkZWV5ebrfb9BrVajU2m7AYUBRjD1vPkuB66vV6LpeTQTrGGIYBkAEYleSJewh9J7v8ySkGis5OtGPoCa14iMkOVDOS8RroxgOz2DLcp4AlkmjGcdznxRElEeQ6iQPEvQVeCh/yBT4VfEw7P9vNU5W0UmdL8rS4u8jHA0hN0izxLuLDXDdeam5k57KY2vOZGwm6/qX1OjI97lmCAPkikdKUl9skt0xftnhrwYqcmsQgP8txli0h+0SvlVFINWuOPyBMjON4fHwcbIM6Bfo2pEP7+/uYhdHRUZRtILsZY46OjrLZ7MXFRblcZnYmYljX19eQYy8vL4GO5ubmNjc3KVUQsKLbjGHp7+/PZrP06TFQC90+qACQEoaGhiBpp1Ip5GfjOAaVGRgYQDOIfI9qEScabj+2jpCaswn1nUm3HBxKqpxu42sHkWeSQzKgBh/7h/33//7fo3hpraVu9OjRo6WlJRJeJF1I2+M4vn37NkFHGIabm5snJyf37t3b2dmBIt9oNI6Ojt58880nT54wK/HBgwfPnj2Do/H222+Xy2XwAc6ktXZhYQGXw2BxrDBoMGNVMC7Dw8NjY2P7+/usMtq5QEPw44kXrq6uvvGNb/ybf/NvOp3O+++/f3Jy8vbbb09NTRljqtUq7Nm9vb233norm81+73vf+9rXvoaM+//8n/+TMidSD8Qm6+vrm5ubMzMzNDygMtputw8ODghkjJ92xFgrEELiKRI+58kL/f39xAcYcWPM4OAgw67ptzFqsq42fNpWCpxru/FY002Ol3MiL+8xqYEiTxrPR9BZiDA+KASyh5iubIxBU5diPmI9sNcGBwcLhUKpVMKJUs4sl8tMzpLBI9aPp+BYMpAO5m1/f//R0RG5CIDH1tbWzMwM6DfJKF4TuxzHsfhF0mLmyQwNDWWz2Xq9jsA6mDk9zvv7+1BtMUyA6pwKcB5yX6bdAa5OTk4ODQ2BZ1BBmJmZQbGPFl5EH/G4pFz9/f1zc3Mw+I0x8OwJMph8wq5mYitBBmEWUfmVn6gsSZvxInmB54n0OAAxr9pw61/KSyT7kTuufYxYZ2EYgiJI1hL4uri8pzbTSa9Sxl0O/KAldpHk4trXWlXwEyAx9rNxJOTn1GhnIxdDAkfaKl9f9rzpTtDl5bJu2nf2ZIe2G/2W5dVvrv2ofDv5LvrAxmrYn1xJoLpNelyp+EJBaHvul3yirEOsiLWCHODC2YEMySDjB6VMJBKZTKa/vx9CBi220OVYOgLldDqN24s9TZ0WRGMMqR7E71arxWigra0tay3FFMFXOBH9/f0Q0Vut1vDwMDpE8Hfq9frU1BQX3Gw2CXwx0WEYMsjs8PBQDKYxptVqCTWdOMAYw6QjCQ6w0lRn2YSCAia9nL1RonqsbdKPusOF88ufN6iEYXh6enrr1q2joyMidwgUJycnJycnFGmy2ezk5OTDhw+NMfv7+0+ePPnJT35yenr6xhtvOOcSicTW1hYglTHmyZMny8vLx8fH09PTn3zyCfMyMTHNZhN/PD4+TjMf1y2kG5pYrbW0jVM0WlxcjOO4XC4DBaRSqQcPHrDK1BqLxeLnPvc5oqEgCH70ox855375l3/561//OvL5P/nJT6DCkmDdunXr+fPn//yf//N0Ov348eO/+Iu/WFlZ+cEPftBsNkkCDg8PKUGXSqVKpcI7n56eAs3Dk8Le0ZBELY3gGp595NsYaIpHq6ivrw/WKHmJtZZbyC1JeAH3nuPqfOeQhm3FVDk/lYnnSHlDQlH5r/hIMS4SDusTa70SEOecQTwwVGUnQYeLoqjZbNJEe3Z2tru7u7e3t7KysrGxwWc9fvzYWotoHKhAFEVjY2OQ95iTaozhEPb56fD0IZyenqIhjFww4Ec+nwcRGhgYgPJNjggukkgkGOkahuGlH8JFRzZVN1qqQXIgttDxfXh4SOsIDW0sEXaBLjFjTKlUyufzr1+/7u/vf/ny5fb2NjzzwE/Bm5iYoHl3aWmp1WqVy+Vms9lqtba2tug3tV6kgjiDekyk5Gnw2Vh/51EE6+tYYlsFVBTTKdY8uEGK0S5TQiIBRa3HP+WHyE/SZkfhMuX9AWa4HnaCmHi2t4R9gB8o6nHBYq2SXgaLZya8gLuYe/Gp4ptlHUTaUFiOga+VaphXPJZ4etstsiNLZz6L+OoUQPqZLlMfUk6lLvry4IBoJy2cc7kY1131vOmM5Qp7ohx5pnyWGAodUsTdY8iMl79mzfv6+hAlxaWRC1HggPgDXgq0FkURauzOOaJYqOkyEVbg2UajgdrazMwMOySTyVQqFeLd/f19WjDCMCSQhaoDRw9AaG9vD0wYl4bfgotHLXZ8fJwUGfoC+u8U+IwxolLOR5McA4hKgyZVWCK5hFc6I9Rjfwbd1Suhifx8kf/Lf/kvtL7RLzU5Ofnhhx+iLojWHcJgjA6m3FqpVAYGBlZWVo6Pj6vVaqlUajQa+Hmo9myC2dnZcrlcLBYrlQrAd6PRoJuFpBOs7/bt20Q6URStra2NjY0VCoU4jre3t6MoWlpawjCdnZ3dvXv3k08+IYig19M5l8lknj17Njw8vLCwQCq5vLz8X//rf2XrbGxsHBwcfOELXzDG/Pmf/znaBcaY3d3dd95553/8j//xpS99aWFh4bvf/S55+urq6ieffDIxMfH69eu+vj6oWW0v186YYlRmOLqcjfPz8zAMqbSLF4REisQwL0kkEkwAhYVLfi/dBWLyRI2l50QZHwvrgF2SAGH86/Nm1VRep5JU4zNX/f6x4j6wdXBmrIBMRcc+SgYwNjbGhx4dHS0tLYVhePv27b29vXQ6TegDXL+2tkbQSvXOWvv69WuUmBYXFylsUyOndO+cI8QL/WBO6xlJMACdB76cLzRKxoOwMMo+HJt6vT48PEwwK7rHzjnqnXJJRH7UILiGQqFQq9Xy+fz4+DizgLLZbLFY5COCINjc3ARMpsIaBMH6+nrsew2Z1YB0dalUIpMm4eY0OV82Btjk8MdK7FtujfZSOnnSNtGp5FKnL0aFX9oiB2rIs/PNSM7PIe/zA0xk48kuEpsiziD2UhhJP7wMKIxPwfz1+G+yHzlEzrM8xPfAALDdFFDhfvMtIs/mFYK39md6b2tvpB2hxmNsN1CsnWjPMspn/UMPfTFWFV/0lcinyGGXC9O3j53W8QLCxkdOcTdoz64T9SW5m/qW9fX1lUolmP9BEDAviFHtRKgwXclHLy8vc7kcqkBklvQcI7nO/aV3he5knDFz4NlUBwcHy8vLyHRjCREGmJiYCIKgVqtRpBwfH4fs45yDageGL13ULAV58OnpaafTKRQK1Wo1jmN0BZxX7YfegVfueD0TVg/fTwJglJS3HC4otQK3sIeJYgOv0cZdCNbW1qIoWl5ezufzlUoF7kwikZienm42my9fvgTsouY/OztbKpXeeustujNJxhOJxO3bt1ED6HQ68/PzqItRhSJsByK/c+fO69evoV2trKxks9nFxcXLy0uGomxubgZK53NmZqZYLDYajc3NzfHx8cnJyUePHhWLxcAX/yHjcKmQtQ4PD/f29n784x//8R//8be//e2NjQ2wcolBPvzwwx/84Af4g29961v/8l/+SxEIzGaz3/rWtyqVyvLyMkn27u7uxcVFOp0+Pz+nST+OYwEqkXxDfgJ04vr6mrAom80ODQ2xUTqdTj6fT6VSpMUkPVEU0RQFnCuBakc14UloLDml8x0CGuPSPlKAR3l+x2ss9KSYoRIkk3eQjzB+ICUbt9PpUHEkEIMmTpoVhuHx8TGDuqIo2t3d3d/fL5fL1NtpVz06OmJ0KyxZY0yn09nb26MAXCqVOA+VSiWRSECQGRkZESISnFvJbvP5PEr6gC2UMSgiwHQ4Pz8HYwd3CoKAcjh1C4C+Pj/R2lpLEBYEgUi646SJRqFw05HGYD+QmFqtVi6XV1dXYZ9tbGyAamxsbExPT8OOQZyShVpcXERRGTVOEi+SY9wkEkj6borBdaqtSJtUq3A/7SF6GC76PZ3q/zMeknKeNoKZQIyX9Sc2ZyeEqsEjUG1RkiAKuR+LCXvLGAP4jFXScZ68W+z1/DgCxLVScZdNztXqumbsBRr7vP6Zxldx51Yl3D2HpSc/Ewcjaysxh+lOMfW/ck7lYZSSg45m+C7hjUYayY/1zYpv1KrtjXRZPG7gi5rOd+zo2if/tZ6Le3h4SPQf+sHyzrlsNttoNLLZLCUJGTQL/afdbhP0UGJMpVLUDgl6rq6ujo6O+vzMXeuVfRKJBKVQGUmLfPzi4iIiWSSaxhgySDme1N24MC5ASuPURBBFyefz0A8FQMI0EfLCYiPEJ5OGNCvgBO6JH4jI2V3EfPJkvbwSzyWwXB9//PHAwMDDhw9hTMRxzACH2dnZx48fA3/39/d/+umnFG+NMVNTU4QGyJAuLi4SLaJ4gHRvGIavXr1iNj0F27feegue+vPnzyFMjo2NcSlk5dSoKIZVq1Vygt3d3Vu3bjHgOooiiqAo/z169OjOnTvVahVAD57RH//xH//e7/0e/aPf//73/+7v/s4598/+2T+rVquInw0PD9++fRtr9aMf/Sifz//gBz+AVTs6Onp6esoYijAM0eqzvk5DDZVdQmKEXwE0RyDx6upK6FQo0cRxzAwBMjOyWONnbHEqQiV0ECuyqzaaoepmE4sjh9wYQy+HvMo5p2NwfTilThZ5tffQt5pgp9hMUsGlMEnGOTIyQq0Om0hfFx9XrVZTqZScrmKxSB2C+On4+BjRELYQjHZrbblc5gl89O7ubn9///j4OGUtwtj+/v7r6+tqtdrX11etVgkqeZyensLQMz77TCQS4K7wcZB0h+yAUAjxKQYa5MAYw/PJcmiVMcbkcrlcLkcqiZoPDScMBkCfKJVKbW5uwnSgJ3V5eblarUqRlX5EGZomH4fAEErxci960g5tRrUpd6ob72auqR/2RqHOKRBSu4pYNSNiI7j74kQDJd8jvqGjSN3al4ucNRp7AgLzm9jrzcqXFTqb6WY5YfclARWvKW4pVqXByDfqCBTpbsCb4pzk9zdPk140vZj6VU5VT6SoYVWqevMdIjW8Qb+h9vfy9eUg2xvgE1mRpOBywYFSC3KqvCo3FxdCHo82euCH7hHAMdCJ9i1K70BEJAZkRJxcFD8IZAFRoQLQf0FxxxhzcnIyMzODkQRQoZaXTCYbjcbs7CzCs3ydYrFIDwV8eIYI4bYpwcZxDHoHZiOzNEh/rbXS9OycIwon9wWq5W2xb845Cb6NJ0hKWs9eko0nZrPT6STy+fza2hoNjvBgV1dX79y502q1arXa7u7u2dnZw4cPr66utra2bt26RRf5y5cvSbCwC8aYFy9exL6k0dfXd+vWLSgwNPfkcrmtra1SqRRFUaVSwdESDlhrt7a2cKtwaCcnJ4kpYAk1m03AwGq1evfuXWPMz372M0Zarq2tkc8dHBzA1iFj+OlPf3p5ebmysvKVr3zld37nd66uriqVirX2zp07xpif/vSnY2Nji4uLW1tbP/rRjyi8ff7zn6/X62+++WatVhNtbgSl6Cw0xiCWQSIFrYn7wV6ktwmnTjtKEAS5XA4HjIgGZKKFhQWEGYU9K0dCt6lpf+kU6bHHQoVq1HvQLb2mnaJRZDyr8lTxssZH/XqjdPyYC2Kaw8NDeNSEkzQUE/EIglGr1VqtFnVrxPeRI6H+gVCic46MkPnMJDTS2UmXC6jR7u6uc06Gf01MTDCfaHh4GA4nIhj0hMAzQhuSvhGiHAg4VJUw/QweIgQmuMbWCEsQHgE4Eq6dVuuLi4uLi4uZmRnqKM45au3VarXRaBAwYRrAgoBwksnk9PR07BszoG0D/uAy8TG4mR77rmOgHvOtnaJ2nNpfil2W9zEqTXFKrM76RJDrZGPApCBC0i6WSFoaTiI/kcp5RT3nMfYgCBgOz0ckvA5foASwIk904r+8Q/xZVXyRYiB1kz4r6uvi9WMP6esToV2IHBDTjeJqD9SzaHol5Zni9XWsI1cuJ1TfqUjNhDGqQ0xOaHwDW9afIt8o9lISxgsyxApOt56KLG7VeQY+ng/XYvyoRNwPyQByBBwKeN3X19dMO6GhyznH+PTR0VFakBk0JI1hQoAIggAJddJTlO0qlUocx+Pj4xMTE8YYJDJyuVyz2UQ7nhSLy+OggRURcuEOteOkEwZJzqSfLmCMAc/Dp3a8mDPGEz4tCq/sE10FZ4PRIcbGlvOYSqXsf/7P/xk6xpMnT9rt9he+8IXr6+vHjx/39/dPT09fX18zFJr1iuN4YWGBcR+PHj3q7++nKrm9vU2/PwnW3bt3aTlIJBLr6+uDg4MrKyt9fX0ff/xxsVjs7+9PJBK7u7v5fJ5WUSJu+niq1SoDUgjYDw8PEb9+88036Xh566234N/WajV0Eq6urorFYr1ev7i4+PTTT8/OzlA1+vrXv/5bv/Vbb7311tDQUKlUKpfL3//+95eXl3/pl37pv//3//61r33tf/2v/zU8PPzs2bN0Og19+fXr1yCuIGZRFJEO0jk7NDSEgTg8PGSuhbWWPifmKkdRNDExwemdm5vDyzYajevra4mSxsfHr66u1tfXYUuenJxod6ghr0ARJuU5+v7pky/VqR6jEKoxKUZp8oWepO5UN4uYXTJUKogE+4AhgqGJpeaXhUKB5IyTw7IAQg4NDV1cXCBxRzF7YGCA2DPw/A62KVMqcZxnZ2eMviFH73Q6TLbZ2toyxpDyIoDsnBsbG+t0OqKQCbbBW5Hrg/CQYg4MDNBY3dfXR8iF+IawAHgVAlX9/f0MJ6ds//jx46WlJeKD9fV18CWuDWUfvAs9MMaYgYGB9fV1RBxZYUTegcjgCiC9S2+ZjnN1miJ2UDtR090Cb1TWot2nzjlu+lqxzpEnwZLYCX038nylpB9nH3hCJoaMQibbCf4I/W3GU36oUcF4cIoaiqPlmjtei0qqZWAJYRjSUsXOBzF2SolX3lPATwkT8Z09HsuoLFacqyymXnbbXRzRfBB5TqBKlTfjkh53GyiyulyMxgnkJYGizhIWYLjlIMtbyYbh7hjFtOdz5YzLBaAWiaQAl4fXCcMQuimNDIREeKmrqyukec7OzqrVKiUnbg0NDtwaCqKkbnR5MvCKTxFFkcvLS6Zhsw6ol+BNUT/lUGMZMDhhGNIYQ3gtUlzMcuCtSE850VRbCQjwnc6LPERRRPgud58vyMXgwiQZoFGbvJzlZZslkJ1DaXNoaOjZs2eLi4vFYpGmutHR0TfeeIPhfzs7O/fv39/e3t7b2ysUCvl8vlgsWmtfvnwJBwQATTMwCeofPHjw+PHj27dvDwwM7O7usicePnwYBAE8GiLWoaGhnZ2dxcVFFJVYr76+PtLKZDL5+vVrxBOcc0dHR5SUms3m4ODgj3/8Y7BZcDy+4fe///2JiYnl5eX+/v61tbX5+fnf/d3fpQMklUp973vf+9Vf/dXvfe97aM9yz05PT7e3t5mhAUMKchfHRvr8nHNACrTcUFQvlUpUZOkioiaKgRY4y1p7fn5O6MQwDdPNR5DzEyjpA8n89HmQ0xj7ucE98bs8X94/Vmiw2FDtsCVo5bTA1Eh6+VDSTfaNICr9/f2VSoWYyTlHszk3CGMKD5O7mUqlZmdnhdcKOsRESZ5PZYJSJXmtcw5Nr8vLy/39fWrGQRBQdabSSfyBrhA9W8QK1D8KhQIsVior3ES6rYwXZycf5aZkMhnOErVzklcOW6FQgLDGlBtrLb2bxKrWWjj6yWTy8PAwm81iOCqVCgP1gGcQ4XPOcbyv1ZjPSDXYyR3U/9X3UTKVnv0gvtZ0Z06uG4To2UiYBh1oO8+5dV49A2Pa8qNIAv/QNEVMj+umMjlVPjC+QTn0enWxqsfz0TgDOXdcIe5cYkqn0Mgel6P/qlemxy/qry+eTMeU+iPMDSKPeLuePE+OYQ/w0xP3yJNNdygj/xVTk1Aq+bIUGhUXtEBWQ0dI2nmHXhmA2TvYK3G91Wo1m81OT09jpZmUwH5uNpvUzqi5oNozOjoqJCDefG9vb3x8PJVKlctlRm5wSMMw5GjTPUjnCVvr+vqahmyi583NTRgJURTBxaWwYowBf2J++9XVFRlz7MdhJv3wAI5z6KdOMQ6Fe8QsFAAntnGfn9NA1YAF5K8SC0rjivH5fSKRSMDgRwai3W7v7e01m02azYMgoPOGRsnDw0Oqd9VqFWYgagD37t376KOPKPOCAOzv70NzWl5eZlY4mumlUonZMVDz8WF4mmQyyTDqTCbDiOlGo4FA9tLS0scff3z//v2DgwOmTDCW5MWLF6QmU1NT0nWH3oQx5uDg4Nvf/vbc3Ny9e/fGx8cpuP7pn/7p2dnZ3NzcwsJCpVKhr/Zzn/tcX1/f8+fPqSQLrwwwnQoZDYjYPmMMcxNJYrLZbKlU4suSehL1kI7AgsE+WmsrlQqYA44EwMH4uN6oyqI+YNrb9Rz4wE9sj/zIsMiz9gWpkMMsv5GomT9F3ULw+BIMJecTgqtI9bLdnXNsDN4WvRsGsgunVxSUrLXEGeCiRLgsDpPcpY64tbUlsS3zcuHU0JXbbDYhvoZhCCqA4abzgS9+fn7OuPKRkRGUjK6vr1H/p47O3sbEo7fATHmeiVXa29t78OABSfPa2lo+n19fX19ZWXn27Nmbb765traWyWQKhUKlUkEYiGOC8AUPvilACEuKjBFt4H1+Js+1Gipnuj2lTlZ6rDw/aGDQetzVdmefPXZZu1LBGKzKkDR4KBAFTxO/Hvppa/r9CbNiT50Q/yGfFXjlZALBoHs6ulFiC2KwjPfcXA/JaOyZ5MYHnYJ/sBUTfiClfLv4RqPqzUXQK2BUzCGuWu6FuEx5H3mHmwGNdupGucaekMh1V2H02+pwyqmOGqkE93xZfbudD6z1TSSREgYN7FZktmQ2US6XI5al4ELsSE8n/2Ll6NXGh3H0UFfGuXY6HbEPEP2sF/3AmWFJhAVG0tlutxuNBkZVFKeJ0enxwxlj6OjOJLDDj1I4g8YI+CHLTqGHMBe2BCV2MjfybwLZwNfghbaCo+10OkEymby+vt7a2trY2Hj+/Hkul4t8TxWJMAB0EARw/wYHB+/cuYOCwa1btyYmJsIw/PDDD5E3W15efvvtt+v1+vz8PC7B+kar5eVlxFYqlQrZNMOuybKbzSbIQBiG9XqdgeMUROnWYOwwyDs3ZnJy8u7duwyEury8fPXqFRUy4V+RvP7RH/0Rm+Dw8PAP//APf/d3fzeZTK6trX3nO9/5P//n/9y9e5e2EM4bCb4xBr4Pa8qVJL2QDdqncCxnZmaWlpYgEMmQ6p2dHVqLgKMDL1V8dnZWq9XYslykRKPazMlBNYoUYBQ93XR35vGSWFF+JNfXiLymXcSq/GNuCJfgyGk2pT2OrlP6T0AXwdwkdcB1AddwtNLpNOuGq8bnFQoF+k9gq3MmAWQg0J6dnZXL5XQ6zTEeGxubnZ3lW+DSms0mGBQKPkNDQxRCrLXsJdyqTDVhNZrNJtJ3w8PDdIVCZ+BwOufQKiI4AKJHgbpSqbx8+bLtx0MuLCxsbGzcu3ePUPr8/Hx9fZ3+NmArdNiTySRzuUmv0WoPgoD+FmTzJiYmUM4DB9M3MeimihjVtamts/hIeUhGcnN76HeT3weqFGp953jsialWTZIyqv7NB2HpnO8hocR4rURoecR+oAQRjy6aapcpCaJsYKmYilUVoSunin/6O2pPFiuCm/kHkrmbCyKfHqjJKjfjFfmlUyybnreSi9f/9jy/x731OHUNNcv9sqrF1irNd7npOiAwKtqW489mjj3TnvIKYjrIa/CJNFlOT09fXl4uLCygH0lcDsBGpckYAyRLtUKsCvI4sVc6FCzn8vKSQj7CNfQa8LZQimADNBoN2vdJSa21SOjgAinExnGcy+Xa7Taj4AFjcYeyk4nscfzOAx40ehHY8QTp9SDl06FJ22tlC7c2jmP7H//jf3z16tXY2NjCwsLz588zmQyTCCmislkrlQo9bUx9ogzDSjHyu1KpBEFw//79o6Oj7e1tGtInJycTiQTaEMlk8pNPPonjGE/MWJL33nvvJz/5ycOHDzkDe3t7g4ODp6enzjlwP+qR9XqdhA81QhBgFMMLhcLOzg5A39bWVrPZZMYhsQaXF0XRV7/61f/wH/7D/fv30QVmmzYaje9+97tvv/12EAT/+3//71evXiEU/uTJE7oza7Xa+vo6BW2SA8hj8ETy+TznmS04NzfHvcHiwEAbGRl5/fr18PDwwcHB/v4+nAhKpLGa62YUGqP9qLZlcq50aURCTv1yAXXlNPI06S6/aTjEvjjnQOGwGtTSJabjmzKEtdPpsHdBUyHHGmPAHiRFIMWE29Zut7PZLAEmqhE0+xNDAJ4AAhNIkiwykxbYhFls19fXTKwUSTByXKlkkCxC/4OJQCs0898RjqfeCRGMjd3nZx3QpMUFoHphraX1FlLSxcVFNpt9/fr1xMTE2toanc2YflCETCazv79P5fXq6gpBkyiKRLo99JKb+/v7114t06iYRptpp1Ii/QSrskPtHeX+auPuVLpju9M7bbXFh4nZBX/S1c0gCASDJRIP/ZRjqYITm2Og4fSLTdebOfClOwFLxMTLf2OlPeQ8t6Wj9P+cqkGwV52njrtunLbHd0aqKdaoKETeTdbTqdq/dnWBqi/K+kuN46a7dd3FEXkTObM999qq4qvEAeJEk2rGsqybfB2i/1DRF+TrkM8RO1J1ZhCkuJx2u10qlRADotgUBAGFEiTRyfkoqaBSCYjKgDyqJHSIWWs5m8z1pGeM6JYdwudaa9PpNCaCy2CGcRiGjUYDd8s1U0qD2YCgfBiGIGH0wXP9zg8DcJ7e0fbzJ+I4Rvyv7VWLrZe1EgsJ4UCK/YGH3Empfy5GOj09vbW11W63p6enKVMVCoXNzc1bt25Za1GXRgDppz/96dzc3NXVFXK9xph8Pj83N7ezs7Ozs9Nqte7fv7+/v8/Q0TAMIS5ns1lrLZW/g4ODnZ0dpnh+6UtfMsacn5+vrq7SX7W7uzsyMgLhljXFM01NTZHyP3z40Fq7urpKcnDnzp1Op/PRRx+h0WO99iALDYDwd3/3d3Ec/+t//a/fe++9H/7wh9Vq9Utf+tLTp09hl3zxi1/8vd/7vR/+8If43bGxsTfeeCOdTn/88cfvvvturVZ7/fr14uIiXZtI9bfbbSTCi8Xi1dUVQ4afP38exzFqq5CMjo6OpqenX758yR2C4tXxHXJyF0PFmuv51/j6s/MPq3IRHdUGqqrBgRHbJ6b2pr8UQ8BvwAYkRYMoi7Nnuh5njHfIZDIDAwN0RmM3+/r6aMOgGzWdTlMCHBoaYt66jDWAYGytRfEO1KXVak1NTVHqzufziURiamoKAjOJKSwbityzs7NRFO3s7OCHaNnkQ6215+fnuDo0pJj8x04DUSfmo8pivSh8JpNhOgoBAd1BTES6vLyEl4T8EOABnVG01pyenhJEG2NGRkbAgff29rgF+H64Qqi9w0OOfKuJVYQvDSroO+i6scQeHylm8eab3NwMYvrlboa+LQRsQLI0XXoXcqxGRyWtJDGVSK7lB7MHnvsjjo234nNhGgZeiFw6zWUfygcJdiLfVA6IXLn1D0GJ5WlxN41Ob3vxkTePkoQa+shYRc7STlRWRq5EfmO7qUM6polV0VRe7lRztjxf3kq+kfhg1rDth8ZIUOJ8Xi7LwufSi0XcTwcU3SCAlvV6nX4EUR2hwB8EAX50f38/n8+n0+lmsxmG4djYGAgNdRkSnpQXjkYege5MdPtyuRzEomQyidoXhB1O9OTkZKVSQVqHqZTYE0gVFFkgMcBAJFGhdZtdR/WHVUIqCOoD72B8Thwo3mzbT7iz1uLOWQ191iLP4LW//du/PTs7G/thF51O59WrV1/4whdWV1eHhoYODg6urq7AwRD3KZVKuEz6HYE36f2nwEPyEUURzEmcRCaTIXM1vsOPdVxfX3fOwYO6d+8eyhF0Z7569SqdTgO1X11dMaeM6vTm5iZGc3NzkxW01tIxcnJyQiwvO4wtUigU7t+//9577339619/+vTpL/zCL2xvb7/11ltRFD19+vSrX/3qd77zHaKVN9544y//8i9/6Zd+6fT09Lvf/e7V1dWtW7eazeb6+jqFaLhCp6enZ2dn3OBEIkG/ILbj9PR0Y2NjeXn51atXZJ/Hx8f4Sxi5BOYE7Gx3uTFyKiSI1n4u7G7lFINrfdhuFNxqfeysWXZxd3+LHPtAzZ0mFqMpilAL6NV5nRdjDBXuIAgoB+ZyOa37yicODQ2FSnacuZWJRIL+isnJSURG4JRhTOFJRVEE9Zwo8uLigvIkdVY2GNNL2GY09sgkTlo4YMlSmcbn7e7uFgqFRqNBERQ8P5fL7e3t4W4ZQMYKDw0NTU9PY8G5a8SRCHpRvu3v70c2j17M0dFRZs2y97a2tiYmJgDqiYU3NjY4q6A1URSB4orfsqrAfNNrWpU7yr2LVbnu5r89/rXHB2vLzm01vkLW6VaiMSo7NF4Ew/nJSs4Lxib9qA1JdBJ+1Ib17Fbt21goalo4WonuxW3I7/kU7c+Mr+1xDYESxLG+ntcD3uifxQH3ODmnHjpFFhjZKkWeyHevysf1uFVzo6+mJ6CR1ZBL6nG3ctk6ATVKEVO/PFAwvt4bGo7CTNGk55yDnjY5OcldQ62M2ZZoo9NzTPNJtVrl3eikYgQWvYIi0wFFxjl3cXEBrwcEi3qkc455uiBVBKBowoCdEh/T59ZutwcGBgqFAjUgmQUGUkW4DNO14wdk0qMJ3RrYKfB6yLRCEbxKYs2m6nhZN9kJQhFiD+utG2SzWefc6uoq47bpg9na2urr6yuXy7dv38Zpb2xsRFG0srJyenrabrdRgmXuZqVSef36NR9JYB6G4atXr+r1On6FrVCv1zc2NrB02M2xsTHy0Ww2+9Zbb1HvPDo6Qi2IfoB6vb69vT02Nra5uXl9fU0XbalU6uvry+VyKysrBwcHMH7pK5K1kE6GVqu1vLxcr9d//OMfl8vlSqVy//79e/fuMXqlVCrhMr/61a9+6UtfOj09ffTo0czMzNzc3Pb29je+8Y2HDx+yVz7/+c+LKnc2m81ms3Nzc41GY2Ji4o033jg/P9/a2sL3tNvt+fl5/Ov5+blgCG0/7UgOYeg5gbGnXeiTJsGvDoSdSjicSj25r2Jzxac6z/HreK1OfQ7FMQe+BGV8t5xzjjwDx48/A04RfiOiAfyLqIUgY0ROoOXQjPf39zF8Y2NjtC2yp9H+6HQ6hJa4qHq9zlhpuEWoRsBu3d/f58JAbKAoU08lTQRrZbwlTJ/r62twHqaPhX7gc6fT2d3dHR0dPTk5oYeMB/DR9vY2mhhU7La3t5eWlqjvgifv7OwcHBxgAuDTFQoFCHHValV+AyORyjeUfcxEn58UL+YY72JV+mhVbtTzX7GbctQDpTygTb9VZXKrgEftS0CreD5HmN3CYjovd8xdE90fbd+5JIIJuRjQV8KdpFdhdV60T14llScBXUS3RaJJLlJv3cDDiaa76ZlFCFX7v1Ghhryb6Y4/5DjE3TRU/YPEuPL1b7659Rworh9IqeNlZazKTfX1aA/qVJSsb2LPc3TaJE+IFWVBXmi7icpibZLJJGwVUj0h9SS99DQVMeFsIrOFsLaM3+jr62s2m9Vq9fDwEFJnOp2mH5pWPY4wz7fWgjlls1k6QODcXl9fU3yJPeWHln1eWC6XnXMMaiT3gJGE1kqoKP04ObrOWB+pgOC2RcqAvQ3S2/GtnPp8SaghhQPWs91uJ6i3PXz4sN1uP336FAhrYmKCq0fSnT4qkFsm67Zare3t7eHhYSTuSLnCMASIY0AaWudRFMGK/NznPoduU6PRGB4e3tjYYG4whZPXr1+fnJzQMG6M4YWgc0QHExMTyWRyb2+Ppz1//jyVSqHHdn5+ns1md3Z2KD0KcNFsNkk4arUapOQ//dM/PT8//0//6T+dn5/fv3//D//wD7/5zW8mEolisWiMSaVS//gf/+P3339/bGxscnLy3/27f2eMKRQKAMUHBweI+8zMzIyPjzcajWfPnpGfMZ2b4AhRDGbLwTpjBwubn29kVMAr21ofJyhbYuZ0lik2VP7qFA7jFBVef0Tgm8+Mb6wWIJfX4vCIQ621lPH5UBEK5pYZY/hhe3sbwhs4j0gfHB0dGd+uR/We2Ig722q1kGydmpqikxrJJ1JAiiJQh/b39zkAQKmBbziLomh8fBwfQ/8ySAZnoM9LyFILp7LIbQqCAAYBpNmk10eF+QzRjNw0mUzeunXrxYsXyPuFYbiwsEAEcHV1JdRcah5ScN3b2wOQAL5OJBJQ0JkHQLTUarWo3YrqrORkEg9pPySOxHbnkVZ194q/kcxDMldJtpzP3mQDWGvZBj2eT9whG0Polx3fVZnwWtORJxkaP66Opwmxgi1E5iHbj7xWWss57DyIJHSxsO0ntGvv4nzCJ6hS0o9bMQolloAyvCEhGSlynFFQs1NYqHhKo5AA+WgLnVI1SeuQVG5lrIovRpFdtfcNvL6S9srxjemYPS5chx3yQrndcuvFRDilFAZRAx4sfcw4OW4xxBzCr76+PgYVwN1jGhVsGmstws7NZvPevXt07qVSqcHBQboqt7e3ASmh2OA4y+VyX18f2gKc3ziOx8bGkN9iz7CjRkZGSEI6nQ78mKGhIeYacYhYcHYX/G0Ugoxn8fBL4+NFMl2KQdZXxzkCbGPSU5YOxy9WlMXEJgdUDSuVysbGxtXVVX9//8DAwIsXL54+fYqEEgl7o9Fot9vtdhtFWfwzHfoEidS9JicnqeqBANy5cyeXy1lrZ2dnG41GtVqFSeycg0DRarUYwDk2NnZ9ff38+XPyyHw+/+DBg6WlJeL6RCLRaDT4SisrK+jrJxIJZMxOTk5IhY2vgTvfOm28SLTz9fwPPvjg93//9//bf/tvTMPmHmxsbBhj3n///Uaj8fbbbw8MDPzt3/5tq9V69uwZKXJfX9/Xvva1b37zm5lMZmpq6gc/+MHLly/ZqdzsVCpVKBSCINjf369WqycnJ1tbW5DNEEe1HjISk2cV2uO6w3/ui/amzvN0IiVnbHyKabqhJ6ugvJ6gOPacgo7SvNXnOQxDAVWggNL8RB80LgoySxRFKADEccyQakJUXObo6KioPpIUgrccHBzA6wHSabfbeBT0fqlw4MlonQQM5JSC7aNMyz6kEglkSosIaogcdXQ5qM1QiYHL0263kfRLJBJMKGu32/iwTCbDebu6ujo8PLx79y4jrOmYovBGrDYzM3N4eEg1FJEEsf5HR0ec/Hq9PjExQdcvpVNqunrotPizmzQZ8X89OIR4Dn37xNvJz7EqifXE0fJySSvF+LLBWl48VvtsWngDD4oKU0wsOJaUhIOnGV8cEgZswg9IT/j56nLZciUEW0EQsOf5FyNofJxHeOdUodF0g8myPvpn+friI+X3cpT0osnJClRFWY6YVYl7z43ogQFu3lnjXWOgRrI49bh5bOXaetAmeY6OvOXNxfUaT5LANRLiUAFB65FTH0URlUgOoEBBGv1qNpsbGxuVSoUyx+TkZKPRCIIAljsvabfbY2NjDE7AXFtrT09Pp6am+Djr+QQ0bpBiIvySSqUODg6MMZ1Ohzdkb0CAIOpiVAvUWec7xWkdcc7hyGI/tYn4hrYIUilaUGJfLIfSAeQLfZXVACDBIGMZwjAMhoeHNzc3K5VKf3//4uIiXP8oipaWlm7dulUqlRj+MjExQRKAQI+ID5CYQwvGgmxtbS0tLfGVHj9+/NFHH9HTOjo6SsMsPbCtVot61ebm5uHhIYn2vXv3Xr58yRVf+vHCt2/fhhwEvM75BCJA7RNhWyxR4CslBA6xHz2f8JMZKpXK3/3d39G029/f/8EHH5Dsf/DBB8fHx/fv3+ej33vvvU8//XRlZeXNN99MJBILCwuPHj1qt9uffvrphx9++OUvf5kOhyAIMNnX19evXr1yziFGCh+s2WziMtExlx4D42MfOeRygHXBUqiVQTd5MlbcCutVOq2SFIk9kKudqIZxdBBN6oAjlByCwJB6M/ZO6l7JZPL8/JxpIcYYtPg5D2AjqVSKEZjn5+fpdJrZmUgTQKalWsA2HR4epteq0WjQI1ur1UBvUqlUrVYjWqRdhFoyuH0ymRS/e319jdpIu92Gqj4yMjI9PU3VkIHSsIRarRbnnLNHjE846JxjS6B1Eobh0NDQ69evkSaoVCoI5nGwDw8PK5XK/Pw85XaZO4Y4rXPu6Oio0+mMj49TecWODAwM0NoEeaHjZx8aVY12qqwl5t6oeEj/qx/alJsb0KJsM6NiKeOhV2IyARus6kIRjx6oWXWhp2uKh+j4NjNjDNCZdNQZY6gnxaoMEcexxoTlS0W+3UL4jXJk+HYkQHJkSDGlTh8rko54sh534lQh06oE0SigVbtDfXxMd1zS4yn1x/Xksjc9twaZBA2SD4q9tqW+a5JNalhC7rKOHuT9pRwrv5R0nJ1P1CuTPQhWgAc4lbRUkDXBBr++vib+i7yQHsHuwMAAPhKQEoo7TX1cNuRzZKiDIODToyi6urqS8fWhn+sOPoRsiDGGIhdlu3Q6TcJjrQU9DoIApq61ltjXeAFUCgR4AQb2kexFntpDuYGZV7GvwWNVhHpivWwWS5dYWlqi0cJae3FxQdPkzMzM4ODg1tbWyckJg7xRF3PO7e7uIilAkTKVSs3MzGAvNjY2mBe9trYWBIF8Wxg95XKZEWBsnU6nwxSRs7OzL33pS1tbWysrKxRCFhYWnHPMl7HWPnny5Pbt28BidOBubGy88cYb+Ox8Pr+3t9ff34/Ui1FoBucNEDjyAy9HRkbq9fof/dEfRVH0i7/4i8aY733ve7Ozs2EYkhs9e/bMWjsyMvL5z3/eGDM8PPyLv/iL5XL5/fff//DDD51zQ0ND3/72tx8+fJjL5SqVSqfT2d7epnbFdOJEIlGr1diyonMkgb9GjQj6rEfDtIHQfpTXtr20StBdWZHzYJSSi1XRt8blOaIJP1bCGAPWL/YoDMOzszM8B7Q0XgL7BigSIgCxoYC3nDHodpQb8/k8rZOsAPRssi6gEpwoKw+uIhNIoigi2OQ6IVTDwUulUuhyoUgAo5UgiXZJkdAkqIS4RP+PNFbCIKCcZozJ5/Oo98FrHRwchCInY/8AmujmrFQqyAbRsnJycgIosre3R6OntRbVaRqNBI/h5OO5e9IsSdTi7uK02Fyj+hS1oexxgdqC33y5fo7zoKKO5AhoxC3FvppIom88H02SEuOZQXQlhV4hli3KtxbfKZ6DOCzy/XAatAw8mRZAW1yLvKf4HgGQjK/ZS0ypvYicL/GstptCpddKw6pOpZKBohbKkva8gw5x5Dk6VNW3Rns4iVT0rZF34D31iY49OIwdj7wcvPMt2kYR7/VVxaqDRYAEkCEWHFILd4eS1sjICNAosBN1DY45/ZqVSoWxmtVq1RhDcplIJJjowJRlkJtOp4PtBbwFgCHEPD4+phnUOUf7PlBH0g9CgamHVhGm4/j4mAGfnU4HRMo5B/eCjAVKBDErdxD7BiwsAz4DL5jMVrQ+PUBjLvCdUWwe+P/OueDo6Ojw8PDRo0c/+9nPnj9/HoZhtVq9urp68eJFEAS493v37mFf9vb2Hj58eHh4eHR0dOfOnSiKSL2ZPZJOp0HPlpaW7ty5g+uF8Z/P5/F5c3NzEJy4OJgyMoWqWq3iIAmFyCfS6fTq6mo6nd7a2oqiCPg3lUoVi0XmT9F6L5sYPMGqWRDGdyKyUQAEvvWtb/3lX/4llzE7Ozs6Onp1dfUHf/AH9+/fv76+rtfrvPD3f//3P/jgg+985ztra2tQq1+8eLG0tPSTn/wEvi7TmJPJJEkJtpVFb7VaoORyxnTc1/aT8PSBkWBZO0jn+YE9QI0YCI0sOV/V6Dl1OD9+2fHdL+IpQzXACBwMKykzLyGao06wv7/PxVMIoXt1ZGSE4j/dXZIuMKYNledSqYS2VD6fl84qXBpgCw27BwcHZLqJRAKtrMvLSxww0gR81vn5ORipMQZRBUw8ryW7lWiR9SyVSsaYg4MD9EroS4l9w+jh4SFiyPzM0cU0w49DP4UVZlwPVJSdnR3paSP6Bv+JoiiTySCTKx1gbT+TyHiw0Sq2jja7khJp221UwNRjo+UO9jzE4Pa4VaIZdgiLINTZwHeYBIqYKi4WV2e6exMxSWLinc9fuQDehPxGInrZ85IYSWAX+odsURARo2ZjOaULoZ2TrIN88Z4V0LGp7c5NncI8e1yX684+e5yc/CsnvcdfygdJ3MybhKrxTF9MrAD2QPFptX2IFGFYX618ut4wgapwS2jCeby4uKC3hDF51PKlK5c2ylQq1Wg09vf34bcn/FxYvCPFmsHBwVKpxLuRJlar1dCrRuzv74+NjfX39+N+SC0wOFgJdOGTySSITqvVwkqgHQYITB5JmtfxLVLUTXO5nPQTh17EgLNG/cj6Gb3wUYDZ0uk0gX7sq+MCa8vuks3GbgyoVC0uLiJL3Wg0Wq1WsVi8desWfP0gCF6/fm2tPT09vXPnzuPHjycmJmhbfPPNN5lHDX8SRlO73X7x4kW5XI7jeHp6ulgsTk9PG1+dvri4aDQab7311tjYGOAbLeGbm5s0BbZaraOjo729PWAfov6VlZWrq6u9vT2M3djYGKnG2tpaOp1OpVITExNyqAiyhLAnMQUBMjEL44J/9KMfoVULtfKf/JN/8q/+1b8qFArc9T/5kz959uzZL//yL//kJz/Z2NjIZDJMhkK/5urqitQcRcTj42OU9vCUVO8Y6mKMkTJP3F3X1GhM7PkI7P6Okr6TCDFU4wucZ/3IyQ9vdAjo49pjL2IP6FNaIF2A2gOhbnR0FNQFw8oUPXTplpaWaMBlzDKp/PHxMVzZhJ8UTxKJpiBXRan/7OwMfRwmIfBCqLOQTgmEOZNTU1O4K1hd/Cwit1Ql0Teu1+t0BoOjcqdIHDmHwBtUQHGK6JJQlCWyHhgYoNTNYAAqIrh2VPFwGKxYIpGo1+txHKOQBccY0hz7n9Vj/oEsNeXbQDX26RsdKEKKtrNWYYba9lmVLemHNtM6qJJ3sJ7myp+01o/s0thTgaS2KjAskL7zbFjnHOk+5oZeEbxj6PsmE2qSiXwLmCME+yL7HnWPhpYcVLysDhF6QMie76s9nLyhjkWMCji03woUlcZ0P7Rn1Ust8UfPOstN6Xl/0y0lr99fRwY85Hq0T+1ZFqMgbtc9tizoJoUZH7XTNwUeS+sk8AlHWFhCzWaTmqJksZeXl8SIBIWckbW1tYODg8nJSZC/k5OTfD6PThCkccGEO50OYuayRIlEAuFMPGjsCWtkjRLGkTuSUgPwghtRTkokEi0vIUtAj+2FkZD0UzPBpYjzKKA4j02SH0rwkfBq+PiRny97GIbNZhMKK3Ar/dq1Wg38FzYEQxtATUkCzs/Py+Xy5ORkGIYIfhL18yU5IWtra4QMx8fHd+/ejaJofHz89u3b6+vr8GPv3r1LdE/5FywbuULs78HBAY2YqMXWarVarUZ59enTp0gU8s07fmKt9YGt8Ti1IBusJiKocCn/5m/+5g/+4A/a7fZf//Vfv3r1ClM4ODiIXENfX9+f/dmfraysJJPJR48ewT/KZDLMojo5OTk5OTk+PkYtKAxDNC9OT0/xEG0v/dP284y0gUv4YUw9f5LwUB918YixKnjIaZE4VJ9POUhi5iR34UwSdkn5Cln5RCIhIInEHMRizjlIWxChKbOjbEBDJ1xZ3BjpI2JXYJW0NltrUUkcGRkpFosy0ZrekouLi2azOT09zRkLw5AMXsQu+AEjS7BirQUD4AnOuWw2C7WdJJWw1FoL4QhklQ2GC4yiCNZuHMfU5q21zHeL45hKBKg1gfb09HShUCiVSi9fvpyammKaTbPZ5JQ65wBs8QFE7tSMQZJhEnJzJWmTfSL3VKyeREvaMdw05Tetv46TejaD6Xa0RgVVzmc/whez3UEbmxarhFlhDQntTTdNlNgXsMupaECMOOGa6Z50zRUGXh5BbhMP+WqxL7hy2bKT5Qua7thCXEio2Kfi4WTRrErp9Dr3HC5zY5S0dpA9C6s/Xd8O7WXFO4ZqAKTGpeWSJOrSu6IHMZLvFSqillwJPwBgsvKQAKT3jBt6eXlJfyTqd0EQMF+ZhOf4+BhaCXgsTBwq96iU4JWZSn18fAyVj4wCgmer1cpms8yQZyzS2NgYjo2PIxiVdw6CAKVcAEUa3iRcgBIPgx0SO2s+MjLiPFojTRm4A3ykpCixYswKNsn6CI4SBIH9zd/8TSyI9WgvQTo1p9iPp0aWhf7T8/PznZ2dXC43ODg4Pj5+eXm5u7t77949Ro7wnGw2m06nt7e3yXmRhCCEp0KJBPzExAR56t7eHlQuYwzT3RK+k72vr4+5Ws658fFxXBT3m3WM43hzc3N7ext3JQ5G0CcdDsvME6ReTk5Ocrncb/zGb9y9e/d3fud3giD4q7/6K8zoW2+9VSgUPvnkk+9+97sjIyMfffRROp1GUJhWE6p6YtPx97gZuk6Nb6E13eUW1z0nIfKzCcXVEehJI5oudGGLBd+TsyqvlYyWz+1Tgto3DxLBo7WWdcYtgcRaa6Vf2BgzPDxMqQPMmWp35EU9aPIBUeFpQqSMPaEDzRH2AK1XcRzPzMxAo6W9lfWhms4PuVwuDMN6vV4sFmmIdp7/bYxB8QC6mfPzNdEsBCmtVqtoKIqmfy6Xw+Vz8VLGI4gBKnDOTUxMFAoFiNDDw8P0GiGSQI0Hss/Lly+Jnfv6+nZ3d6HOo5nFJslkMhsbG/jvVquFaUh4fVc5zNrKyz4x3emRU8U8uZUa7ut5pnYM8t+bIIQ2+gmlxq6zFuezH9GwDn37WtKL6mGG+rwkfVKJ7cmnxGo4HTufGxF52QTiDJ2Iy/6PfT1PPJycAnsD9hTbJ8/RX9l280vtjaxR/uR8VSXqZveY7mZN+VB3I511KmG1Sho37i55yh0Pujl9PbfVdRMjjAqG5GG60QKreEb6wrgYYlMo8VA48U+MZ6ehSxjvwh64vr6+uLgYHx9HVCSXyzFKeX9/X3A1WqXjOJ6amkIzh/IK7AQ8Sy6XI5rkGNL8TQMbSuBcALOvReWGIjpYFHgeHAuuATySvm3QWvhBp6enHT+PC/42KLRMCex4LQ4t2UHrS+SFMDkjQbFYhEaLAPrR0dHW1hawZ7PZRLoX3QME6ri+W7dukcV//PHHgOOffPJJJpPZ3d198OBBf38/jSXO60aenp7Ozc3RDwc5dmtri2FkGxsb5XIZIT36asvlMvPLEGHa2NhAii+Xy2G70S9NJBLQjhuNBuW3pJ/UGKuaQdKrNbJprq6u4jim2YBMOoqiP//zP/+Lv/iL7373u9vb241GI51O3717d3Z29q/+6q8KhcKDBw+ombMtdnd3W37K8c7OzsnJidiFXC7Ha+fm5oAyCGTkqBg1p02MWk/GGfiioFGcNxy/KELpPFW/uc4mQ6+RZpWathxRyMyk9dlsljekIkjQQCZBC79zDon8KIoAVYIgEGj6+vq6WCzSBAIIGfgub8Sh6BJptVqTk5PDw8MwYAcHBycnJy8vL2u1Wj6fTyaThG79/f2lUonaMOGRMQY6ABkbiWw6nUbchBlDYMU0R1trOZmNRoNBnkQzuVxuZGSEy4aDzkUS6DSbzb29PYJQqiknJydvvPEG7S4sxfPnzzH0tKkQ1cJaOjs7m5qaEnMmZZKLi4vR0VEakIjq2KJS2rSq9UjSJtuNK+pfsqUTqotfXBoPqwbGyU4Qk8quAyQAIBHoldohhyj2VDKOFbbVOQeQzg4h0SRelG0plTZ2PutJpMXKwE50Hv6KPINXXx7xLt5UYgVJT7FcCT8/y1qbVLpX4jkCBXEbFY5gAY3iLRsVncgXBy0zKtKV03ozWNEfatRDv2fgK8SR0kiSFJD7KBiDRqHFc2sHrAvGRon4OwVRyFeTMMWouMF6qrzxMj3WWtIbVnhgYAAHRk8/YSJgLN7r6uqK0ZCUP6AQFotF5xyhKnf85OSE+04NjhQWaIdiCpMWyaZYEDwufuv4+DifzyNyCcmOrq2BgQGMDyBtJpOBrwv4R0Pq2dkZCSUhvvVRV+wVlY0xaGSGvpeJ31svj0w9JVZz2uM4tr/yK7/C0CsExyFHjI6ObmxsoHt3eno6NjbGAO6RkRGUyYwx6JjfunWrWq0ODw+jot5ut9944w0G7WJkUUjB7cVxvL6+/vDhw52dHTi3d+/effr0aS6X293dTafTKysr7XZ7a2trdnb20aNH77zzzqeffmqMGRwcrNfrkHLn5uZodwmCANzg008/pRmA4WVEIpJ0Cy1Qb0RSIjIt5xzE69u3b3/+85+vVCr/9t/+27Ozs0ajwXDEarUaBMGTJ0+on+3v78OEFCtGApTJZCCXlkqlv/3bvy2Xyzg5HVBrx2a9jJzrxpRMd/Ihe12/JPBzEHtOtX6HWBWQ9GHmdGElhfooCPPY2BgILVUrcHvUPQA6iDeh50xMTDDAhO5SiG0JP7MJ8CeZTGYymevra8JSMBmyvSAI2JRRFCFEx3rSzYJroQUbn43YE5xY5xzSQmxdel14Vco/gFVlrs7Jycnk5GSz2ZQ1YTZLFEVErJxeJJ9yuRwTZ6XmcXFxAf2PlSdymp6exqGWy+VMJtNoNKanpyl4UzjZ2dkZHR09Pz9vNpsi3C+ImXaN2qjpW+ZU9qlNp05EzI3Escd06s+SnEbSu46XfgXJ4GnsrkjRyngCRwysW4MlRF0JL93JXmWDSUJvvLhB2C3WIbmmeA4cjIR94hFjNcZZR5BSlNVXG3j1APNZyZ9eE1kW+S6mO2aNVK8Xd9B5hLlnYTUSblXBMlD8oKBbqK/H+zqlBShfxCj1Btc9NFC8cs/31RcTqU4h56NtvtfAwAD7PPDDGPA0hMi4n8gLFJPeGWPI+Th6UEMWFxfpwuLjoCzEcby/vz80NISCWOALk3Lokskk5clkMonaJahpf38/vw88dG+tFeFZCpYQjig3Eglx6rEPbFE8NKeYuia+Q05W4JsVk34INiGCLFfHax0IDJCI45i0aWlpqVqtIl++tbWVy+Xwz8vLy8lk8smTJ8VikVZxY0yxWCRxLpfLWEkC+Vqt9uGHHyL1jiEmVedOAHY9f/4cNO/Bgwerq6v37t178eLF5OTk9fX148eP216ObmBg4MMPPyyVSoODg9zRi4uLpaWlTz75ZHBwkEFL1WqVMMF6QTI+SOwLxyn03dbcePYiLhPlUgC3Z8+era+vZ7PZP/uzP3vjjTcSicSf/MmfXFxczM3NkQ0TJoNCkKsxFiqRSORyucXFxZOTk+Xl5dh3O8kpEmSAW4VlaXvxP23gxGgK1iqWwin2fMcPkZADI6dCn8zYs7d5bezru9I8ToPjwMAAn4jaJE2x1JvZ3/v7+1NTU2EYcoTggiKoFPoHNT8cIV8wCIJCoWCMkSFEzjm02gkbIQscHh6Ojo5yMXRlMIoSF45VpeYNlhLH8fn5+fT0dK1Wo6oBgYi1YhgO3dZij8h4oMVL4yaZYiKRYBQJGwaJx5mZGeLoUqlE2xVEA5z35uYm2w+FI+S+kCLCEx8eHo6PjzM+dmxsDCyE+MCo/EBgc+0CXTe7RDaGdoTyfO0s9cv/oXeQ30vBwnk0yHpF9dArk3FYBEwm3MY2iQRHoHBgDBPmhuRPHKfr5shYL8gi9X7rVWp1/V58oX4h7+wUeza8wS2XI6DPAm+i6xfaZRpV03IqinU3RpBqA2pUTCNfpAcwsN2jvuScyvtEqgzsVAh181YaFT3LZUdK/klSc3I7uQBtW6znKhsVGFG0Gx4epq+DrHF0dBQGCYQ+akZw6JwnSHNOc7mcFC/gtTjnarWaMeb8/HxycvL8/Hx3d5fyJx8Be8B5lUTMFD6bq2KsZJ9/QKEPggAwDE1WTFnoh7lyrpPJJGrvkh4QCYlTIN/DqNIFQFXFeS17qQVICV9vuU6nkzDGMPVwb2+P2UxoMVifxjqvbIvK9vn5+cTEBO53cXHx6Ojo5OQEN8m5unv37vPnz2dnZzc2Nt566y0E1okR0CiCo/z69Wtc48nJyeLi4pMnT2ZmZgqFQq1Wk8bViYmJarXabrcLhQLHmIwWifBMJsPc1JGRkU8//VTYxrK3THceJuec39ODj8WnTb5er9ON99d//dfvv/++tZaxyc+fPw+C4OjoKAgC+GYAxWALtDowlwrxUppYJL4jcjEq3pe7GKvic6yKGfazCCDGs0XkWPYE4FH3MCPXPThMikNsAhEZIEWQJh+aogiMqImCfF5fX4O0IIVDmyZALi+XY0xZtNVqnZ6eSnTJFuT3rDaLeX5+TgHfOUf7ozGGJMZ6ji7IbTKZPDk5cV6FCl0uAkliXpInAjvSUK2txZHjlHJIGCJGOktR5+zsDPYQcTGqXdZaZtwPDAysra1hLBCIx6zAJ4/juK+vD7iFgWipVArpXb6peIVAzQARby1HWjuAHtOpTXzPL7Vl1E/r8Z1OVUbFfcaerMgTtJaWUThnx2vHiDVxPuPReTMHiiBGQDYuRm9RzLRTfRfyPqHvqbiJxDhFCHCq4uhUta9niVw30BKr4q52rrJcge+kdIqDynM6Xq3UeJRYrkofw55r0Nevz7hcQODxZ26HQIhyW/VSy1vxJ7HmQTc5KFIaQMbzs3TCymtDxZp0zsngW4y5xJo0o19dXRGkghsJFSOXy6G6jPdFXXZkZARmHO9zfX1NPsoRIBEyvk8a0+2cQ0ucvTc5OcnxR8APmIqmF3RbafE4Pj6mqRQrgWPiPCa8NGbstW6MMS2vb4zkiPXJlVhdNp6cCNmxclLa7XaAZhgJx7NnzzqdzsjIyN27d6emppxzk5OTMCYePHjAeAdEZak+Up0iME+n06j/VCqVpaWls7Ozd955h/mIURQtLi4Wi0U+WHSrk8nk7u5us9l89OgR9pR0e3d3Fys2Pj5OQoOcXjKZpBK2tLQ0MTHBeGTwulKpJAxjvTki/zC+tEkuf3l5SUG7v78f7Zi2n+4Nd3lvb69arTLta2dnZ3t7++DgoFKpUOBEvI2bfX5+PjMzMzk5mc/nz8/PR0dH8bJST+UegHjIaex4fQMJPF13n7VVQJBsbh0pyzGQdwj9LL3Y82y14ZCEG3yDlwjziwjRGCNVOkZ/UymEdeWcm5iYsJ6SjtiNMQbSbNKrtNDQSdlb9CXojzbG4HpF8c5aS18vFL5Wq0XdnuYfwszT09NarQa8SUzKNXDZKEcbY1C2pLheq9XIbpGfhhxP65i4MTp9AepJIhOJxMjIyP7+PpX7yclJ60c2kmvOzs5eXFxMT08TF6MwVSgUaDhjAGEQBGjVQqCnbRcDxO3WOY12kMbXzEx3wmRVEqP/pIMq+X2Py5Tf6A1jutMO2X7CNhd35XwVsK0U0pELli0d3RiMzJvAKwl8pa3jxxbqImuoiJ06Fuwo9Q/rq/LyV+ezRh4SBASq9uG6U8DY47o9/+q1TXhhLAlfzGflefKzOEKnMlrbPTVav0rOoP5Xp+BOCbLreypPllusQ5+gm+kjG8l42rzYIokz5Gny6fJkEVkjy4yi6PDwMJfLISJtjIGk45y78APVqVKDuuERGbFH9zaYP4IGVPrIUvglABXo6OnpabFYhBMDZIWVYNpjoVDI5XJI3cqdgnVB8irGFjxMpK2HhoYoO2KsOr4JiihQmBDkr3g068luQi4Rt4KbCI6Ojl6/fn1+fl6v15kCBrhULpdzudzGxka9Xj86OoKAVCwWnz9/PjU1tbS0hHki1d3b22u3259++ilzl8C+Hj9+PDk5mc1mgaeYYhEEgWidr66u5nK5Vqs1OzvLofroo49u3bo1NTW1vr5+fX398ccfJxKJ+fl5vhLLPTY2VqlUwMQ3NjboNCe3YEPgkvVhk2MTe71BkASgSyw+WQuWGs1VdhJTsn8uCeHj0Gw2C0UTODGdTtNpRNoURRFAgfNA682gMlAcuVDNjtfnnK8jz3c+2o266XzyKjFzVoEwRgH3tpttwUdQc2VZoOQkEgnGyIiC/PX1NZo79IGAutAgRS2dlRkZGSHuo7gIXyCZTEINo1WZZdnc3Dw/Pz84OCBaQhtoYGCAD5J+DGkWRMHq6uoKDh6gBXRNlKqodwrRIIoi4qHQj6d2zoGICE0UnIOXNBqN0dFR+GgzMzPW2v39/cvLy/X19cXFxSiKqFlubW0tLy9vbGwww2B8fJzdfnZ2RhNzq9Wisy2bzZLdGmNg0MgtNj6v0pSu2LdYGJVJaPemjV3Pn7Sb1L/ULlN+EANt1UOyQNvdxCmeSd6WtyJgD7zSCuGdWHbrc1Z8asdPDYNVZNSwTCoFVgWO4r8lg9Se3vnZsfp6jAoctcuR02HUcGZ5f71o8lZ8XNTdwcIT6JCxnn/O9xInp+MVpx43r0SOdtw9hlNiqVAVLCWJjxTXqefNYzUNzfhEjcOuzYI4WqdiNUFfiFOlhoIdQMGHw0i2wGWQcmAKMBGRJ8lTK0EaM45juDLUF40xaFKSodGkRO2f+4IuWOy7NiAcoEkJQ75er+NirbUYGa4W/K/lZVMx6bK2BwcH0ouc9GMQGWIoPWC0eIrfxctK83HohyvIfgiazWaxWEQ2cGRkJJ1Ov3r1Ko5j+u3CMMSb7u7uAqPl83kkfX/udYPg9PR0fn7+/Pz81q1bjx8/npqa2traOjs7SyQS29vbsA2ZWbGysgKfENU6aFqEGACkqVTq9PT0Zz/72dXVFQO5GKCxsrIC7QKHhE46KWYYhtvb21S8pNWh7aezktZYD29yjAm+rLXS+oP6IvsAIhaCT8KkxweIUitNjQ8fPlxeXr5169bIyEilUqH2tr29DQ8bm8j1tPwUJDnnAouJpeg5gdrfy+8lOo59O51Yvdhz/yQjEcepoRtWAxAfxQBJGY0xdNyyEaHPEGfQfUjONzg4ODY2RlMQDO96vU6Gyt1p+XkCSKUT0LEgbNl2u81wG7rBED2gjMEppYMFxxNFEa0dwADEleizp9NptPuz2SxVBgbUiLvKZDJksYVCgTOZ8MIOfBYbHgdA6y2MM3jFExMTxpj19XW6vHkas33q9TpR7djYWDqdnp6e5oDw6RwNOpXJ2sVtaKvnbrSd9Dy0q8PTGAWZyDtox9njDIxymdrmilsVqx10c1ICP/qGDSPJCvVgwK6e+iK7SyOQkiBGvtmmowZQyJ+MUioIPPVDey/t0ozKm51H1bTb0N9aLJ04Kp3biZ82KmvUnka/lVU1VNOdfcqhlq9mVYYqF2y6G0J0DC0XYLtba+Su9cRD8r304tjuuZuyWwJfOhU/Kq+VxefTifghxPJfxHqMF6Mgz8NTwqyhgNrf35/JZGj4xlGRZYHoWmuhCIG4UOoqFosiShCGIZ0IYtbIUIMgIBSG6Umigpg5X1PCeqw32tdwiJwv3FofksIWDDyULfVOcgY+miZ7BJIo3rNnxNmBeydGR0eNMYVCYWNjY3V1dWpqCu84NTVVLpfffPNNdI+wC1tbW/QPIJXHem1tbZGYDw4O3rlzBxfC9qpWq9SWpqennz9/bq3d3d2Fmnx+fj4+Pk448+rVK4Cv0dHRw8PD6elpdGqiKHr27Fk2m3316hWtssLGfPr0aTqdXlxcpAN3d3eXDQFmHXc3Y8meE+RdHLDznAhjjLS9s0CtVguTQS7LDTbGtNvtq6urUqlkrT05OYEGjFxRpVJxzoHaA3h2vFS3YJV662srpk9a4GlyHaVwZtQcKDkhPaZBx/tyeMShssWJBvL5PBfGOiPNH/guYOqRtM/iqIBW+C9fgcKwxIxsdCQlUTNHFhIA/Pj4GA99cXGBVALNWNfX19BuOYTEK8ZrfwBNI6bBAJO9vT1rLaKyUGSlU9Zay3xpelS4ZURIZ2dn1D8AAwqFwtXV1cHBASfQWivHPgxDwuGdnR2ujTL269evBwYGstksLv/i4qJQKIhcxt7eHjp8fFx/fz+nJpFIgDzHvtbCneJG9Fg9uV9WpVA9zqAnnepxfto16ieYbicqnyj7J1CDOTUygTEySrjAOYc3jT2OGnhsk/hSiEKCnYqzwSjzErh4UlqzvrwkcaFRzFXjKVSh7/7U3i7wj5u+RMcT4gglANVBiV4KHYvIc8SeyHoGChqVdzDKy+rTrX+jL0bSdA10i9WSr6Cvlj9F3UXfHs/qFJStnylxjGwAiYd4SOsRh4vEiXJjEARSqcEPYSXwIBcXF0IYzOVyh4eHCI/w7fRUMoZgN5tNAnEU4WHS8nwEZECqoig6Pz+Hs2OMQUdseHgY03R4eIhZjuOY0bxQgYyfSAhrgXoKUJAxRtyz9RIF2Aqj6FSS+sde2jf2KF0Yhvaf/tN/aq1FmgExlGazKY3h9Ifcvn07iqJKpZLNZnlf5nhQMRodHUVyb35+fnBwcG9vb25ubnV1NQzDoaGhTCZTq9VweGQVqVRqaWlpZ2cHcI8c4vLycmNjw1pL4Zf+G+QksLAQPYrF4sHBQRRF09PTfAGqxI8fP6ZSpTlB8p1ZiI4a+atLAmwIGvtwDJS4IJiQvPNa7gSJyPz8PG+L82BjUWm7vLzc39+HXQLBhPbBQMnmyWXIBQgaYDyCp28hX0cMqxxs2cQ6SpD3jNXcA2qExHEk5fLDxcXF8PAwqVLsxz2yuUPPTcdpgcnI5AFsH6Sho6Mjay3NyMPDwwMDA/v7+7lc7uDgACJYEATIwROowpQZGxsD3kSajgAIpJf9TeMmndS7u7t8ZVRt8XlhGOL/UPwhWgx8kyLMMmqoBwcHsA+cc5Bg4zjmO6ZSKaz89fX1ysrK8fHx0tLSy5cvZ2Zm2AmkjLRFUw6AKLiwsBBFUaPRYCjY7u4u/EP0UyqVCtCFpPtOVcJ0nqHDJqdywR4H0OMge5xEjw/osaeyK24+QdySZGM4sE6nQxAjNp17TWxhVP1MdjLHrafkxmvZV5GiV5CRG5X5ue7psNhEsfJckly8eBT9jTSS1uO6rEdltE00Hgi1Sk7EqnRTr7ZO44yPfiRLjhX0qlNG+Tir2EZywTq86PHZ+jrla8a+bKwTaHmtuGHXnZ1L6qnXSgIO6h1YS1AZ5xyMG6A44hUaB0irwE5gdBJvMbD94uICMh1SXFgSuHuknjiOUqmEmAn2nDSpVqshgSuga8fPaqX6COTLgW232+jM4PyCIIDca63FZ8d+sCtfEGEy7izNcrxn0s8Rw8Jj4qy1pJ48H+ILGzKKosA5h2rPnTt3Li8vq9VqoVCYmJhAT4Gc6ejoaHt7m3csl8s7Ozunp6eLi4ugzNRdCUycc9ls9unTpzQAZbNZap+0hOfz+TfffJMbdnl5Sb+HMebk5IQxKalUilFly8vL1tr79+/DWoaaFMcxw9hQx93f34/jGAoy20gKMOJ7dL4lVSXJyWQfG2OoM4NGUismN4q8CKfYHTYQfbggk8zuhlaazWYB+sD6uKq4e8wI1yadJ3IeAtWZJOc2Vow7p2JbsUriWUNPQZTjKqgCLhPsVIi40GLB0tFczWazxWKRi7+6uioWizQ+QrGmVeDo6Cj0Y8X4FgcHB20/PUDIwxRCdnd3SfJERrlSqXDMxsfHaW/NZDJMtwZI4Nu12+1arYbQAd6UnemcgzuAgaN8YowhaSYcZjYLgcL19TXJbl9fX6FQgL+eTCbPz88hPuD8rLX4wvn5eXgQrVbr1q1be3t7zGkZGxtD7piVn5+fPzs7y+VyT548efHiBcgVK0kKxdhqCEFyx92N7EfukVH5h36IyxSnEnutpX/o+T3/FS8r9lfb5bCbjyPbRhwS4A2lMqKK2M884ckiBiTWHISGaFi+oFXRKu+JTZBoQAILvh3AjLRPyJdNeDF3uexY1SD1IvSsj36TnveU+musMGq9kj0+T/6EcTCqs1P7Knma/HDzronbE/8q7ywoUdyNzPespH4T492hkBt4n6ibCaFvivMzVjteQQzTF8cx5FXZJ6BNFDU56aEfPIleG6I0c3Nz9PLt7+8bYyAc4PmQN7HWFovFWq0GvgoVP/DtCbHXH4i8Ylqz2Ww2m5D8ITQQmIrLjKKI2UTGGFgXsEojP/OKYooxBv4EUTiUC/aYiF/KTZQVo/AnG/7nBBfMIuBkPp+/deuWc251dfX6+hr66MjICOZgYmJifHwcbk4URVdXVwxCCsOQZHR9fR1Y3FqLHsKLFy+mpqZKpRL0p3a7vbm5ee/evbW1tVarhclbXV29uLiAuAzvmajh9PR0a2vrxYsXd+7cefLkCbewXq+LIMPZ2dnz589hPw4NDdEd0fGTcjldToliyIr0eEGej7opwUWgipHOK43JxkLtpb+/v1wu88P+/j4synw+jxoOgdXw8DCdiD3wi4SH8lkS+skBoAgnDlUeYoB0+CznPPR6UWJNeBqRF6VyrkfCZBQN8e7c0E6nwzGo1WqMtLy8vASRZk1gyqBZRbyJIUMNi6NC1RDk9uDgADyfQog0dO7u7g4ODjL8lmneZ2dnk5OThJY4HoJQYtUoigD8Dw4OGHeDngATTpxz1EdJH5PJJNgDDWfn5+eNRoMbHccxUC3IuZgAelT29vaYFnB5eYlrr9fr29vbs7OzlUplcXGRkXbAUGEYTk9Pj4+PI1QEZERpBM2NHu8VqyZ97QtddzYpr/r/6xd7Htro30zCJJWUYEt/kDxixQuV38jVRl5dDIchjk12L1wwveGJRDlB0nPiVANMrObIWqUDJ85bF+yNcmA3V+AzfZW5ETT0ODZ9F6xCyHvWtsc59YQjPRCuu9FBqwMI+askfOaGe5aoWkcJ8uZStLOqHGNuIFKumzkRem0j56Pt2FcTA69mDmIn2kAUBfE0GDf8Iskc/56ensKtC4KAxk0oBUiGQa2ndMXbkr8SNNNA0vHDyPb391utFvNVCJFhtpPGkGXSPI3WgXxlKStgCSFw9fX1YY4Yz2VUESGOY+wJP4CjYB5lQWLVa+t8c1SQy+UYJ7K+vs6kCBiA+Xw+n88/ePDg8PBwYWHh4uJif3+fGWF9fX3Ly8tA0mikDQ8PQxrGBi0sLKCWl06nmRPCsoLara+v48Dr9frh4eHdu3cxf8YYgM1Xr16tr69DU15eXm61WnNzc7Ozs0tLS9wwUL5sNnv//v12u41cKjmEbKmgG/5yasCk3uvyHNJHPIFowkWKyBeqASPEKXCak8kkA0EnJibQfxGpOedZr7FvL+uxiULNdUoMRc7wzQhRfrAeT9OhZazaWsLu+SfsM+unAfNWNB3TswgeQs3AeFoH1zM9Pc1fwT3oTWILNhoN8HzZ7ugG0GKM10+lUgxIieMY/lEQBGdnZwSbx8fHmUwmlUpNT09ns9mhoSFkg6wn9J6fnxO0BkGAXAYFUSZoAopA0uZAgvBA7abFCPIOIWcmkwEDSCaTTAgilcSJIuyeTqdfvHgB66FerxM4shny+fzq6urV1VW5XEbqaHp6emtri/tOBMl9PDw81HCf6c41uS9GDeTSe1I7MDHiYka1DRVTq02z9og9cVWP+Tbd/lKao8TICtBC+B94wV7d32kUfiiRh8i1WF+BIxoOPUG0zyu2a68p1j9Sjf+ykSTS1YGm6Y4jxU/o9dTrEyo+sHZO2pfcNA7ycn2KZUn1odZBib4j5rMAZH6QvFBvAH2nJMgObqDrRpU8xSwY72hBg7S3Dj1RXzI5bVIkJoDCyYW1221yMuccrEk8JaUrLGE+n5+ZmZHEgyl+HLF6vV6tVqlPGWOA6Hjz4+Nj1O9OTk4mJiZoZJBMlyuEPYtiLdF5HMccdqx0HMcgyZgsRim0/CxYaBwQJtjPBO49XgA3ScZF6hX6RmTQI+sThp9zPFH1RJ+6VqvFcXx5eVksFg8PDy8vL1+8eHHv3r1qtUrZj6xxcnJyc3OTJctms3t7e3Ecb29vLywsVCqVYrH45MmTwLfEkamcnp5OTU3BqlpcXBwYGJiYmFhZWXnw4AGV3i984QsY4vPz8zt37szOzmLNz8/PUfKr1+uPHj1yzpHlUFItl8tELvAyrOLQt7w2rICigactxL4ULAGs+Bj0jKBBolgb+/GtEmOCekdRRPBVLpdHRkZgYAL608nErQXeFATAqBJRpEQ95LKdr+vwnNi3w0ucG6mebn225bjKQRLAlt9j+OjWpxzIMHRhe6PLz4Fhq5EsYgcbjQYfgbJz6NnYw8PDmUwGJyFXS62iXC4bYzhptNXS8EPZ2Fo7NjZGbnp8fExrr3MOyav+/n6AX/RKELcDCwIqHBkZIdvDSR8eHtJoFfjOd5ir1GmYQEchlrWi49Y5NzQ0JMg8JRlrbSqVggc+Pz9PBXRlZaVcLpMlt9vtYrFYqVSiKNre3qYhB7tDWgypGJ0Rozhc2hoala9IuONU2bLHKGtD+Zk/97xnj8UX+ygOT1JD2Wk9zkZeS+Iu3kui745XizWqDBn40iMBhOxn0pRIld7p8nKqD6SjFKRlz2vfI7CtuHY52jcXRN5H/14vZnADyJG/6jcx3QGrfK7k7uazMM/PfHnPTdHvqW9HTxzALYu6Bzb0pJJGAbn6bY2awdnz/pEfVi8fjfNo+RkgnFPen26NOI7BSOHGn5ycCFMBPnwikahUKnga0JowDCcmJlDXQ5CEju0rP1OZKib4UBAEl5eX0H+Yo4nbY2Y1hle6npxzdMsws4zCEyEdKuVSa8P84v6p1Ap+SxBAiilZe+iHq7f9DCKdOFlr/1/BP5PJLC0toXqDfwK2XV1dPTo6IoleXV09OTlhghoAN40Wr169wpOn0+larXbnzh3n3OTkZKfTIUbo6+sjoudO0FtTq9XYFu+++y7wZqFQSKfTzHaGskj0QSfo1NTU/Pz88+fPseAvXrww3hciRcFX4ig63/UVeeZqrMQ/9bE3PoSEK3txcQHYG3jRA4mRgyAQ5gtklmq16pzb399fXFyUxnZu7cTEBMQZ042x3DRMEkvq83Az2rWqZNvxDelyRLlU/Sk6tQVHxfwRGVBFIHenA7LRaJD2FQqFRCJxdHRELYFPYRpzHMcU+WhKwTlRLjXG5PN5OEHGmMPDw4mJCem+YNTl/v5+oVDAZ2ez2Z2dndjLbdBVghClMYYGMibhMPYPTrnQlA4PD1GC5IV8KfJdCs9XV1cTExMU44mIgyCg8xjHTK0iCALoZuSIQlEZHR0dHBzc3NyE3MTigO7Gcby1tUWdY3Z2FhY3DTNsV1Bu8ZT6Rmgz2mNMNcxw0006hbNpw92zqeRDXXe+0vME+a9cmJQDAj+lPPC4qJj10E+udTfYJfJusZ8pZnwOaq1NerlEcYodr8EtuIiux4tPkiPsFKvopkMSZyDfscdP3FxteXMdssgX0fGK9t/iI2+eUH0He5z9/++f5b+um4chzxH3Jl9Er7D8UsNLsRLiNoo6GygKhXyWjqLk5W0/fVNSt/PzczI/59zQ0BCDrUqlUrvdRvkdKDGRSBB2y/twlrWSF2ErrpdPxEVxnZlMhkNElxoOmDwE6BgOAesMKRfyBN4OWR54MxgfBgPD+jk/P5cFDDyDUkhDolJklfBFyo//km2cQNOk1WodHByA0C4tLWGY2l45lkWx1t6+fVuEZ0dHR4HXEolEPp9Pp9Pr6+vgWs452uAQBV1ZWfn4448ZL8xfO36EUF9f3+vXr+/cuTM4OFgoFP7v//2/5+fny8vLz549g405Ojo6OjoKw5bAoVgsUiUdHx+Hb1kqlV68eIHB0lVcCXsliGDtxAZZL3cpJwQNJz4IPxr6acP4S+4uNBOiBGPM1NTUzs6OtZaKYBRFIyMjFLqAIk13qBsrzltP3EfGmfAS2OIa9Uk2SjM68M1YziuF9oAw1EfJw/AxeCC2JmtLKRqdYRJHsm1SpfPzc4T3uCPkcGScBGinp6eXl5dI8fGtW60WcEXLj3wZHx9HizHhu77CMCwWi5xJCLrVanV0dLRWq1HkFm9BtxbfiyGdoukKA4ieraOjI0odZ2dn5Pc0lXKPYCf1eTFxUCYiXORznXOoPBPqFQoFBMbiOGbvQdvmKJKLs5f4LIrrYRhSjAm7xdmDG50D2tretOnyV7GJ2pXqH26+ifYr2pP1fKLzeaT+ICIY50vjVnFVnEdHJNYMVKEx7FbmkxJaT/oIPhH78htGOVQNJ5IY6dfe/CCrgk79BHsj2gjVKE1xsXodbi5dzzvooyfuR/6rb4d8tZ537vmsnjd3KrmMFVdWfwXXnTRbH0CLvxd3Lj/IM/WKSeAlDrLj2771ruC/hLyIu0VRRK5JWmaMwXokEgkqHVTiEJ9htgmFs+Pj47afsUUFJI7jbDaLwgnYKRM+0uk0B5OMhRMtTFpkgHAfcRzjkowxdLM45yjHIJsQ+uk9DMWiwhr73qfYy6hJxEDnCUEzrtH4Kun/yy/VjIGA4b2dTofMb2lp6fj4uFarMQQxm80eHh7u7OxQvnry5Ekul0smk1tbW1Atms3mzs7Ozs4OfZYTExODg4MbGxuHh4dra2vAvOfn5/SMHx0dIWuwsLBAPH50dITGQqPRuL6+vnfvHuTMYrEYRRETrJ4/fz48PHzr1i1jDGCycw6KhzGmWq2ur69zs0WphDsE5Cv3GMQViyC7P1Z1CCKaSLWmSQsazwdTAnmmbImaWhzH0LpOT09ZlpGREeB71EoxFvrwdLwsNQ92lWTDsr/l6+gEVA6JuEZ96mKP4orFIUUOgoAaIc4glUpRYwddBBIA6jTGHBwcAHrw5tT8kPZIJBIUGKIowmkFQUC1kkCq0WjgulBZGhsb6+vrQxCKzVAsFpvNJgkoyTq8XG669V3SBCXUOYTVDPZLUEI0gBuTZqyEl+8nS4aeTvLEqWYxCTnz+Tyji/D3sGcnJyfr9fqLFy8qlQqCFUzJpqDbaDTGx8ettTARuHh8bb1eR8lPkIO2H/4ubkNO4D9kQ3sMLg+x3dZzpAUP7HmHz/TKgXrwtlIm4M2TXmxdfinmmz0pcKv44KQftCT1M6lXQfkhvpT3pHnMetkEo1xU1K3v4ZSkgLhDjY8JfcGozNJ0ez7tybSfk1fp1FYeCd+lFqjiZY/P057VqexNRwNyqfoln3mvb95x/RwJqWPfIRMr/r88AtVfKBcceJ0K6+VVTbdfdyrDls/lBiW8LA4jbihXicAFDPOhoaHZ2dmhoSEZx4utoEGFpx0cHGQyGdYTSwVCI1OVqGsaY+CICK+VekrgG07iOB4dHc1ms61Wi3nXfX19DLTnu1O7oSpJZpnyg2AlIeHNKdMwCpC/Su8TtxKGcMeLK0WeP6ijjSCKovX1dWst/Qarq6uFQoH5hXfu3OFWUZybmZmh3oMYCkkMUBvd39fX169fvwa7Ozk5mZ+fJ/x8/fr10dGRc47FbbfbT58+Fb5GJpOpVqu1Wm1zc/Pk5OTw8PCjjz7inRFVKJVKm5ubL1++JNFcXV0FuNvZ2VlYWCgWi9PT03wolzQwMDA3NwdjhUAJ45XwfawcaYFejXeQfX6IIHk6NxjwnXsZdquCZTIZugY3Nzeh/1DrNsa8evXq4OCA3l4B3K2qt4sVk4hP7EXkJw6KdxRw7GbobT0M0lEjCcXq8cVxV5wHag8SDTAsk5ZhpPWIPYEck8kkQZJzbnV1NfLTsnCEDEiBggusis9gIDlqlmTnyA3izITjCkVoZmYGNTu2fhAE0G45SEiTWGsB+Y0xdCyQFAZBsLOzQ8qby+VQARRbHwQB7bPX19fITzuv1QBV21or48QlRJ2YmLi8vLx16xbR5OvXrxOJRLVabTQa4A1BEJTL5bm5Oaqhe3t7EBBGR0dBIKiayJZLKl17q4A1bTS15dWWWkd1PWmN3GvZBv/QW7GjBOq0Co9N+PkSoPfGI/9iHXAt2gUCJhGPc0eINa0Sa9ROPYqiPj/K1HiFEKe66WkGEJcsjhlShvFtnbEvZ4oXiT0U/HND5l14n9e/Nd00cu3txIuIb+YNtZvXjsQol6xDEO1TNaatvalROW7Q3S0q7lOHVpEi4kqMEnhyovj1WKFQXEysqjx6D+j7TvRjFQ1KYimjBPZ4CVZFag0UEfFn6XQaQijJCfORqJUwwpptMzo6enFxAThkrUU/C6qgqMsZPxMJNmKn0zk5OZHEkaJpf3//8fExqinIj1xdXUF26XQ6TBLEbpD7GmMoYbK2wnGRDATvE8cxXQDGczMx+JRFZally5H8tNvtBOgZZduDg4PZ2dnV1dXFxUXnXLVaHR8fRzOw1WrV63VW6tWrV1NTU5SFKBSNjIy02+1yuXz//v1qtfrOO+988sknQ0NDSPEhwo6DMcaUy+UvfOELYRhub2/HcbyzszM1NZXP5+v1Ohor2Wx2bW1tcXFxZmbm5cuXiGWPjo5WKhVrbTKZRD4fmRhAHrRzpUGVPoRGo8ENCIIAt0deqLeXIELCm5LVIUKhYCZbh1ye8jVt74wOZ1BMx7dPAZSXSqXj42MBKsWoBUp8WYe01utpGS8T3PE93ba7QVsccKAYdLFStjRepazPz2kicONkUmXEdsDGiqKIiT8kjv39/aw27cDOFxvCMESF2TkH/im6IcQWRIhBEDCn8+joiAbWgYEBRsEUi0UioUajMTIyQjNlvV5HQKPlB8yxVWiA4Zdg5syvRqmSiiOnLggCYs+joyPgZYIV6K9xHJ+dncG1w8efnZ0RGeDwTk9PR0dH8/k8Y7+QACwWi8fHx9vb23gU0a0dHx9H/69cLk9MTJTL5ZOTkyiKIBpIoKNvqzg8ie4DRQTrSY+cwhhsd0ZyMzMw3amM5FVGNVnJJTmPsnL3nZ89JzVdccCR56ZZBVIZNTFDLkCKAmKVXLdSARuVM6WXhV+KIpr4JO2z5fdyweZGzV4e+kNlbXtcl1OAjSxvz6qKl9UrefMu9Nw1vf5y+/RFam968+bKS4JuHELg2dCPOg+652vqRDPy0zqD7tmcsRdekCRBbrSknoFnJmPYcWAkjlQK6YnEYpRKJUialUqFzNIYgzZnFEWwb4D6uKHJZBJBbxh8EOi4kna7zcEUuIjXwmbXJo7LQ8uMORkESYlEAlUcUTUKgoAG9NALtpBQ8XFEbCIyhYUUGbg4juXr492tFzeQhQqQCkNDlauZn59//fr15uYmAf7q6iqEQODWvr4+NFD6+/tnZ2dXVlaiKKKehPgAx2BlZaVWqzGtM5fLffrpp3RnViqVN99888mTJ2gUBEGwsLCQz+dfvny5vb39xS9+Ec17sunDw8N0Ok3GeXx8XCwWy+Xy1NQUrTy3b9+G6ExARGRBVn51dcXwYUEGZK8EahqJuBPjycf6VEgbg3MOtN0odDSdTtNpwz6AKixpwcjICEU7iprGR3myO+U8yL8S9zlVpdDHSR49dkEsi4D1kepgib0MMTkfEDexPOJHnU6HwgDyeEg3INQwMjICE4ddyBfp7+9HHNI5J+3J8FQRtbLWIkdJAMjaAvBSPg+CYHt72xjTbrepoCcSiWazSTrOPgGkRbEIiyn5KGEpNY9mswkyQ5WBo8I8FlIi4hu+O5moGF+JHoAuyKKstcx1ubq6Wl9fR5loeHh4bm6OhmN6VCh1c/GpVAodK+CWzzS+TmWN1ieFVvFC9Z/E2mqbK6a5x6DLL2+6WG3E2X5EjZHqfHeejGZ9LmJ9rxtPswqttb4M1lYjUNi6KT/O2qrmev2NJP6T/Rl7Pg7WWZtvOQUaYjFKQivw8CPXo/0E/725OHrRYoU/yxLpJY1V6fQzl73HYcvXvPnQN8J1U5b4U6QEwmKFJ+unyQrIAur3NAoWjhWEK99Rvoi+R/r7iusVLytRtSR/bImpqSljDN6UbvV8Pk/yAPuBW0Onw+HhIZU4SpsiJAtjH6wCsgWcAEqncRwzHJfjHMcxppWOFBHgxARdXl4CWIpePE5BVHfE9bInhd/EJsc7gmBJ0V0QFwI4YgXJWZ1zifn5+WfPnhUKha2trfv376+treFaJycnNzY2uIilpaWDgwO+/N7eXhAEy8vLZCdwMjE9hUIB5TNEDEqlkjGGxs133nlnY2MDDdvt7e3Ly8uDgwPaOnnnTCbz5ptvHh8fY8GttVtbW3hBtHAhZI6Nja2trYlEizbH1ueLcLqAAaUdW7QHufcsUKSkPXR0ZoxB0BzYFu8iE2Swd0zGzmQyz549g5MJgsFWaLfbW1tboHa0Lgn90qiBX2JAIzVtUc5ARw0uEIKJbPFANXIZlWvqg2Q9OkcURq6Jv+/4Fmlqk9ZayoeMeiZ8Q6GKWZgMhmPwMkeOqEI0npxzzWYTuSgphGSzWVxdHMf5fB54oNFokMKyL/lcPC5KkpRFjYfTR0dHm83m5eXl2NiYMQalfuccZXKuByq4FFQgLrW9FCLzW5xzST//nYINozrjOAYC4rQkk0lUgWZnZ9mfIMbW2v7+/vHx8ZGRkfX1dTwl/UVsLbDH2MNipjspkRTBflYdTqykbAxtysV63vSX/9BDO1GxxRJOBYqDpmN5vcPlGkIvmCdhpfj7wCOHksd01Lz00I94tCo7jNVIO9nwYq/1Atpu6NIpMk7YzSDtcQ/a68SKCqTX091IEPXSyW9sN1qgn/CZMUrPO9+8xa5bKL/nIo33izox1WiEfM1I0S/kFsvtCG9M6uYHncoblZe7bkaV/o6xH5yQyWRarRaUlyAI2u02sjZ4nd3dXSY0BEFAPc76KRFM4ECIJooiMpBOp5PNZvGUHJzAlwwoeUKMoNOMhA8k//j4OPZ0ViTMYEjoLiZgLbwsarf4TlLhwAsjB0FAmIvnxlkEXuMs8JJzHa+3h70NwzA4Pz+/ffv2+fk5Rm1sbIzSJron2Wx2ZWVle3u70+k8ePDAGDM3N3d4eIi0LPKh1MmQlNvb22s0Gu12e35+fmhoaG1tLZFI7O7uAm1TZezv719eXma48eHh4aeffvrq1Sv4wScnJ7u7uz/72c8WFxcnJyfxfwxaWl1djeN4a2treHgY8JCCFti3pllHUUQbH1zKwHPfrcfxBZUKunucrRphaLyYe+zFDLlDgIcjIyNMv1pbW6ODQhowMBOIesdxzM0LVBObPudiIzTFQ/ZuoBoGpDwmz5cfBGQW96nxq9DPoEb4MOEHy9FZgfIy9XAq6tPT0zScoP10dnbWbrcRP3LOEZ0NDg6SMpKwGmNarRYALzuVUUH0XCKz3ul0yuUyAv2pVEqmaRpjzs/PqSik02lGVFKfgMyZTqfxjoQjdExSvabDUjJpKWrmcjk2urT9APM653i+dN+j6t5utwcGBqampoaHh/P5fH9///PnzxOJxObmZqfTWVhYSPsHHLT9/f2RkRFGvuC/AYTlRmgLaFRZWuMNPfutxxdqd9tjdk23E9Wm2d3IUMWM8nC+cVueKY5KeyYJzMU76koBpgQUy/nROuwr/d2tajG0XkVPqhLGi8ZZj/Fql6A9RHyjCqi/oyyU9Uiytvh6KbQrdYq2enMZY0Vk/cwY5aZ3lDvofGCk4wCjwoIez61vsbsRLQkwYLyEmb5TppubLafeKgqhvlp5gr7yWKHo7kbRihRzdHR0amqKRAKZLWMMGj3cU1A3ptBznDkU8OyYjMt/iZX5+icnJ4BMCJWcnJyQoQJt0tnIYbfWIu+q2e98U3TrkGADIsZfRFEE2YUSJqVTZglDBTKK74lrJ+wmSsCdGWWoZamNMYmtrS2KlCQW6+vrrVZrc3Pz1q1bqVSqWq3u7e3RWEIJamtri1lRm5ubk5OTMjUMbdzFxUWQTFrCHzx4UKlU0EwZGBjY2dlZXFx8+fIlvQQPHjyw1k5MTGSz2Uwms7m5mcvl3n777RcvXrTb7Wq1OjAwUCgUarVao9FYWFigibPZbAL98RzkQBmdSNre19fXbDb7+/sLhQJDTSkrcpslXL1pMlgd4g5gAcw3DMOTkxNcOEt8eXnJXAv8h9BtYtXeROcMfR0YI4FBIlXzN6rhTI5WrCofRoXVEtFbXxzSSac+h7GvZlHl7e/vJ58j4Ir9qFU5z8RlcF6cc0NDQ5Ti0Yoio5LhX1Sy0W51znHTCQD5eXx8nE15dnaWzWYbjQZsHWstkyzRiOBS4btK6n91dUUDjLW2VqshvM6lttttjDXUAHQsyU0ZqkBgS2yUTqettdLUjH9FeIgtAf9LDvbCwsLl5SXDYhuNRi6XY/Q0irVRFDHewDl3cHCwt7dHOBJFEUGG3EQJX3SljU+Xu6P/JIbMKXDedmc22tTe/L1+iIk0vgzZYzrj7pKbdjmuO9WQ1+q8kJ+hPgmW5TyJnZsSd2vZRKqE7xT/RRg04n1Nd1JOVkEiG3hJdKfSNe3exO6LJ9DLKE8LuzXCdJ7XE8v2vFAvl15tq1CiHockIYj4UR0W3HxPp/Jpoxx55Cep6fWJlER+TwzB3YxUo6e4Yblm+Yi4m/rLk/v6+sDhociOj4+jS0Cxg2NObYJolbIFLSKJRILOE4wMHo6kAuo1eKzzc4sxmNJzYvzUaIogElQFXhhIcNSEVx9DsQ47DCueY65LEhxVQkB6UbDtXAnWHtsV+e4UjU1aT/+OoiiYnp4+PDwslUpUjN54443Pf/7zMzMzr169Ym7XzMwMC1er1dbW1ubm5qanp4HL2u32xsZGpVLJZDIrKysjIyO1Wg3qB83y+/v7tIeHfgZvs9kcHx+fmZlJJpNra2ubm5sHBwevX7+O4xiOzwcffMAcR9rwnz9/zslE7jUMw+npaafGGvf19UHLTHjVwY5vtUwkEgw1jZS2GfdJnFOka7ze0ERRBPBtrSWdoquVBiMC7bGxMYDfo6Mjtlfo5XKk0kOzLWpSssutovzIoZKNLlbGqBBYHKT4Tv2QcxiryoT1eQyhGSgo6SYYiEywstZyHoIgOD4+JqAjcKPONzY2RjMSJT04L8SJQJ1IJzLtneMN5IJeBG0nJO6dTgeB1iAIWBYOG8NsBbjmFuD5oMvKriVeAXJBqJ3IkQPAdDZwIZYO2S2hw0l0ycoEvsjNvevv78d90ltMQwudpsaYVCo1MDBADg1my780t2hLJ8Zap0oSq5nuUpN+snZy2m7a7qxI7wF5uTaFRuUuRiU6oW8Itt0qa2G3ymugiutiUjlfnGL6r7Sj4t2kg0VMf0f1XEqIRgIh0SFhjfb0TqVE2CzqpuJshNspiFHH635YBbroCEN+iBU36jNXWFay556abpepb6vtDnHkK8sPTj3i7mJqj2uXv8od0dZALlK+hZgF2WkCFeh7Kl9TnKg8Wf4UKT4EBxP1GBjmqLA5566vr5GoHBsb44wDTJJHYqvBqE5OTmRuEiE1KRamFQa7UAglRzfG0KgGERUYD98cx3G73R4aGsL71mo1AQ75+jSgG2Og12A34GkKYxzqA8YN94/BOT8/xwxqpApBHpb9/5G66/X6nTt39vb2kM8+OjpaX1/f398fGhoql8sLCwsnJyeVSmVjYwOkkbcg/0N+cGRk5OXLl+jt4hFfvXqFeCwl2YGBAeTgoSlyZUtLS/Pz80tLSySaL1++/OCDD4aHh2/fvj07O8s0TWstDMz5+flKpTI2Nlar1S4vLxFbGhwcxAJOT09jHLk8VCRgfEH9anthJKnESIgqlloiLOwg1GeJiMMw3N/fR2WGEloikUCdTp7GPcB8M0g59pN3+Fk2feAJQdpfavOqEwUxZIGqXyb8RGs5q9oqaesANYaXsOnb7TY0K9BFYwwJMTr+5HkjIyPj4+OdTofpAUQJpIZAnSwUmw+y3P7+/tHREeHh4OAgrHQ+d3x8PAxDSS65NaVSiXIvCrESWjrnms0mHZwDAwPEPcwtxyhf+Qd7/ejoiDgxnU6HYcgLOWbX19e5XC7hhx9xYc6nNfhI2AQcLRSiJycnUc+4uLjY3d19+vTp/Px8u90eHh6uVqvEm5Rkrq+v6X9Fr0N8T9z96Kiuj8A3SDgFLfSY3R4z2mP3tem8+V+5+z2eNVDSGfpp+nqsSgS5WrlO53Xd+BlFEaG/inKIVNAjRTjSSSenI1CFeafwEj404acDOS/vpaMNbKv+pTg57STkrz3ORscWPUGGfoI+R5+52qY7gtEuVu6sVamhvMSpUCZWpAR5uTwkItEXwzM1xi5fvAdC0NcsAVCgUFyjXKbsCjGGrVZrcHDw1q1bxWIRXG17e3t6ehrejWwDRmMij8M2ALNEAl47KngG/BDHMeCNvA/zl3CuST9ORwZ1YUZ4QhAE9DIFQcDYeePn+8qUKvn619fXIMBsGEqElFQptwEvx37kAMaNq0omkxrLNb4XvNVqBRMTE0+ePMlkMrOzs3fu3Onr62M0xMzMjHMOGgW56tnZ2a1bt0gN6dhj3BJis9yYnZ2dJ0+elEol59ze3h6jKA8PD+/fv4/1pI1hZ2eHi9jZ2aFmdnBwsLKygvEtl8u0mqytrV1fX9PTcn19vbe3x2wp9EKZEQaGNjg4SAlT+DiNRqNarXLO+fLX19eShXSUyID18BTekR1DCRqCD2r9zjeiwJOO43h3d1f4V85jJldXV2jZx3EMGVrEd3TxhqzU+rpR2C3zEXsOukaK5LXOIxvAC5IBSAAuzzTGMDaL88D8AWAWsivk8qHnQIfBONK8EfmuYfTnsFaglNZayo3UHtDQIjI9ODjg8FQqFTYZzhIxHbowa7VarVYDJIGoDMsmjuPR0VGaRMFt4JdVq1XMtG6fhVA+OjpqrYVfhvdqt9vFYpHOWhBdQtrYj7Li8lqtloxNcM4Vi8WJiYkgCEijjTHT09P5fH58fBxnidpfFEUbGxu7u7ugEXj9hB8DKZY39KRo2z2dQ7JMnVmG3R33emfqJ8sveWhvxN3Uhv6m3Zc9w5/YZlKC4hqwCwCwomPA3m4rCRHyTr4vDEPxtUToUo7SFpnj0+/Hs4s+uDTMCdLATiOnd75szPuwK+TyQt9CLQVj8VuUWmRJYyUo7XwSLMso4GTY3ZsRdI8I1Fmj8VH4zaXmUyIvNkLIIo0QcoutbxeJPZYrJiL03T76owUViBXQqpNFMSxcBu8pNiShBrfJp0vtUGJ08PC5uTlURyC35/N5Y8yLFy/A4YToLqPEAk/dQHI19GOUgiAghA3DkPSOvcTd15VLYEKQf6B+oCMCd+TMsJPUbnAErDOEILi+WI/QsykLhQLjJQDbcKXQTcipcLRQkLBgoR8aT8Itp5g3TCaTAayQwcHB/f39jY0NaD5wCKktJRKJu3fv0rFAm+rMzEw+n+ekTU1NBZ7wSQQ0PT09PT0tfKdkMnn79m1S6cePH79+/do5Nzk5ube39/r164mJiTAMSQuq1SpHjltycXGxsLDAmSTGWVxcTPgRwdVqNQiCmZkZa22n05mbm5OTYzzYJTdA9pzYKX2WxO4Yr4opK4VworQfsQOiKCIqGRsbI8JgiSOvB8vb0jVBRT32ysiCI0mFVU5aqNhJ1tq2n3arz6GcEzmi+BKnEBvxrJLC8ukiO4C3AHUko2KINCoezjnkldlbFAYYkCk5dxzH9EsRDMKhvby8hM9FpImlYPB4q9UCsRHTxhNyuRxJGAx18BwYAel0WqB1OrfkQGIu+/v7GRsHdsQ6M8Yc9RCIRcPDwxwD9oMYQaJaviwXiYceGhqqVCp37txpNptbW1tgHgQZCwsLYRgSP7Ey+GnKez1uTxyeWNjP/D0PjUOICTYq9TH/wEPMpfPsQbGz4h7kApzCS53wGhIJzJnEcIFvbo798JzYt/8LQBJ5WkqkCJn4Y95ZyGua6cN2xXJZ1egZKa2Gnq/Qs9uNih3ZG5LUBjfYAHF3hdh2N57a7ofrTjpNdyopHihQILNUXuWDjHK3tjvdj5XsrTxTJ5qynkZJtMu7Rb5Xh4dES/Ib64NsIXwGCmY3qsVI7EOkpA/0c4xPDS8uLhDxMcYw2ANhk6GhIVqcrbUXFxeQSGAYQHbFel/7UayYCO476WYQBCjZBkEAaMR6curpYMEOQMKA/QdUC1IFhInTbXvtTw44mwqn1m63m82m8eKOhHpMLUx4TfyEbyq11go7IVSSy5gyaSqLoihA16ZWq+Xz+dHR0VKpNDs7CxRZLpcLhcL29jbwFEeIbpuLiws02D7++OO5ubm5uTmC1nw+zzQxY8zr16+Pj4+bzWbkZxHfv3+fNpLt7e1WqzU7O7u1tYXBGhwcrFar9XrdOccCQY6iA8EYQ3TPGCkyRQJ/1CjgIrGazkOaohcqwR1pgcRWsrc6SuIA909gQgkNlZ+kFx1lZcMwJKRy3Yo8yWSSVg2CI6IhOQASq1rFC5At65Q6rr0hPC0n3KjAXPJjCRXlMLCNGFaQTCbz+Xzk5/0CV4JqRp5hKx2+9GsS+kABo7tfEF1El7gF7Cc2LgVRHgAAQKPcYg5hvV4n7IDlAUUrlUrRAwoYwFkCQw48TZxTypRyvvjY2BhVg1QqVSwWcWkA0bVabX9/P5fLHR0dMdKWbxp7HSUCHQICmsNoUa1UKvPz86urq8PDw0tLS7u7u4eHhzBmSY5rtZqA/7Dyou4itJgz1w246QhJP1MyEjG1ToF48t+guwmhx5rLHtOhVeDLlvp9xNkEXmcx8E0OzjNsxQG3vRyPfAVxTrLNYi+5J5ckJfxQtXUFvnqiPVCgCvA6C5c1jLrV1a3CFeUySI6NTw11WKBdmvYlRgUukeLl6ZhGzpqkd5FSeNBXou+ILH7PzRIHGSiuU8991ysgn268v48UA6Pnmm13/2XUTQHTVyL2RyflesvFvs9kZGQEhbXx8XHgATRbmv7BIUVaRIwDVAAifnqajTEdryKHH8JK0OBOfIavbbVaMIYI0NGwxB1AX4f3B1mElJd43RgD+IF5j7yqCd8LsBMxUURXEA2FtYTQGGGQAMJcP5sn5SdcaRggiKJofn4+n8+vra0hcLOzs3N0dDQ7O8vUDlo5sYz49unpaRKOoaGhu3fv1mo1qJLj4+Pj4+Ozs7NHR0cHBwdzc3PVanV+fp7Wt2KxCD9zYGDg9u3bQ0NDQGF0qoCvMjKF4cZnZ2e7u7sMo8FlXl5eMos4iqJCoXBxcVGpVJrNZq1W47YVi8WEFzSIogi0vc/LKuqwl7WOFC1QjllC9Xd3Op16vU5pEICXVnd2EoTSjhqcYrw+OBFTxw9sswqeFewuVKL7snF7wkPXnTfo85DwHReuuxij49zYa4KwKQFRjTFUbeE2c1v5PdrreFnwbYaqSklbOj2oQ8AvDYIAd2V8ux7pXT6fFwSVblf8DdzUIAjA/+HOoZ5xeHhISAtOwHbHdyJIdH19jR4erUphGDK2rNPpjIyMQFYSiShqJ1iBPi+XGIYhJVIKLdbaZDJ5cnLCpAHWYXFxcWJiAsr39PQ041+4MDoukFPGfycUFVn7SG22eix1z22Sp/XUF2UDaJesP0tHWj0uM+FnUsrztUe33XkMv0/4JmbnCbGBRwXZvbCf9JdiM0jfV+Axxh6kURpX5M25HQKEiD82CmXVOagshb6AuPthVCyiX67fRBZNPsWqpFCvhjxNvqxO1ORIOhXimO5AR98mnaYblQfLQjn1kF2k01ltFiSUlK1ivSSTvmDn0V1JRrWdEf+NBZOogvMCFwFGz+HhYbFYpBDY8oO6YqVRquMJaRLjqGIPnS9g8TPzTMIwvLq6Inwnb+E5bT+3PAxD8jeiWyyJtZYEFLqGMHuxpbgJIj+EwKT/kDZFxt2zMijFGmNkGAO1zMDP7eAH2WmB550FV1dXL1++7O/vJ9HkW2EdKpXK2toayoGVSoWEulqtnp+fT05O9vX1lcvlly9fUlIaGxsD59nd3Z2fn3/nnXeur6/ffvttxMkymQx6QNzF58+fHx0dnZ2djY6O8rbJZHJubo5y5s7Ozvj4OFq9xphsNot5Ojo6evXqlfFDU8/Pz3O5HENRwjAcHh5mTo12nFQZJcW0nr/K5uBIy++N5+mAshrfSkHnIqFKGIbohhO8CNFG+n44q/l8nsk15JoCm2hHqNEY40NIXZ6RPMDewKkCRTGwSkuv5186SWQWAfEd8s/q0QAAM9tJREFUPHLkCCSkoqovM0AY7sPYL6hPYRgyaYTu1TAMkTVHBQJEgQ4l4Fyg4MPDQ9SZORLJZHJ0dBSUFforB2NwcJBRdNyIw8PDoaEhhlRbL/AEXzqZTLI5nXMTExNMTkgkEqSqk5OTMIaI9qACkVmyB8IwPDw8bDab0ouG5ybZJUTd2Ng4Ozvb3NxExDGVSs3NzSGbwFzuOI63traYN6ANltwmbXblHolV7THf+mddQTDq0WOCtWHV/kA+V/+r94beReIjo+4uQPZDx6sWRL4rHFMlnwhoxj1lMcUiR17AnYcsi8C5rnvemU4QrRKIiBUdxijuUk9CKe7N3Zg537P+4i30WolPuhnEyKX2vERcV8+N0Dda3qcng9Rvon+v75pRvlmsgTxfvunNjFY7V703AkUXurlbQlXTjXxPGr1hxhjmGXBPOU1Y1I6XY8Ol0V5C3kZViw8VI+OcA9OSi4dNxsQkYS1QP2K/OefGx8f1SuLSiPittRgQay39nVJih6xAg6lcLbudyK+vrw9hL0R4yCLIDHFGfX5qeqR0y1mB/v7+gBlpn3zyiTGmUqkgZUfhsFgsMj46CALa4cmvYU4651Kp1Pj4+NzcHJTCwcFBNJCq1Spaent7e1tbW/v7+0+fPs3n89fX15VKZXZ2NpvN0g8Kc8RaWy6XqW8dHx+XSiW84NnZGSPCuYxOpzM7O+ucoyuIdAQ5t8nJSWbNtL1qNtAfg8IFuU14gdlIERpl3+iMU1yapFZ0y7IOMKGQ2pHF5We04wF4rR+NhGXRRaCge0CY7CSnCHhyBtxnIXgS3znVkuWUsjOfTrUpjmOi+76+PphvQRBMT0/L8AEGe4mPKRaL7HKs4fX1NTq0qVSKMSkENCAwxD3s4+vra0ajTE9PG2NSqdTJyQntWcaYRqNxcHAwMjKC/468tDe9JSjvTE5OMggaH8lMTfYr6pQISI2OjjKTh7dFLz7h51sJWx2AmnFCEK0p4hqvfsBAWVz10dHR+Pg43xF82Fp7cHCQSCSazaY041JfYKdpCy5WXu6RtuA3zaVRTlQ7AO19tUvoCZ702/a4Cm1ze9yhQB36N5FvZrU3UiXxcNg4jf9ba4lRQk+TMR5KifwYAO2wY4W1OlVkNYoEbm5U9UKlgBh6Aq3tTu96gEejXKx898jLBfS4UrkAvcLuRljDabJ+soe+YO3wNHQkr9V3Xz5I3zt9x3s8qLyPdsD6XuuNJJ+iowftR103MiHJk1NBwNDQUC6Xu76+Br1st9u7u7u4hpOTk/7+flQkjZ/3EPhWDQwsFTHwJz4l6RVmrFcL4tZnMhmSvP7+fsAnMCehak5MTLT8qEHMDpOVk36WBuR5ai54UPj8csejKBI2PpAVBk1CwOHhYfYw5hEZAKfADN5E3/p2u/1z7U2S30KhgC62tRb5OgTcy+XygwcPrq+vKYKWSqWnT5++8cYbcKggKJKpbGxsoO0bBMHR0VG5XL5z587a2ppzDmu1u7vbbrcZXxyG4cTEBGxg2gFrtVoYhnS/gaQ5X0i7uLiYnZ3d2dnBGS8tLXX84EbGU5dKJaS3A196MX7IF/VFMlHuinS8spkkFuP3sae9yUHt+DmdnU6HBCuOY9jVvAN3sa+vb3FxEeFy8qTh4WF6Fju+R7PnzDvvd3EMsW/wCr2gdqSYDnLqYsUIkNMof3KeJx36zgHCHSQcCSSh/HQ6Hea4RVHEgGWwx1arlU6nUcjj5JBZkr9aa5vNJm5jcHCQJ5OUQ+nmVnLjrq6umGrCYcNJHx0dsc4ABpxkSuYtP4qI44T9pWc0DMNSqQR3rN1ug9nytrRyQnEqFAqNRoOTiUptHMcQuxghQDAB+pTNZk9OThDK4BDm83mcOi2tU1NTHApUhDpe6Z4bKvh87CG40BNiJXZx3SCetoli7LSFdSoU02GW/L7nnWOv1/qZ9pSHFMYkgzQeIWQjiVMMFK0m4QmZgp4Z5ciFiMEp43NJLq1vD5VTI4QDMdzyReTraDcvayjr6VRcIi8RcywZYejF0sSU63WQNZSLsd2poT5r4sYi1cio70LcPei+x0vJ750KoYxy2z1P0y5TrIpeKPmTDqrkQ/V3IQbqiT+MKh7ruyzvKW8LUEly0vbyQHt7e845Kf6BBcIYNcaIznMikYCGw8HEhFJBh0lEcREjADECQ0SuGXteN0xSWhiMMVIkol+Dik/gZcYx5vjyOI7pUYmiCJZQMplEG4FKKkghlpDqphxbevNkGjbzWwRHlCf8vBZVLBa3t7eXl5epEUJENMYgyb20tES3PpNJIOI/f/4c/i0p8KtXrxKJxNLSUhiGW1tbdGikUqnd3d3BwUGKQ81m886dO845hl0wDmV3d9cYMzc3h6I3DZ1YT0puU1NTm5ub3MW5ubmNjQ1yDjrQW36ABlk5ri7yiu2YA1qISOykkUb2cegJwGyapBcYAtbDSbBwjAQJgmBra4vUShc12YIwWtGOB8Ro+xFLYg4kp4y91LIO9sVcyhHVZYP4s9gZxjvjHv96dXXFLDBUDtrtNmO3oeoQfKGkyNKhP/DGG29sb28zb/XBgweMY1tbW6OdN5VK7ezssPvb7XahUCChhKVFFgvPqN1u12q1sbExNiuNJRytkZERoPtOpwPtq7+/Hwprq9XK5/P4znq9TjMuvSsHBwf5fP78/JxSAgX8XC6HtxO1yUQiQbBsjCkUCigvQtthqDWhHuef4gfQNBkzKezU1NTu7m46nX7+/DmrhyE+Pz9niI1RPi/w8Ls2cEF3Gcl2pzVifPXd1Gaxx95py64NruS7VqVcsSfgWN/eJ+C/UWxScR7JZBJ+NVuix8haawkXMH9g3XwKy258RijVIHxw6JuhhV4kJczIE84l0Ym7y/lW5ZEcJb4RpynsVnIOFRdJzhp3p+PlhOSveul0pGK7g9qehz6MVqWDfErUrcwgPl5/olPRktxl2Qz697Y747+5E2JFkpckXjJ1HU4F3di4UdFYrNTE9DU45wqFAmpc5I6sMK0a3GV6HHnzTCYjap1BEHCQSdqAaq21gFKMh+LuAFxdXFzQT6/7O0nsqHoS1OI48RrQ+lAkcM6J5BAHX+yJNIvjg6MoGh0dhbvEv1RAgUgFHaHMKfrqIHMsIB7958AMVAjWFLk1LtcYMzAwkMvlnj592ul03nzzzXK5PDAwMD09TRmJWADZ66Ojo6WlpXq9vr6+XiqVyLsPDw/b7fb09DQgWL1eHxkZefbsGSaSMaTGmOHh4Y2NDefc+Pg4zapUgGHYTk1NxXE8NjZG8hqGISkROkH1en12drZSqSwuLtbrdfp4JIlkvbQdJyySLSL5HGCvxKrGGGhdgR841263mTnFPGRr7cuXL8Uwcc+ccyTcu7u7i4uLrVaLRh0J5403poGaKsCVSJivo1qeJuX0yAt+ahNgFVQrVkBAGAIXbMf5+TmDpiHLUANg+9IBws5mXGitVkulUl/4whf6+/snJyfff/99um/DMBwZGfn617/ebDZfvHjx6tUrVPtlt0Dhcc7V6/VUKkWhkSUdHh4+PDwE/wyCgGlBpIyUE6IoQn6PBJS7xj1l+DtZIDUC6igId2EOxsbG4JcxD4ADzGFDFJCOJs5zHMfMoGdu0dTUVCqVAsidn59PJpOffvrpvXv3rLWMdNjb2xsdHT05OSmXy0IElR2iCcbapLruLFNbZ+sfYv3FKxilj2NvlNbErDs/FUSnnoGneIBcOaWHxXqSKwvBp+NF/I1KejpewS7y0+3lE4MgwHFaD8BgTaRyT8TJpg2CYHBwELtj1fQxfQbF1otfl3jXeuKe9TlxrLjlge/IBNsQR66dijhdvfJy9rXHsjcm8WlHJQW/npxPaiva4VmVXGpXJJ5SvpqUgXoiIedrLvJLp8Bq8X+xmhMQKB617EN9PfK5ctbEuOEqsHj4Oc4LJhQHSZNV5FUIENSkVoJ8DZ+CNA87ub+/v1QqwZmfmJggH8OzUoa01iL4zkBAKjI0+O3v73NzJV8EykLiBrfHyggnlllM/f39IGfO92WCq3HBKT//C/Q4CALCdBwzxU7Ij9d+mhMbGLzNSS8KtKhGo3F5efny5Uuw02QyWS6Xj46ONjY2ZmZmFhYWXr9+PTU1hXnd3t4m2Mdclsvlq6srlCOiKMI4Ql/s6+ur1WrlcvnFixelUqndbiMGRFcDTQ7b29u3bt0KggAyJFUoTGd/fz89D/V6HfCw0+lUq9VUKsXQTfL6RCKBE2XKinCfQj9TF1lwLCNbhxZalgCOFlAkmwybwi4Efy4UCktLSwMDAww1o9uXMJk01PqBvUEQIDTV6XSgUGsj6FSgHfhKQOhph7oa4Tw3RFgVchjEgAZeYyVQ0mhyMfwsynkkghyMkZERMFKaiJrNJn0UHEs4om+++WY+n5+amvre974HEwfhi5OTk6dPnz59+nR4eLhQKCSTyUajAaEUwi2KE/B1UfnhIzgSNIYaY0gQrbWEaDL3gEAP+eKzs7PJyUlr7fHx8eTkJF2Ss7Oz4huQNYBkVK/XpSmIIjrvj8Nu++FWqMnDaZItB3TMzqnX6+Vymdt6eHhYKBRoiSmXy0g/Bh57tN2wub2Ro4iBc90po9hlbRZ7ntPzKquSJHmtVSo5sWrwCHyhXZwlsYsGM4znwUmUqS0s/k+IcpHnRAgAA8odq0IpgaBkEqAFMMhww2Bi4rDFEUq0J1/EqPnYUlsi1nGq19MYg/8OlTSBU+mj9hZBt2J+rIg2+h7dvC/aFekn9zhFufioewiXvnf6wpxXw9BJs75moygX2hnr3aKdqLwqVtxals6qkFo7de289dvGfiQfhYkgCGBcjo2NoZ0ZeeJ04Kn1w8PDmUwmnU4Xi0VjDOYXAnwmk8He5nI5zloqlRodHc1kMtBwxsbGgL7A+RhqBAZLHIwoQbvdHhwcxDsQuuHRQz/Yjm+0v79PTz+GCHgMngQLQm4DNomVJsgjAsBlJL2CFZzblp9kh0kPkEfKZDK5XG5ycnJ1dTUIAmC9OI5HRkastY1GY25uzjn34sWLnZ2dpaWlx48f371798WLF0+fPg29hicGKJPJLC8v7+3t5XK50FPvEonExsZGGIYwaS8uLlZXVxnZCGIOv2Zvbw8/jXoZqef6+jrVsnw+f3p6CiqLa4dPRCsCYY72PdhTngztFltpFBub1WHtRI6Ao+iU9NrY2Njs7OzMzAxVunq9HvtaOluEpDCRSDAbC/kbevONr3rGfjqSbHc5Y3rjRkotTNxt0F1W0adFH29tIOTUAaVqdVaiQqhY4JZkDGjtRlH0a7/2a7/wC79Qq9U++ugj2lJXVlbK5TLyh5eXlyMjI41GI+FFQwiSMpkM3DHq0M1mM5fLjY2N5fN5JjwT4aZSKRqZk8nk5OSkNEdTEWG8GmkxyWscx+fn55ubm3Reo9nE3nCexV6r1XgmNDEanED4iZEFy00mk5ScR0ZGiLKNMeC3g4ODL1++5KYsLS1h/QFCTk5OKL2Lg5FqihisHsfZY4t1BnDTCptuLrTp1lA03Q2g4tj0x+lrEMATNiA+JvDzT5xPZdp+Tot8KfGO+Dk8HyGXxF4Jr24DcSzy/aYkhWKmuapQyR5pHyn4Hr/pdKvAy+/1V5bjIHkYV2W6Bz7LKZB1FpfTs1Z6nW13lqbvHVciFAG5WU7VR3Qcoz2Q/mj7WUFSrEq5pvvR42vlQ103t1Y+JVBlAvGUVgXZeos6RTAUi2eMoWmSJx8dHR0dHXX8fE1BZa+urjh0zDmx1s7OzsZ+BBPMD64ERVW4BZhZ9hU9e/QXDA8PI2wJdR96IBwFNDIBUSVmSnhlUMS0ccw0iRpjrq6uyCCNV8sJfNEKdAqDT/p0fX19dnaGShGbWVRx2JDpdBqHit/lI/r6+oKJiYlkMjk+Pg5sfefOnVwuZ4yZmpqiP6HRaFDJZ0banTt3MItRFF1eXgLAZrPZfD5vrcWxOedWVlZIO46Pj/v7+2u1GkXgIAimpqaq1SrSLZlMJoqimZmZg4MD+EfW2rW1tcPDw/n5eZpJ5ubmcrlcsVh89epVHMdoIAB5T0xMSPc6FEptg6ynM6AYjkxM4JUPnc/zYE8hkieoDphbIpFAa/CNN97Y39+PoqhSqQhsxXGSwR2JROLu3bvkWCwpGTBPlrPNQ4A1dnDCi13JMXa+4GS9MmfgRVvkwEhVtcfQkAwhBNjf3w+TW2Be1K0SicTk5KQxBtiT/grCjsvLy3fffTcMw8nJSdL3X/3VX419gQr8k3p7NpudnZ2lnADFDuHHRqMxPT1N0NBsNunZ4MBgoHO5HJ3Lp6enhJnoIXBCaA6xPk0kqcUR0k9pjAEqoEuYxZej1fHSlxhiYWZBTyC+AUcCniIs2NzcbDQat2/f5sCsra1tbW3lcjmW5eTkBFRDwnbJ7bTJ04a+x0iJAe1xrvr5n/kEbUB1ais7R3JfeY7U3gic8WRSyw9Um3yP6zXe0crGgx9nvOgVH9RWUkFkn0ZxWQNFlzW+jKph3kjJ+sg1y8WIS7M+Hw3VZFnrS4biL8UrGyVEJ+iL69YjjP3DKTavdl3aEeqcT+NA+s3F6epwp8fvWpXpxt3tH/qyTXeDpnx04B89+0Q/R+frpjsCk53gFJ0q9LRn7e8Dj9yCAkrnJdrUoJQnJyeB1ygFwMOoQjQR2D+Xy5VKJdwbPdk4QhkLWCgUwIRAjMfHx+v1uvVsf+j0XBuhKqLf0sgkhQaoDAiFkgfDXMHoQf6Hi0QwDfhxfn5Oy5l0LUa+tyT25DUSbl7onOMrE2sGsPZpZSXXzmazu7u7+IPt7W1rLXxIqBm0cxSLxfX19fn5ebJgY8zW1tazZ8/29/cPDg6GhoaePn0qaTLdGs65ly9fTk1NnZycjI+PHx0dLSwsNBqNi4sLuDylUgn7aIyBiAztyDlHurC8vNxutyuVCmNRT09P19fXkWFzztXrdfQjuOuh12Wl5lyv13d2dsiqsd0EO4EXASAklyKcMYa504iMx3EMWYb5KnG3chWYZ9IPJaf8ubW1lclkYq+c0vE61Ek/mybh+0rlbsn5iT1LSI6xBo31aemxv0LsZLdZawFCYy8dcHFxQZsjUD4zvEqlkig6HR4ejo6Obmxs7O3tAXgODg5+5zvf+eijj4g9l5eXC4UC/vLw8BAekDGGl9PdSzoIuG2tTafTo6OjQ0NDbGJSf9pGcZZwzeS+UPOGuYOiukQwAwMDBLB4QWB/TvXw8DBRFwvIRL3BwUEgI6aG8a2R/aOVyFpLE/TS0hJlVG5TLpfL5/Pr6+v0blYqFeq+Go0MvCS6tkdiRo3KeHqCOTF8pvvhbuSj2urJy+UJgSKAiG2Vt2Vvx3EsGrni2GSbJb0srbyV8aIE2G6rCq6SMRiV3omrEPcm7icMw7aXWUGrWVt/2dWyYnLvdPARKLaB8bU9yfJ1ZZH3SSh5B+3q9PrL4ssLnUpqnWrD0C+XN3E30kSJnG7eXB059dwgucWyknoLGQWJibMX5yfPsUrUwqpJveYfDsJ4yHeXZJrfX1xcQH0AEbXW0o55cHDQbreBmvr6+qCtcHLL5TIALPeFWqYxhkZMmlVonSfwpaCDDYeIe3V1VSwWrbWYa0xuEAQDAwMYroODA2stkmQdLzcWhiFFzTAMqXo650BHBP+z1oKv9vX1Uf9mcqI0i+Nc6RUEK3VKKhJrQKeAMebnQzfhKNZqNRFGf/r0KTTier1Ow4n1siDNZhNYbG9vLwgCtDoPDg74jHw+Pzs72263//7v//6LX/xiPp+nwnd1daXHbKEl1G630Sqz1sLsp2xZLpcpR9M8d3BwUK1W8eiU31KpFCju2dnZ9PS0ZHJTU1MQq+TIRb7PRiLTkZERtH0FZdJzPIiaof8VCgV0YeB5MhBja2uL0alihhg1Oj4+nslkqPVWq1VQbloe9fEOvMAsG1poDrFCq0x3x4hTM4Ej1bISqUlAkeoKN17eiI1lrR0dHW21WjgnWjVQ0HXOnZ+f1+t1Shf4M8ZKz83N0eC/trbGwPAgCPb29vgWT58+3dnZqVar1Wr1zp071vNl2Dz37t1bWloqlUrpdBoIIZ/Po0KMwB46REEQ1Ov1Wq12cHCQy+WstTI8lqiLpJMoknlz0N4CLwXsnMtkMmhU9fX17e7uIssAnkHjCsb6+Ph4f3///PwcEWfnHIr2xs8UGxsbYxAuI6mttXfu3KG2AbdcaHhStxNjpI1dqHRetD2Vn3t+qR2h2LKgG/QTl3bz3eTuR17KSowpfThUH8VM9/kRaWIfI697Jw5PnJ9TdYHAd3FwUmKvgaDbtPhvoOZvyzpgOvki/D7pFWsj1ajDJYnIn1wh4WbHqws5lVfJGuqsUR+lnjXUvrPHn8m/8oQeRxuovPMz3Y++Bgl3bHfqrP2lxDo9+0G2Vqy0duXJRg3CjLu1DOMbbCD5OVAkrOAGjm199hZ7ehFcEILIXC5Hnjc5OcmFMYZobGwMzAmgiLuPAuX09DQoLtcGWgncCrAnTUFAoHRXa8ZsvV4PPQMLMnwul6OvbGhoKI5jam28p/WVSOfHzsPsC4KA0JmDgMYePaCyqtlslsQPiSJSKfieUtLil6Ojo0EQQIANXr58OTw8fPfu3WfPnk1MTPD9IcHOzc1dXV3Nzc1RXKR7ElNL98zi4mIYhujNDw4OXl1dTUxM3L9//xd+4ReePn16fn6OtMrW1tbh4SGietA3Hj16ZIzBxs3MzMzOzkJLIcRgPCdpBGHU5OTk2dlZqVRaXl5G8eD58+ecdjDk4eFhFkIIOHIshfKA7Ts5OWH0B5iDxHSR5x2gPkOOz1LAqKzX63QKUsRlNMfCwsLy8jI3klYKeMykrfT7S6WH+xR4Ck/oxcZk90uoLpGjHAAuXiBZOdVWAW78EmfJV6MrgB0zMDBQrVadJ44nEglGuVLuRk0CBmyhUGCL5PN5PAe9SVQZ0a/qdDqjo6Orq6tsZa7h9PT05cuX29vbEL5rtdri4qK1llMHKTyKIqHe4Nr5iHQ6jWIGOAzQOnyi8fFxzgnTY46Pj4lOmDTAXFyQAOIt65mc6XRaWOajo6OEmYQRyG4dHBwQlqZSKaagA6hwv7hgGQ8nWY5Vsyo11OmUOIu2g/oJ2oC67l6Fmz71M3/ZY4IlUXMe5094lTt2CxZK2Pzi52I1b068vvPwKRRrea1IvYSeEC683IQf/kVwKf4Dzy0rwPVICB+oVpMeT2YUP0Vert2GUcyXyLeySCQR3eC26O8oSxeoWmasZsKLB5JP127m5tGLuxl87rMSO+e5FPZG72bU3WPmVDp+8wrF6UpWLRes4W7xoLGqXNobrSY9qH7sC5PkXhBH4PhAn+l0OuhwwVrnXwwF5iXwo7t2d3fZEmJ+MeydTgdZ79g3ZdK10el00LqTFGJ8fPzw8BD+hBD+4btSRSIbjuM4nU7DMOLygGHBvVKpVC6XQ1Ye8Jb2RXIeML+TkxN8NvJz1PuYp31xcSHFI5ZxeHj451ulUChsbm4yfqRcLhtjSqWSCOmCTXU6nbm5uUajgcbswsICV/nkyZO5ublSqcTNW1hY+OlPf/rJJ59IJ6W1dmJiIp/PkxTLrFFw5L6+vp2dndXVVcZ55nK5vb09klo0QlF0a7fbjAxbX1+ni0ga27e2tuiHMcZcXl6WSiXQYG4J5oPqLiag0WhQCs1ms8PDw8yogtrHlOPR0dHJycn5+flcLodSPJxe6tVUnpF/W1paWl5eBusfHx9HsxfC2NDQEDwusiJwMB3lhb5hVA5/7MkUgW/ZFthEB+/6zBsV5MoZk22nOWDWWuElJRIJCe76/HjtRqMBq5aWj2fPnr3//vvPnj178eIFrZOUQr/85S8vLS1BYZ2fn89ms9Za4HEO9uHhIbo5XPDi4mIqlRKUBh8j4ssQgrjLgEKgoHEcU2NmK5PrLy8vozHEvAJ2VJ+fJdTX1wcRCTg6iiLc89HREU2izrm9vb1arRZFUaPRMMYAPaXT6ampKaBdNsnMzMzQ0NDx8THRLmq3aCZgqjpK8sb5TsSeZokeyyimU37juqFXbQ1Nt1PscbRGgQryieLJMEaAGYgaysvFYvItIqWGmvTzSWI/l8P44T/GN5ZgUlk0Cp/iq0JPnRDbbX0hM/b8xsCP44hU/4bx2VKgxPA6XgwkodR9+XZgMJGa2SnrLzitZifF3aPBjHexPfGK9kZGRT+yXE51RmqXKfdFn+ubGaS8POomKuuX65hAB0mh0kUSFy6QhnbqXGrHN6fa7uHb8i3sjTBO/Ees6vRAfXt7e9VqFc05DgLKJ0EQANX29fXJeAYKJeLM6H0QNhlHj8ipUCgwMI78BBMtcvCQOpPJJOOwkOTEHeJEsRvAlnwuX5zNSVkKPge4LraXKJkfrKeF05cSeiUZqYPioaD6O+dg6siZbbVaPxeTxDEsLi7u7OwsLCzAaEJzhyIi+F673c5ms5VKheykXq8/evQIXd16vY74DgH+xMREf38/rQjY3OfPnzPdt1qt0pSDhg5Vq/39fT56fX2dchTZrbWWsi2m9vj4eGxsLJFITE1NARDt7u7qchSr5nyIbT2ojbeDSfT/1XWuT2lk3Rrfu7tFvIKCXEQQjTWmJknNfzD/f02+zEzVvIlRE42AXCMOIhG6e58Pv7PXWeB7/GB5gaYve69nXZ71LKIWrC1wQoBP8haBN2stTTitVkvyCdCMkWXnLZSIYagyObJSqdzd3ZE8xJiu+Zm94vRpf1bMh/WaCc678GIgpD4kmyFRLQSyAwWDoyiCuiKkLYwL1Grm1URRNJ1OG41Gv99nHEqpVGKyKXePbOr19TWD4QqFwtXVFZ4EPSq7u7uMqkZzDts0Ho/ZKnt7e4vFglk0DLbFfcl4rUhyKTBm4TDTW4JUUBiGZMJh1k0mE2LKIAjq9TqyDCReYPFBQ8ffiuOYgBVbALFZBP/W1tZQPIFHADENOSopxJbLZZzI4XBIvG48jSVUUjViH3EBtVmUdJlGU+Ozo/J3QQuNkSvQKJ+1ApMSVKW+Ip76LmzOUwCDF8znc+yjzDwSHMKhlrHhclFhGArFg7esra1xY+Hr46MkfkQBiRaanYyXAOUMMaZ8ls7xxmrOpfWNEIESQrLWsp7llUaxojRmrKCL3KuVWM2qSNf6MEheYD35TtLXkik1KgbV6Cufq32UVE2cjtUQN/00E9+ize2VUos+rBTOZb9b39CpSzbW6yiJSRH3SJ+thm1x+KDYiCeEv0XzWC6Xw7QSdT0/P0sLw/7+PnqlnAmhJ0djoBiEShAEu01ldDqdSqeHLGkSSxhnwq12u10sFlly3W43iiI0VvkB84s8J2vv58+fMl8aHbQwDJl6ROtIr9erVCp8RC6XA+YfHx+pZ4l54YpQlsWqB0GQyWQkieWci4bD4fv371ncFxcX+XyeeI42cwZhQ4UajUZovXIXUJp9eHigJ4RTf//+/eXlZT6f//jxI1Mj+GDn3PHxMWdMjN9sNknlGWPiOG40GtbaVqtVq9WoM5+eno7HY8iT//77LxUmcrzGmF6vN5/PT05OyuUyPub29rY8j8jPJJKWGLybra0tZPny+TwgYYyBzInV4NEaYw4ODq6ursIwJDdFLwSjTuCeBEHQ6XTOzs5ub2+dHzovSnV00c795EssS6CoE7KOo2X9z1BNBuBr4cdSrvi/YizE6Mzn89CPfmUx4ROQVkXOiqPRwEMRHqfMGNPpdBCAdc4hLPf58+c4jr9//95sNpmEg0KetRa1Jtyx4XDYarWm0+nOzs7Z2ZlzjqkCQRBQfmC1GGMYqkewm6YpK3s8HjvnWFRsWvhibCSq4GiCQCJgzaA9xKWt+1kc1WqVvAWukpgANjAYwOmRLGLuNBX0g4ODy8tLWN90OhMHJ55Barzv71ToLzYu9nM/BDL5VYwyv4qXIy6ONqMSMq6YV71stPkWHwtTGHkdNX0cHf1Q7pWWSkmZMuxJ4rxA5W+1l8ZqwUMS4Im87EbglQpwg/DltU3XUaDzYqRynNT3FTg1roSvWM1UEWjRGClnvuKpOB8KB54dKtGbPDvhGYhXmiilkUSxkd1yYkCey2sPSZwMuZlm+UsenFyFXjMagPXGdyp41ffBqGInL0sUVSrx7Torl2D9gOhAVXwTL1KGK0xvBUEkPQhiwNvtNuTN4XAoKZ/pdDoej2nVY2gSkEwKBNvonNvZ2en3+2ANsZ3ceaRsaFykwYwIZ39/n0tL05QeNswUygbELcAtdgnSfpIkrG2cPIo4bAQ8csitUtlhPBmvlHQdRSgcLEhGEcopcBp5g5bIIqpgzO+vv/46m8263e5gMMDq4XHkcrn7+3sqqLPZbG9v759//kEFm2Y++vyYKUG5dDAY3N3dkT3b2dlB1RObGIZhrVa7urq6v7+vVqvk0w4ODi4uLnhCaZpWq1We99evX3O53Pb2NkOqhS6PJ8uy2NvboyDHTJXRaPT27dvNzc1Op1MoFKhaBUEwmUzK5fL9/T31VLRJGVvGZ8FwoT2W7s8kST59+nRwcMAE7yRJCoXCaDQ6PDy8ubnhpmu3TkBOvEunYgvtfmprJVtLLIsYUHmZ8+xZ59VbrLXAJyq4mIbZbFYul6fTabFYvLm5AdKOj49brVa5XG42m1++fGH2yNnZGZMm5/P5jx8/GL4NGpVKJfhiuGn4j1TsSZzC3wHVrLUnJyf0h/T7ffZ2p9MBJmnkQvgJcjJOLulukjzIGqPfgTNE2ZsEBqA4mUx2d3fpNAVEQU38mNlsxgKQkTt02pRKJSLUIAhQSKjVapQh4ji+vLzsdDosWp2KFNDSllGAQVu9149Mm2B57vJ2ozhi2i7Lrysfqs2386EhkCbRklF5xcArAvJfbibHJH9FZJB46g3vCv0kKWlxS5XKq1hqgQq5Orx+StSSBBZf0Kp+aI1AyatZKEYF05JjTBXZx3i+0oqTIfdTPtT4ERxWTeKUg3NPaDaQk1wJYfU1audVf+iKx6Mx1arabbBco7UqlFx57oFnQsjjluyr/OqUuq9VTFrnm9ysKnPyM16R9fUg/BW+B0EAOZZYiJwcOXNGIGcyGQTqAl+8RLdSzNdgMJD8nHNOQFRKpNwfUOPh4UGku+RBUIYbjUaFQoGQUYwedtgYA4pPJhNkroMgQETMGMNUTmutZFYQRoh9ywpjH6V9M/KCd4FX14NwC4eRBUbCLJvN/l/nze7u7ocPH6y16M22223nXLPZDMMQWfavX79++/atXC7jLMxmM0YEC92GYunt7S3pb7Jb29vbp6endBHAiqQgzFLIZrMwY7V0AHK1XIa1lpgdiZYgCKrVaqvVIulaKpX6/b4olzovLryxsQHf5/T0dGtri6ks8GCr1episUBJla7Kcrl8cnJC/QxGMZ0Si8Xi/Pw8SZJGo/HmzZudnR0a+waDAa2rYRgiJYXqEDL35OvxRfDjhEnx2qrqjeE8Wd8o7LS+yqKLGakvHekdyJpGXyNNU1L2zPSw1tJHUavVMFVIEvN88b/IdbMKcXGcc+PxuN1uT6fTZrMJP+vDhw/GGFI0RCc4UlT1cZLYUYgBJUny5csX5BRgwTnnoAzImCG8tEwmc3R0BBkNUne5XEYPNk3T+XwOHpOfjz2lk3nRVJS5S5wYzDLib+qvSIQgwsBlxnG8vr7OTNlCoZDP51Gg7XQ6mCEgOfSkLRaYNpROZdKElrISEUoxT5LqkVc81lZYW0PxhAJV6NIWPF1maTpfA0u9CsHCq3/xLvI9ApYUhKy1+N2karAvsR9zaHx4LWG6wDAQGHlhXutn0nEJsRfMCsNQCLf6AhMvWKp9Bf6i/y7bIVSClPKW0PeraDA2rzwJozjGRnkwshNX3FaOKUjMvzSSaS/HLhPgNXxqfJIn9Rov9WmnSuRBv9gpbry2HmIZ3HLx1XlSmPUpX0HTlRuonQa9mFNf4JxMJp1Oh6Gz8/mcjBHdI9D3rLV0msGkRe4OAJNMqeTbOaudnZ1cLod3S7s2a09ywqgFrK2t0fZGdVMI4cSOPBRmHbKLiSz5C83ZsrWNd4kIkDDLk8lE8knWD8TO5/PwdSKvYEU9lRCRNDVOdvD3339ns9lPnz49Pz9fX18j8vLz5883b97AFkGdzzm3WCwgIuIFHB0dff/+HUDO5/MnJydfvnx5fHyEWRpFUaVSoUkLdbSjo6NWqwUTtVarSVWpUqnU6/XNzc1arYblnc/nFxcXNKcbY4BVay3R8M3NTb1ep4Uok8mcnJx0u10k3/AgDg8Pa7VasVh8+/ZtpVLZ29sja5fNZhEt6vV6T09P/X7fGPPy8rKzs0MqGFFT8g/D4fD09NQYw1Ws+8Fv379/h2G7trZWr9dp2yDWoTIXRdHt7W2SJNvb26RMtSfoPFlR+AV6P4szpdFUAHXF95QNxq/YdJ4UfDZIMYvFgmgsjmOk2ylUo2JFpV1cqjRNKW5JGYkszR9//EEzU7fbJaSmiAs7Gg5Os9nc2Nh4enoaDAbWWlhUzjkCyk6ngyYGiM70N9QngiCAfQD1YLFYlMtlOErEuFz13d2dtRY9RcZ4bW1tcV2Ux7iNsAY4ASjNaCw0Gg1uDo0ueBjOuUqlUiqVgiAgYu50Ogw7Y8tZXxjjayXyECsmJkmMlFExx2s7aNWX8zmDVJXWzHK0sWJk9X8jr/uTemaNNFZaNdtI+scEKYETMRCyCKU6C96LwyfVL4wad2/Nq+/i1YnwmGSwpby6giss7MhPdrM+vSwvcKrwJrsgSRJWJqt64UfQSJbVLLukcm7yBeRzdQInUriVJnp+5UO1PoPA+X9FRP24Zc2YZSyXnatXhX5vulyCtcsdTfrjAs+i4vVyk2Pfqp8qSUKdAXavonzrtTvkHEiwkf/EA4Y1SX/a+vq6GH9IMBiQfr/PBF9eDNlnMBiQciiVSnKZFNQY7QAiksCjU5EnBQvJOYe6GbiD7DCOPhxDYkGgHaIMrZmQPQljjDFogZHOjaKIgdCcNn4exiQIAlTkYGawceZ+GgGYHVWr1TRNz8/PYYLQAPDw8HB/f//bb789Pz93u10+KZPJ7O/vQwVixBIOOxj+119/lcvl4XBYr9cpQ/Z6PeT0uP7pdHp8fMy0S2vt7u7u9fU1NJ/hcFgulzudzv7+/sPDw8vLy+npKeoHFGYR2alWq9VqlV57biJhE9oTxWLx+vq6WCzu7++3Wq3j42PgH8sIbaTf73/48IE7C2uLAcVxHNPSboypVqtBELTb7SiKyuXyf/7zH8gySMQdHx8HQVAul9vt9v39PcEcNotp1c65g4ODjx8/Pj4+ShYL1Jelqf0+vZq1ZQyX27clvuQFkR/hJNkb4lo2EmqNbLZ8Ps8ssGw2+/Ly0u12f/nlF0nu02vMbuRn1i5Z6zRN19fXSahKcm80Gr17944CRqvVGo1Gm5ubpVKp0WgwPgV6DuaVSjO8MNyg0WgEbzlNUxqcCFOIbqMo4jWLxYKwMkmSu7u7er0ONYz+Gabi4awAzEAv8kDOV0mpSSC7T+c1PSppmhLshmHIbDsqC8h9MP4TDRG7nHcNlzmN8rP+QRujVFFC3HJPhQCVxhKNkRpQNeQ4lQAMVFU79U3JAgDyRgBDiuvCs5V/SaATLHcxgRkwCQQtSGNiFp1PhCSqZzRUjFPn9Ym47dZPqQyVNhYflywTXPVNCJZZbyvf9d6xKg7TQKWPI7dUEEjvTf3fVInja/zTjtEK5ukDyvHl9fKXlS+523IhgSrByKHkQnR9XTsl+vhyhqEnOVvPRtRr0ipXw6hsh/MKxki2jcdjOOrIuBtjUF1lzzKco1KpHB0dtdttnji9iNZaQHF9fX0wGDjnELZk+1NnYUSg8G5kfC9+PD36YBBEUXYxn04KkO0Ml5OGOmYt8AJk82hCI6VEpJSmaS6Xw9VGuggaEelfYwzZU7YAdgZRM/v777+fnZ39+PEDctS3b9/gaDDthaZG5niAB8St0+n0+vr6+PgY9ZbDw8PHx8ft7W0KZpCSB4MBYcFgMMjn8+12Gw9iPB5XKhUEspMkOTk5geY0m83oiLfWknpNvV4dsn/9fh9Ez+fzKLohTgFarK+vVyqVTqeDmzCZTNCRx3wcHR3d3d01m00JMaE1ff78mVQtnovzvB6CRZhanU5HVjPMJq7LGMNVyKCYp6end+/exXE8Go3+/PNPKuqBb8zXG0mgUXJcYmGDVzKSTvFvA9/brjeM9Yl7UJysAgPwwCEoYZBFWToI+TNsGTjc2Nhg6OvCa05ubW1xE3C7iPLhvrbbbbyQJEmazWalUsnlcs65h4eHYrGInCOdoHTQQngjb9Hr9Vj60t5KVzJ+JYWQKIpAbrYE+9ZaiwcGJwuEc84xQoE6pUxwg/4HIlprX15eSqUSdwyZEgZ2np2dQXBotVpv3rxpt9u9Xm82m7Xbbfa28a43TE4dVmrTLAZIGzun6Fr6lWL4NChK6KDzCmKyJWlhVIXPKQ1SWRJ6bVgfqchKw5HFVacazXHwuoyvEVILj7xIgqTEA68NhOPFTjFeCJ5AMPAMcInJiB6sV4SXixIolWSv+ILJq5ZNwSfxXUJPijH/LYYzKr25gjpGST1IRp0tFilVzsSLWnBzxCWSDSt3zy3HbcYXUANFSljB8pVTXUE+jX96RenTkDPXS0hWnSwzcUfsstCxfVWJl4/jh2w2i946lWkk1GezGUwFGruREKJRAl0RtAIKhQIiqVRDIDqwfwkoRYLD+OAYUy9Y+Pz8jM4AFDbnB1wz9QhuYLlcpteFhRR7KU3jZYMwL6lXF4cJIXRx1iQtK6QZ4AQlXquPDcJWInL9Xx2V8/NzWA9XV1fOuUwmU6/XkyQ5Pz9HkIXWN1LAwMb9/f3T01Oj0RCaPu2PcRzTKj4cDjc2NprNJq+XYS57e3tAFJI0xWJxa2ur1WolSYJrz2yT2M8TrtfrCO5whbPZjFzr7e0t6vvGGHhc4Bb6f4+Pj61WKwzDbrcLOjrnYFjd3d3VarXn5+dSqUQB7PDwEOlC4pter9fr9WQcCo2uu7u7jUYDhWJki+m0ubm5aTQaDPtM03Rvb+/s7Ozy8vLi4gLmi/OpsEBVcYzyoGXRy5rWvrbekIKjTvU/6I2HryNWcnd3l5uWy+Vk+mu73YZGS45+c3OzWq2iu0RfM/EonTm0ErHcmWqCYi1LZzgc0lqDGjD8Onpafvz4MRwO6TkR2S244yLTtbu7S2w3mUweHx9xIUl7MDobBa84jmE+9/v9TCYDFQWflDJ5NptlEhxCEwRSMMvTNKWaLsrUa34UeZIkDw8PhUKB/T8cDjG+nDOTOsSyp54papZhcsXkiZ2St4iv4xRxlP0siU05YKC0TFc+RS+SlY+W48RePSr07Y9GFf+sj/awEaVSiSpGrVaDRcWLpfDJR0RqIiwXIiQOp+YNpL4xw/lKpGSJJVYL1Zwv3iWmnLuBXXa+54rvUtG0vgF0hWGLodC75jXEynGkRCr3RM5EDqJxRfba64fuVB77dRypwVXOSv6yYgf0YfXb3XLP6P8X3aYqrRp6DVtgnoe18BMpnKqPJl6yX0e0brlCRBIoCAJMd+IbrEkukorv9/t0NmOKCSKhH8LwEGorQDWfz4mFODdewGgj0kViu+gyRy2VwhmjkMbjcT6fh6lAO5kxZjKZyHyOMAzJfdJkIYlJwNIYI+Plcbhx3MMwnE6nePn03BcKBaYz5XI5JNbZAowI/R+frKpXEc/GmAAAAABJRU5ErkJggg=='" width="615px" height="768px" /></mstyle></math>
p15740
sg15
I6
sass(g1709
g15193
VImagePartition
p15741
I0
tp15742
(dp15743
g6
Vlena = Import["ExampleData/lena.tif"];
p15744
sg8
(lp15745
(dp15746
g11
(lp15747
sg13
Nsg15
I1
sass(g1709
g15193
g15741
I1
tp15748
(dp15749
g6
VImageDimensions[lena]
p15750
sg8
(lp15751
(dp15752
g11
(lp15753
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>512</mn> <mo>,</mo> <mn>512</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p15754
sg15
I2
sass(g1709
g15193
g15741
I2
tp15755
(dp15756
g6
VImagePartition[lena, 256]
p15757
sg8
(lp15758
(dp15759
g11
(lp15760
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mglyph src="b'data:image/png;base64,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'" width="256px" height="256px" /> <mo>,</mo> <mglyph src="b'data:image/png;base64,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'" width="256px" height="256px" /></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mglyph src="b'data:image/png;base64,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'" width="256px" height="256px" /> <mo>,</mo> <mglyph src="b'data:image/png;base64,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'" width="256px" height="256px" /></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p15761
sg15
I3
sass(g1709
g15193
g15741
I3
tp15762
(dp15763
g6
VImagePartition[lena, {512, 128}]
p15764
sg8
(lp15765
(dp15766
g11
(lp15767
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mglyph src="b'data:image/png;base64,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'" width="512px" height="128px" /> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mglyph src="b'data:image/png;base64,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'" width="512px" height="128px" /> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mglyph src="b'data:image/png;base64,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'" width="512px" height="128px" /> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mglyph src="b'data:image/png;base64,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'" width="512px" height="128px" /> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p15768
sg15
I4
sass(g1709
g15193
VImageQ
p15769
I0
tp15770
(dp15771
g6
VImageQ[Image[{{0, 1}, {1, 0}}]]
p15772
sg8
(lp15773
(dp15774
g11
(lp15775
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p15776
sg15
I1
sass(g1709
g15193
g15769
I1
tp15777
(dp15778
g6
VImageQ[Image[{{{0, 0, 0}, {0, 1, 0}}, {{0, 1, 0}, {0, 1, 1}}}]]
p15779
sg8
(lp15780
(dp15781
g11
(lp15782
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p15783
sg15
I2
sass(g1709
g15193
g15769
I2
tp15784
(dp15785
g6
VImageQ[Image[{{{0, 0, 0}, {0, 1}}, {{0, 1, 0}, {0, 1, 1}}}]]
p15786
sg8
(lp15787
(dp15788
g11
(lp15789
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p15790
sg15
I3
sass(g1709
g15193
g15769
I3
tp15791
(dp15792
g6
VImageQ[Image[{1, 0, 1}]]
p15793
sg8
(lp15794
(dp15795
g11
(lp15796
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p15797
sg15
I4
sass(g1709
g15193
g15769
I4
tp15798
(dp15799
g6
VImageQ["abc"]
p15800
sg8
(lp15801
(dp15802
g11
(lp15803
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p15804
sg15
I5
sass(g1709
g15193
VImageReflect
p15805
I0
tp15806
(dp15807
g6
Vein = Import["ExampleData/Einstein.jpg"];
p15808
sg8
(lp15809
(dp15810
g11
(lp15811
sg13
Nsg15
I1
sass(g1709
g15193
g15805
I1
tp15812
(dp15813
g6
VImageReflect[ein]
p15814
sg8
(lp15815
(dp15816
g11
(lp15817
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph src="b'data:image/png;base64,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'" width="615px" height="768px" /></mstyle></math>
p15818
sg15
I2
sass(g1709
g15193
g15805
I2
tp15819
(dp15820
g6
VImageReflect[ein, Left]
p15821
sg8
(lp15822
(dp15823
g11
(lp15824
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph src="b'data:image/png;base64,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'" width="615px" height="768px" /></mstyle></math>
p15825
sg15
I3
sass(g1709
g15193
g15805
I3
tp15826
(dp15827
g6
VImageReflect[ein, Left -> Top]
p15828
sg8
(lp15829
(dp15830
g11
(lp15831
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph src="b'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAmcAAAABCAIAAAAU4p4oAAADyklEQVR4nG3T0bJdxREDUEk9s/fxxdhA2eQ//P/fEshTUhXKpsD2PWfPtJSHa3hKf4G6pMUPHz704+uXz58+/vHodsgBsFhvfn735ml4de+NKo1SwPn0/Zu37//x01m3M5+/XNEstG0nNUY6NQt2KHpbU94qIaGO43bOAamSJCJSsxwdQ9AYaNd51rg9nVN7PXzta2NUeHvF3KZ2oXf2fmxTcMgYOo+ZgHRD5JDGsGF3ReQ45pznEIXeEJw51O51f1hyp4oJVVXCvi6zBt3d5iwYQgyOib1Z6CBVtZrc4dQoP8zqvXa3w6z7vXVMxWAvz0lH7oxiC2gUpElKgqoAtFM1tZ/vzVECEkiwEzuax0ynKqliGxJ6d+Je3eCccKqKiCQAAGzNWo97yMfXPspLxzllpu/bXd2P0vYxaZF1nlMIlOjVbdx+/P51rk8ff/vP7w9sjNtt0N7rWs/XFuOu86liAgbP787eLSfJAHeS3huJ4702JDTX/Usz3WEJbpXcgBp1q962xnA7NQ+SIpnt+UrEJGLvdtx2IdtuxCuaswTvHY301+criYaYtdjr2WC65ikR6Wtx0PT11ejLYcaYYxT6Wg39+ss//4+AoXr9/t2bW7nda2GMMUVT87vXb9++//nHs46T19U2kHZsQyUEmkUHJOKAjKUXAedxO45JspAEAlKjUuNA7+goYpyHxu3pnNzXfV/e5lHA7fa3gM6+7jskHAiBRr00Lw6Rg6ESJjxIsGZVzaEqdGuW5H0F6bVMpS1JYwhuu9cyx6GX+QkwBFHRkDt0RwDQTbbqpqFcq9N77b7WRva6rGMoL+FKANUbo+Di3wIkMSADBoGp9M6LgHZExCTaGvNgmrQ1ZEOCdxvu5YBjIimVEJIBECVRHvcFcT+6phyWAJXXzsZ2K8vnZFQaNTRIDnduT+fTD9+/2s9//P7ff3+8QNWoItPrWo+1ScSct4kAoDTO0eFMnMhx7O1mbMfdqMLOun9txv4m+6U6MhyHHBiUTZYGRSKIM08Ck0z81wm+9toRnHEcBe+9owE/P19JOMjszV5fHcY1z/omAMUo69noy2BUEovZ29C/fv2l718+//np45+X3YEEaGi8fv/T66k4vRbHHFOM6vzu9Zs37979cOg41EFfO98eFgUVoVICEgDcTkoCoDqP8y8BSEwgmoNVw92oWeKcg/PVqznU63ldduoo4DyFc8hCd/a675BxKAQqiURSNQkNtQEQqFlINKtqVo0DvTSK6vWAmP2SHALrPOS9He/V1EBApJm/BJhVcNIr+h85VBTEaEqx6QAAAABJRU5ErkJggg=='" width="615px" height="1px" /></mstyle></math>
p15832
sg15
I4
sass(g1709
g15193
VImageResize
p15833
I0
tp15834
(dp15835
g6
Vein = Import["ExampleData/Einstein.jpg"];
p15836
sg8
(lp15837
(dp15838
g11
(lp15839
sg13
Nsg15
I1
sass(g1709
g15193
g15833
I1
tp15840
(dp15841
g6
VImageDimensions[ein]
p15842
sg8
(lp15843
(dp15844
g11
(lp15845
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>615</mn> <mo>,</mo> <mn>768</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p15846
sg15
I2
sass(g1709
g15193
g15833
I2
tp15847
(dp15848
g6
VImageResize[ein, {400, 600}]
p15849
sg8
(lp15850
(dp15851
g11
(lp15852
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph src="b'data:image/png;base64,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'" width="400px" height="600px" /></mstyle></math>
p15853
sg15
I3
sass(g1709
g15193
g15833
I4
tp15854
(dp15855
g6
VImageResize[ein, 256]
p15856
sg8
(lp15857
(dp15858
g11
(lp15859
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph src="b'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAQAAAAFACAIAAADcSDVdAAEAAElEQVR4nIz9SZBkWXoVjt973/PwCB9jHjMys4asrKmru9SlHjV0y0zCpBYCyWgJYYAZexYs2LFjw0YrMGOFYWzAwISQIQyEIYSpZWp6Uo/V3TUPWZkZGfPgHuER7v7evf/Fqe/keS+y+f3fIi0ywv29++79hvPN/lOf+pT3PoTgvXfOhRBmZmYajYb3viiKlFJZlmVZ4q+4Yoze+5RSo9EIIeC7IYSiKMqyxO+zLPPel2WJD+sVY8S3Ukp8dEop2pVS4rOKori6uhoOh+fn51dXV5eXl0VRhBCcc/gYbogf+MWUEj6DP+G98Dh8DD/zw/g8v8418wPXP8b74DNYBn6JL+JffpevX5Yl/so7cLW1t6g9govRs+CD9Ae8L+7JrcZm4gdsC3/23mdZhg/nee69z/Ocm1wUBT6Go8F/sQysPM/zPM9nZ2dJDLp4vqlSDu6Ah+LoQSogNq6Tr8/FeO9nZ2ezLJuZmcFzcf+iKPBfXZh+kXSlKynLMr+6uuKJYvWgMLwGFsQDwy7wJEDlWZbhMUVR4NmTyQS/wRvWyFS/ws3CISlpkh+m0yluNTMzw5NTWsdX8Erceryw0jFfnlReo+YQAu6P3+uCsS36uBpRup9xKUvUyJdvUbubrrB289qClbauP5c8Dymmm+OEgrkYSqLaerIsw2aSEq4/jt+tLVgFn4oG3DDGmGWZbsJ1oeNElJAwlFqSiVFnZI074JVJeEq3uv/5cDjkw8DBeZ5ndhVFgYPn7uM3pP4QAoUHNkhfm1sD1nTGNmQPkqmKQGwKPl+W5Xg8xp1DCHNzc41Gw4nYwPJwTy4b65xOp3rz6XTKRfLm12mIwoOvUJYll1ejYH1f3X09PD17LFtponbMel3/TY223M+4+CxyMuUoF6kaz4n4ww/UG7pdelFYuCqBKl+p9FFhVNttb/qHEocEgKfUnl6T5brD3NskEIBk6ap89TEDjEYjfgd/AGVToUA3pZTw38lkQg3FvajdgdyMH6BPvYGfZHqTx8NPcvdVxgNZ4WMhhGazyUfzT8BshF7EY7whNqJ2bIruwDMfb0qez8zMJNOVPBioI1zOOTwUqC+E0Gg0yKi6fv0Bi1TRpYK8dgr8zBOp/DpRktv1KzVUWeNeb4qidgpFUWCd3nAs2alG4nqUXP91oMg9dM5hx7g8PXp8EpuJ46jJFEKasiwhQMEwvAn2jWeqtK67RDLISVh6EjFGACG+M0mKQJ+vN51OwcF8W2V0fJEEpIIQ667JD+gfbA3oTNmJKFOVMvaUrJhlGVeopIb9IjSskUue51Bu3hAwtwWv4A0BjsdjbA7Wz5uDnag9kohP8tLs7Cz4ZDqd8nHQaTHGyWTC9/JmLTiR5RTeVLwkTSxG2Rs/53muxKdcQfXrDKziPtwl3kohMe/Az9eYiueuZMDPkBt5B74C3hE7qepUf65xoNK0fiCJQtCH+ms47TEy0WXxXkDzydQoCAs/J1FqupX6ddI6la+yh+4mdhlET504mUz0Pb1oZ0h0EjEsmTzPYZeTaXFCIAJVhYBMlHykEr6aQimujRyu7076oOzBd8nhujOdTqfRaEyn06urK7wdVoLFAOxR6BLC8T7YDbwmvqicTwLlwVPE1LBQjbAo9XAoRVHg5l5MdspjHpY3mABLVE1HpQRlgySAQndSzwULVlmp9Io/TSaT2dlZJRuF0F4MTtVs3ECQyse4ht8kL9aWVds4X0V4fJLqRydiO5m2SqZP9SYUmcoYSmeueiXzSjnhdRC3N0gDeuIBz8zM0J0FavYCtACfeLQppel0enl5yV3TUwHLUQrg4JOAAewGSIHMyb1S5kyCE3Af6nSSlDN5hN0jcYPBQH+4J2UBN9AbOFFIQOmGm0DRkdBhbk0mE2gkfSlKk2azmQQLNRoN4kBIbm9moRe7To+Pr0YCqMlTanhgDf0uicobHE0Gp0no1NV6qyjeJy/aw3ufO0NO+H4yd6R+tKaDdDdriLPGtbUPk/rjk2xf/TwxDKmkJrp4ML6qDaN5TvB7lcFRbMFk1rwXWKVyHeKZO4gtVj8vBLaKgDzPQf2uqqy82WTQVCEEWBHeLtWQjUaDfEXxwaPRDddfcpNrqjiax9kJDHDXzDZvXgosu6ZVdGdC1RkA4uOzyIfKjQRX/C4Yr9FoxBgvLy+vrq6u+z191TLm+/Iz2JZkcJ3PggQk3euJc8OV9nKqb2dKAHKILEX5hMcXRYFt5be4I8ozNdK/znzcNWUt5W89oRoD1PhNz6nGBjMzM+qK5TF4A9P403Q6hSSjZkim92rvyIsGtAoOfhKCTRkA5w2ohi/Sc6Xvq8dMmqPG4Jp1hVA4eKIzKZPEmoISoHaCtMbvFYBBQ8J7FkIAxuC7UN7pVsCYCSHgW7DZ8FLkf0ofbAg0T6PRgDIpigKyhpsJIszzHOw0MzMznU55oKmq6PQ0nWgVbiMFqBNBr9uYN5tN8jHeBLtJroLRRlWQZRlsNcJEHnmNR50ohHDNTaviVqmZ39VXeiL162e8GbJzc3Pe+8lkgsNQiYj3wvEjpIBddgZaEMqJFo7R93LiUPMi9RUdEfkoDOP6obKxwyqNcBF217YUHMi3UOGqFlQSw4yPgJ1NNJIMK+KLCiOBo5w5Hq6urnq9Hg8LXME1UDB778fjcTC7uQZXqFhA8d4U6czMjJ4FVnJ5eVmWJQBVEPcDsZ9ShdIM+EodAEpUCq5UBQVxhOTz8/NKQxQtVGd02+EZpVwQIc457DWRFqEC1x3F13T9NdI15aWy34mM9xJDURbChzudztzcHCQNJTQ5kHfLsgwbDdnDFXLNRL20rtTxxWXPzs6SKIMBcSeWD/Eu6U/pA4INxAriCCFAHpHNormG9IxwltGiSKAzxmeS+C694Sueix5xFNcw6JjYTO2QZOpOiYlCgWKb8h7QnOEjnpH3fmZmBi84Go2gAa6urgaDwdXVFQgJ5gfxhfee0RtuNSkeGwXVXXuQFwypJETsR9WUw+GqitWbGsJjwJe1fSR7ULHiOPFFnOtkMsE9+Scok1LiZTzpUrIt9Pd8KxIBV+Lk4meCGF7BrEBncIi+XT4CfKv6nYYyd1BNBdIfWIh4nRaC2gB6JNw9ZXvQCim10WjAv+HNlFSnMzmfxw/yxQE5MbTwe5AySUfd6kkcG1gwP0980mq1kkEU+qNVOpBmoFGD2OKpGjSgMoGRDRkEq2M8HkdxVlLHcve486XFW5SOuRXKlq7qilUNUAtZOOdy1S+U2aQ2SiN8E8pOuS0ZBqUnEQQHNILfTKdToiagjij2K8WhLl1FqTJGMlCuBMrzgFWa5zlYTgUwWJTyDJ+E4iInkM64406AGX6vYXL6UrkhlPR0oZIDSaC8oTMNXorvEppQIzu48Bk8dDKZeO+bzSZUGZ4VQpiZmQH1Q6jp48jhfJZuNY81CEbvdDre+9FodH5+Tgqp3dCbz5dCk4eoz1LqonDhiZORYFF4MXtIikpvKkFwUurC0XVSVnqzuFQPVBgAkgaLBvV47xEN5UmArLksvg82nVJcP++q4clg5hFlahKAdP3AiIVqItmJmnOiMcqyHI1GSdJasAYujzq6NFem7hTPiSqYulF3HJSnT6cOoW9HJRkIGltH7iLiIgkGS+VQRZoEvBFMw1M5MzODsBp3HpwG86Ysy9nZ2fF4zJUTYSp5kbd5UpRiZGk1QrgVPA6sPFoM4WdhXRXJNdpIVWwJqeGq4pjERmLgpTpBDRt9Fqk/iDsIj8uTXECcCH4x0zMZBsBf9ZXwe3oJVLSTbhQ+qm3NHXGWFMTNxaYn83zX0FESPahKgASHxRDqkD8V5eP+5Ge+kVJ2knTFYHGfZrMJde/MIVazSRRTcfcBkMi0tE9wW2w1khwhd7D4ZrPJiAQOhUAZ2hV5u6PRyImuwCs3m808z+FhpIHuRLWq0FHeII+NRqMQwmg0AhfVqFafiI0i9E9V2OMFEfEO13mDn8RhzczM+Ko1qKQfxQejEoo3JOmSSSj++UXQQ55J6DuZ7ww2ULBL36HCPXkezeJ01cQ1Si/uSJKIVRD333XWxKOj5Lo5CQkx4YeCgTac6v1gxiuIj4/mkc/Nzc3Pzzebzel0enFxQWFJZw4PBr55YIzZ2Vn6NGh0JtP4QXKw9TW5acn8fTABgdPAALAOW61Ws9lsNpsXFxczMzNQwjHGVquFzby8vASHQPbT9lDpGMytNzc3V4oXi+cCYqVipDDC6YMB8I7n5+eDwaBG9Nxz7CRVhJ6IskGq4hbKoCDxdf41iNchVZOIlFW8qCNlbFw4GopXLp4YhMvIM0kCUaAJNuDdo7gUlJ9wkQGgfxVakHzVdCZw9JKRRjMD99dvOQmikUVxNyZLU9AChyTLkMGHkcCj29fv9zc2Nubm5i4vL09PT4fD4WQyIYqD7ws0DYqkRNBTpGajQqCkIK5Q3zNeB68AOU3Zv7CwADkKm/Li4mI4HOLptCUgX5is75wbj8e4P7W0EwHvJamRQhEnTu5VKUOdmcxNlGXZ7OwsP0xDhTFgHiIYMplhTQbDVaNyPQjVwKR1NSdIu9TMSpZRPB9kHmVXflJJi/fMnZmtlByZZflnFkDhg7m4YFliPFpn4pmvrRwCsYpDIr2So5woSp4u/mUchPQEuYgjJ/ZtNpte0A7uk8xEKYoCwhvmOL41MzMzNzfXarVgNMNMrwkJLsNLqin1CfGPKkbub6wams65drvtnLu8vCSr41263W6WZfPz8+fn55PJZGFhwTm3sLAAzyb0alEU3W631WrB0oXCmUwmQEFFUVxcXESLieKYo6U5BfFkxBiJuKjHyms+62QRJVS68JWpwLFvahtQJzvDvVghNpZ75cTLmVWzoL242qiXSL7cW+q9zBJmySQ1co3iMVPSp76KMX4s1ehH42q4ceqJUzVHcUKxR/bFy0TJBsNmZRKUVRlARe8sTp6qJhdemAiHYlV3LYgxxIALKNtL2lYIAeGb6XR6fn5OCUTWza3ISPfUSaSPpo4TLecl25SyoyYLIK17vR52o9vt8llAWQD3zrAoQLxzDma3CnKIW7wjHtHtdlNKFxcX3nwsMNhKcVjr2dXoLzwpv18pFQSnGgBvoVtxHQGSEtQ0IgrnF0sLTpPilZp/FqYAfybJtuRuqC2na0sWVuOz8rm5uUz8dDTkVRJ7gc66ZTQiyYXUsySgzGoj8Sf+oBukG8cXTmLIq24lrWfVJBPuKaItmeVmOefgyU6GO/nXk5OTy8vLZrMZDYsXRUFVrmdQSsC4rAbtwbRYPzg5s4qflBLln/d+dnYWf202m91ut9vtQkyOx2NooSzLOp0O6TXP836/D5putVowTL3lgeGerVZLjRYuHhAOT6fD8fLykqRPjuXZqbjhzmOFzgAeZZY6M2ooRREUbsVAUCaVgJl5iqOgAEJZlbb6XxI03ws6rSaMogUWk+HYKKmjVAIppbzX6/GbFFpEI94Mc4ZsnISKCBn1K6UEg7zBqmSReTJAMJczTwLfAnyEvA/mg5tOpwwgZOYxrKkU/B6OGhw/nVTJkC51HeRrjPHq6ioK3MyqiUPOfOfR8rQpsL3kQTjDSBSfFK7kBDwRMj7Lsm63y2SYlBJ4A9s4OzsLrYVbwfyIMQLwwMgBozrnzs/PIQiBXRuNxng81jBIaSW2YPvxeJws2Rtc5yXIQN4LFthBIIyWGA6OK48WxFBZmyzvI0rxt9J3sGwfSCvehLLMi2sxSakqhSyFI9ksXXPSkCScpfBcF7LOuXx+fj6KKwCbmyQNHY8B9AQlwbdA30iq2iLkmdpNNBTlvYf65n+jpSXjl4CP0Sw5VIF5cRYRkhVWEom/olbai5caN1QTjYBN/wsJjcfVtJ/yJBh4dnbWWeYMAJUzFEGHjGp5GLuIsHa73Xa7jeA/GKnb7YIPced2uw1jIMYI39RkMrm8vJyfn7+8vESgA0l+KiNLy0zpdDoQ9sPhkCZ1aWFUGkuEJXjfUopvVBRC9iFnxItfyxnQv7y8rL1ssrg4gCiPjzUMGgyFmirFf68K319LFdOL+idKxgBWBZ1MicnXIf081gBYDU1GSAXSJXUrzo9KALQFiqFypPa5jgUh2rERJE3cme4d7iD2nSQbxB7VzyRxxlG9ZlJJ6C2PA8CaAI87yM3CfmWWIxksDEIYgNiZOqxwB4ZNePDltZwZEnq73W40GiD32dnZZrPZ6/Vgv3ITwGytVou+L+zz8vIyk/WxIeTzYKEPIjecCNAUErApIKi9SRw8CxKQshYEohJ3EM9HtNzh3KpnvXkLyrKEu9aLWah41UlmsQpv0nSNJ5/IAM7sQ9Uz/EAQX6VySxB7NSdD4z0J2UsrMeHbeoPyWChNmcwK+4nsSalcIgkrVAOr8VoheZA0QL5VIa04eIdkBWvUP1whP+zF6cRzJa51BntYE6PrB2N4SQFUSMrafFV3peTtUF5m5vEE/wOE9Hq94XC4tbUVYzw/P4dgThY5YfxrOp12Op3xeDwajSBrEbgAIqK+ilYdwvOaTqetVmt1dfX4+Hg4HEIeF1ZCTWwQJD0GWm4wGGRZ1mq1vMGnUgI70NtJXBQ0zb2F8AAN+AgnLh0V1fiBUIS/J2nyKaRd/aKXdg/JHD7OOegcvRu/rufFO+fM4eZylUaza/VEvJE3P48uLlXt7iSGS2bO1p/l4eKir4tzFstGCURgN9U7pCt0olKv/5IihxSgrFU7A7IupSzIGiavHo+3sKj6FUII4/G42+0CT+d5vrKycnR05Jw7Ozs7Pz8fj8egcuwSOAQgJ7duGkiK5LMmk8l4PIa1AzLFJ6+urvBFCDIArdnZWch16BBvUQLSCvgKsJNnRz2T57n6jon0lEL0yBp2cQeYdRvMhVBDFlEi99SilKH8mfxDYcHVelPLlGI1FlIAnCSj7GNXLv1Q3B3Kdd6OPygF8/FOtA+tKCcBFwpFXwV2SqDRqqK4HcEsHjKnilXVBrGajES3D3VaMqctrDqsEOQSJACnNF1YnauS+HUOT4YelYWCBadDCCzLnJubm5ubg9BpNpunp6ej0WhhYWFhYWEwGEDGI82h3W5PJpPz83O8yMzMDFyiOCkyZFEUAKKg0bm5OSiQVqt1fn6u8AB2c5Zlo9Ho4uLCOdfr9ei2gvMgz/NutxvE6KSQxpqJ/WrHzffNLNU8CF4lCldypPrqdDqZpZzo52vChUejlK2Sy0u9C+nziZeXqHmufJyq1mHtC0HKQwmFvRh83AjiP3etJZsyMQnFiytJJa6TkDhvlUn2FT+vNydwUgcFP1Ba3RNNmiRJhbwV0UJpCRRkUdjraizp61MxOokora6uOueOj49HoxFM4dXV1bOzs729vRDC0tLS3NzcYDCA+UsIwYxrBIPVt5NSmp+f996jrVMmYfVer8dKg/Pzc2cOAGIViGfgok6n0+l04J5qt9tQa957LSeiFNNDxNmVEkEjVVGZ87y8+SVJYNFyB8G0WZbR+0IKCVJioTzgRDMr9fMK4m/l4XrB5E40fE4uJ5VQproqMnPiIVaBzQ9nko2jfBaqLgJv6QyumiqXqgYW/y0ti9NXDQx9PX44iWZkKYnKiWBxgBqRgS4RWOUO0PBNUkESJdFaXzOlhI4Pk8mk3W4DcyPKWxRFr9dDd8fhcLi6ugr3H/PsYWfPzs7euHEjhHB6ejozMzMcDkG+iGMsLi4Oh0NE04BnYoxXV1fT6RRUCzIaDodI5cfykPidWfoDd8A5N5lMLi4u8PrgmU6nA2uE9K0q2gu0INmQJXBxN1QKlJIlSkKKVuuDGrTxeHxxcQG3rBIGz5QUEsXzgeVllr1GjiXpKpBRWiUz1NMha9wcq23oVA3pmygX0WQsqx5iZ7pPiZiM7s1HkQyPecF5TFZx1T4CTnKJa1JBFUiwfB4AHi9ITOkexh9cnMrketXsDWfBZiTNw51/fn4eQphOp5Bt8N9DuPb7/ZRSnufw/PT7fdwEgh8/P3r0CJ0pAIQuLy8bjQZWhdWCW0AuBHhRSn7p3QLcKi1pKkg8CJ4xhMOzLOt2uxcXF7g/3NylRWwyqxFn8g+VgJqISt/8DaGUUpH64oqiGI/H5+fnZ2dnLM8g6XsxZPWHIJHs3HKn6UlTkVcTwUngAH6ZqxTXdfNG/L0yA/nbizvIi4MZGIP7xWcraifLYX/5aEgFBST8mK/aD0kSmPmqwAzBXH7Q+L1eD17IYLZdQ/ovJDPjZmZmOp1OWZbj8Zi1JsxyA8VQR8NanUwmV1dXAO6gudFodHJyMp1OkZ4AxpibmwsWQsId4NPEU5xzyDMNkpYCWu90OtAbBwcHEOdYRr/fRy40XLHj8Rh9IynyS0s7jRLFc1aWBWGPmoGzszNw49nZWW7NcUmLTLNrSE87pRBfhT0UQ9g9Wsle/GlJcBRcXtAAND8yS80MkqPhqlDHXdPtSWACOYQErBzFOzzOlFL+cNUrmlkczBNCAUmhwteGR4KrIWkqqXmxbikkkuEo3VxmItE/TeYpLeQEJIMMiJmZmVarxfyOYOGnVqsF6uem4FuUmswqLa2iiivERSZR0eW9B4zu9/uXl5eXl5eU9OAHVm8hIQ+UihcEM/T7ffSkOD8/By7y3sNJipXs7u6iLTYwEv5dWFgAbGCgALLcOQcoD2pDkA5pPJCUwEvj8XgwGDTtGgwGx8fH4IGU0tXVFbKvqatdNU5MkmBmikIjMgMPHUxFZa4kEa0PElEl9YMSzxMpkx9TAa+qppAGTV4wjpOM0cdFg0HiGspeTty3vJEzFzJVqhJHTeQrIypJQQrqK/mqCtL356p4Hji8ubm5drvdbrdJ5eAEpmoR6HNhhdWIQIQX0vKROoRWWk3LJ7F2IKKurq4g+OGlweLn5uZgCQDmXl5eLi0tZVn24MED3AEy4vDwkNmdkIX9fr/f7wNTzc3NjcdjFLVMJhMgNJDy8fExQ1qtVitayk0peUree7Q2gaIYj8dIPh2Px0yMhb+o1WpdXV2NRqNcUr5Z+eDMsUF9SyLmwZXVfmSUx/yuUkJN6nHBTixPRfNKHsk8mDhZomUiXlcFTlHymlR3cXkfR0DxiVxKvMmg4Vp4VZVGJhlpyouKrPTdkrhcatKCTOIFTSYDSCRirLPVai0sLLTb7cXFxW63C5DNbBykiCGLuLCybjpSQFLMmYFYApLB1+fm5oABIL+DuJnxsjA6O50OyA4aA1/HU1DOAp0J2lpaWoKnsizLi4uLzc3No6Oj09PThYUFvPvc3NzZ2VkIAb2ivPcXFxenp6cpJWRGzM7OnpycIJ7Q6XQODw/hV/nggw+cc6Bjnj3i32dnZ5lVrMM9il2C+AdYPTs7w1Kn0+nZ2RkJuizLdrtNqs0kj81LIy0eU01ikkJwKyqlJGieH6M89ZYYVmMAEo+KYCetjXg0JB4CJ0XOyrf4OVfxTDta2ddVNQBdraHa/4hvTmHAIA4ZgKLdW14etUeqBgpUjAULryAbHiCn2+0CBKOOJFgLXoCZk5OTZOgchI4sGrAE/mWOlwp4rBZWrLOEeIoWLBWghdgGuZzeexisKaVmswmWg7MFcAh0hkrz4XA4HA6JfeEV3dvbA/BArgTegpsJvlpZWcmyDGSaZVmn09nZ2bm6ugLEShYa7/f7rVbr4uJidnYWGaDI6QeV441g5IA6C6vTmE6niASHEKBzgNO8WGIKeOj/IP0kycWgAC2t7txds2upLpS+yRtPxD+p6mylpNZDVJHPz6urnXrpsWuWZgcfyYu/SeJkDBbDo2gk+5Ks6a5ReY8vcte8GDGqQ7Ism5ubg6EGokfEBMcJv7WzETJwpaG/Uml1GGQAmH20JSgbdH+dZTfoeQTrljW1hqFInQKZgl77/T7oDHrp6uoKbIPnQhAsLi56Cy+srKw0m82dnZ2U0vz8fLvd9t4fHx+fnZ3Nz8/DHj0/Pz89PQWPcStarRYQUQgBuqIsy9nZ2fX19SCmDmzr8XgMPxLEP+g+ty62FGrdbhdmND39yE2iRmXNDSWX0gZ/U1jNGgkaUpySkeI/iZ2qPKB/opivCWwnCKImoJVK+Vc9YjoYndmWWOHj6LG+oTITb63Cm6qAmWQUpV4qy4CV3bVZGGQPvaG+nvd+dnZ2Y2NjfX0dsJ5xe+CWlNLZ2RmoHyYdgqalpS5TthEIKktzqV70KS/9PCwKNHPu9XrdbncymczNza2srOCT3W63YZMBsizr9XrHx8cNaxkLuiysIWGe5wcHB7Ozs/Pz88PhcG5uDlUBw+EQlHp6egq3DHIHsyxD1JYtHrIsA4CBKXx6egq+PT09ZUMhkjte5Pj4GIlxMGlg+WB5SrU8gkIu3IoyWMUqd5IwCTekG0f3nEKdDpVMYoU4YgUj3ixspX7+zPWo6tAV1qQ2CZiREP7ycUCH91Wop+AnVP1FeG0m34MuKV+ZCsuAQCEls9QVtP9ogM7OzgLT93q97e3t9fX1PM8BiyHRLy4u8F/+C2OOp5hJYJjb5M3D4K6pOPVx4TfB8jhgeyA2hORNfABmJc4b/vibN2+ORiOIbcBr+liQMo3jXFhYQOpbv98HJkFPhyzLzs/P9/b26CLk5sNKBpQ/Ozs7Pj6eTCbLy8sppdPTUxjE2HY4heCQHQwGS0tLeG6r1aLzh/IVq7q6uoIRMhgMKOwymww0Go1gBqjDjXKUROIl41BxrzdQhAt6xonIp2EAdzAhgxeXQ7jWdTxZ172ac4VwMYm3yokxUEjrp2iZsB9XKipX1bB4kFAA6QM/ZBaBUykLPQv3Nj10DIpx6d5KArwF3kMInU5nfX19aWkJfpX19XV4V4bD4cnJCZo0XVxcDAYDHC3uTJVC5cNnBXM4qOgi9fNcU0pq46JKHQIDtgfiUHDMO+dgTfb7/V6vB5vy/Px8OBwCECI/xzkH6Y73BdLA3bCf+E2/35+bmzs8PCSEg/0KXpqfn09WsYlCmTzPB4MBIBmKH1JKc3NzFxcXV1dX3W6XtTXD4XBhYeHy8rLdbp+dnUFxlWUJpHRxcQEP1cnJiWr+aKFZnBGiYzhN5o8oRdIkoPZQluAP3Gp6HSibcunSTjmlR6P6RxkPBEbHlxdkpd/iz6B7Z9oJ5PEYFJLhVAMoS6WqRZskDThKqAJ/Itl5yxJT/y7VULAZg0iKWl5e3traWltbA4S9uLg4Ozs7PDw8OTk5PT1FKoGGpbhCOiuD+LwoGPizt1hMVp2DEuRK5qYsLA8eiq60RGJ8pdVq9Xq9Vqt1dnbmvT87O4sxot4Xy87zHPoK7kX4ZMA5KSV8azAYbG5uAsjRVQK6BKnBBkXqDtYJxyUIFIGFGCPnXMFUQJ0nA6uwl+ikyrKs3W6Dyp1zYKpM0ljgKGu1Ws451N+0220wW2ZFfKUlxqu+KqozMmgGaPCLlFPD8V6cKLE6S8Vfg6nBCjac4BmSgfowlSBLSeKkFZq7quM2ialKbnMCEJ1ACK28hhRXzK34TP8bpKoIwBdh2m632+v1kDd2cXGxv78/Go2urq5A/TgtXRXZQLUk35A7qJq0kAqMsppolUkioZfWIDDv2u02dA4eura2duvWrdnZ2YODg+Pj48Fg4L1vNpuLi4ssyAL9gWSdWQvIxIRag3k9HA5BviDZYM35vPedTgfQBRbC/v4+dqyw3mnOOSTVnZ2dIR4yMzOztra2t7eHlDhoHhQVeO8RXMNuwJ2K7leUBcTlCCBgBwD2YPTTviIp6xdV1lIbZBI/JS0my8wNklEbJU5MUklV84PCPrckdiemoxNPjIp/Pp2rfXwfFcaZpGFS44SqKaNEBlFRWtakxk1UGyiZkhlgJKA71fz8PCstjo+Px+Pxzs7OwcEBuulfXl6yORnv4CQ1QyVErPbZpTzgMnhU5CInWJbnx3cBcmXFzNzcXK/X6/f76+vrw+EQuGU4HK6srNy4cWNpaQlpEbdv397d3T0/P4eJws0B/kFmBAQ/pPXl5SVSMKbTKbOUy7KEbYMdQ0Y0IsogX1j5i4uLvV4Ppm1KCWmeqDGAfDk6OoJ1DjsqWEkn1Fopc9+4LXg0kkqcND9WAqgJ5utYwJv7heKGcoo3KWQCFcm0Rv0q1AhMXDUGrNr7+reCJWKEqi/Ee59TwDOmoFKWHFPbnShxCqZkOWn5Qv7hJ4nAoL96vd7Kykqn02m324ibQtIDMwCzOkFiunc1kVDTxaV0gCMPxGslF+RPqks6c/jFsixRjQWkARfQ+fl5t9sdDAaDwWB/f78oCvjdocdCCMfHx7Ozs3fu3Dk4ODg7O0PbATiyuBt5nkP6QioD0iwtLSGdwVkPFXh40BwJYiKl1O/3QwiHh4dYOWJkYA8ARcgXeJmYP+e9n5+fJ65jQaYTDx4scmceC+BS6CtY2MEgeymFrNxYKnlVKcGGTqhlT5dDlKQyJ2LXi8mrMpeEpL8h+an8pcmrbKPfwuk/HoyjFO8l5YNIS5foDV5zvzJp1qDc4qpZ0957uK5h7GIrkYuCyGghSeE1vsd/Q3WcNddWe4oKldLqa4NYCMSaNfbWPYJoPDs763Q6i4uLoMXFxUVAiDfeeOO9997r9/ubm5tPPfUU0MjMzMzGxgbYA9kEoON+v+/NRzkajUajUa/X6/V6ADCsmFlcXEROEcJn6FfnnOt0Ogxpecv7R6UVtRP8DeDYfr+PInq8GorCEMQ4OzsDv8Eahu2eUkJVGrelLEtk9ZEGKCwobrn/QVLwKfUyyTAgOapsVdLMpBmZkr6rXsmSDyjCnnjoSh5KJLyJt1hYTqnvpaYpmVeEsImagb95IqEraIsSzCusn0K73d7c3Hz22WdRz3F2dnZ0dHRwcLC7u3t2doajYjA82KUQs8YPPI9gFVK0hFRExapTrJSWVdf5DXcrrSqaumgymZyenq6trT3//PNvvfXWRx99FEJYWFhYW1vz3sNwDyFsbGy02+3BYDAajWZmZubn50Hr2NUQwmAwODk5gQtye3v76Ojo5OTk6OgIeXLNZhPOH+cc3Dh6YOR25xxS69h6HuSbUkKnx/F4vLy8vLy8jDv3er3BYAAqx5XnObA+OK22J957VBewpAEBR3WX8ayDNblJVX9/LhVkTiJW3vJu9Ix4xHSR18BMkoqRTJKRdVtqKIukEp4UknPO5SzdIgVkkv7lRCvxdiRHFqQmKxNj8IIqj84NNERYXV29ffv2ysrKdDo9Ojra2dnZ29s7OTlh7VKomgq44FkvpUI/WezdmQe6kD5CXvq0BWlbi/XXcKoXEOmtL6y2uMIdICm3t7dv377daDQArF944QUsDyHYfr8PaQeiB8BAdirz8wBmGo0GHEFQDnAHXV5eHh0doUUKi+5BlGxMkiyzH7gcjib0RcS5IMcBGAlEiVx/rASFNc1mc29vL6UEFxAMA83ZpNREVA7qC3ED5m/XaItkwy0lOznzkNIEh0+JFDKdTmFjEMzQ36B6g1cQn2kyHwZ2TGuMKLXJpXD+FDJ6PW/IhBmV+kor5Et+spSaaCf6iJ9vWJMf/BI+irW1tRs3bqyuro7H4729vfv37+/t7UH21FjLWTwht0Gf4K4oAxW9pON6ycIgzFWmr2kPVbVZdcoIaglIbcDKcCMiI+Pq6gqgP8a4t7e3vb29ubl5+/ZtPBokRSs2t5pXLjuXC94e5BpARayvr49GI43Fwgpnl6SJNS7PrLUodCby3rA/WCeYZG9vD5gT3ieWDgN9NRoNxBO0/UlN/J2fn8Nqx/2RekSycRJpIjTSfa4RK2U5pSTIEa9JqlMdrl/BhRfPbbAdNjOzXml0/kZxl2fWnEbVaVmWOdcaJGbkxbJRwzxJSS6XxXdThZUs6zql1G63V1ZW1tbWlpeXQwinp6eHh4cPHjzY29tD6Ieyv2EtZWhvYdEQUV66nuC/cJPjv5AiIFknxrcKJC/IUhWIr5b1BEvlKMuy1WotLi7meb6wsNDv90ej0ebm5nA4RAXTjRs3PvOZz9y4cQMpPQgzOWmoCnbiypUt5+bmEOWNNj/KOTc7O9vv95FACqcNIrhQtgylqSfUOdfpdBCQ5pHled7v96F2sixDqfvu7i62dDQaIdca0THUx2DZ6JcaJCMrxghXVbA0WDxIdYWzwRa0u1SIkK7ooIzm8Sys0d3UWiATxPuqPcYL8oVkkFXL8L2Fn5UzKf4JFtgNP+fbkolVcnvJLKixr5fyBZUZ+uaQf5ubm1tbW4Axx8fHp6enx8fHiOxSzVHeK49S6kRrg6OeVpVSXBjfOZPCBlzq4VHl4KyvNWiXp+u9X1xcXFxchN2J/LZnn312bm7u7bff7vV6n/rUp55++ulbt241bWoG9yG7NoAjs1xDbix5DAnVzFTDxTA5VgKPcKM6rC1a0UJKCX7VZAl8zjnEeunvR0LHYDDodrsICWdZhu4s+HlqbeQmNtwtWI4tAhGj0WhxcTGzWgjmO3lzKrDnCoib2xvE3mXyWGH99rADRbXuvpQsXaUu2C0NmWlLkiBZ5pLUjB9yG++AI6at4r1/nOek/OqrBoDKeGUP/leN1GR2erPZXFlZWVpaWlpaWllZOTg4ODg42NnZAeYppc8uPUh8IjVsJt2siHxqjjPSdG69n1TzqkhIEqtvSKM7fH1ubq72RggtlVZbiAqEoiiGwyFwPPw8EP9BWrG6qpOAK1eRSe0KqYw0z2gFGKjZBVnk1XJvZxqPTX8Z9A1W1ZRZSjMqClJK4/F4ZWVlbm4OuXoATvCQzszMoB4N1FnajBZ8ESkYw+FwdnYWziu+S/mkVABqAPxAoZZZ/QqlTzSHxNT6xqoSIDPoW1OKawKFq15RMlJDNWmfII3O3FxXTBaMEjLgKVLwuCrO0fOmmgPu3NzcXFhYAFbe3d19+PDh8fFxSgmby+96S8eg5VdI2xK+FYVNTYorM1BaKM0FSefS91Ki9Nb1ifoR4AcUhoyx6XS6v7+PFDfEdNfW1lDsS5HJZejyouVfkCdVy5fSbhGCChoPjMESSiygtLYupV20E5xkmCGGhf8iiA7RDhqirbK8vHx8fHxxcQHvEPKfsfJ2u40QdbJ2dIiBcJSTM1TjqjEplVbUV6Q8V/UoUi2DzPhGeojc22DGHn7WYEISjwUZwMsoFrpZ6ZDFoed6SF6wBBWC0j3lnDKlr84zdc41m83l5eW1tbWlpSXv/enp6d7e3qNHjy4uLpLE/0jctXgCFWImSUvKdbqtTtQRRSPXX0N0Ubpbp6qborQmoShnASGGEJaXl0ur9Ef143g8RlbCiy+++NRTTyH5jM+qbUi03NgaYs4si4sHE22SdrJOVWAAmqeKGcADzjmmmurOqC2XZVm/3yf6QgJplmUgeqQJxRjRxwXVCCBERJSTNUDgAGYnvbVJlOT8Uho6kAQppEj65B9eXL+yBL+IA+V5qTjnV7w1FqE0pwclmVu/sA7kpaW65K5qbSgdK5XjLnxkEEs0CUSDyltYWLhx48aNGzdSSjs7Ozs7O0jsSRKsJYPxVTW4WEjmam0NuilR0kvI08HilORqPRK2fFL1TbDonOt2u7CnCXOBJWCzzs7OPnz4sNlsbm1tvfTSS+j7UNtDvSjJknSx1b+STMm3dOTRHc5PUrgWNguegpZ+UlIJwBus57W1NbQ/AX5DfutwOFxcXGy1WqPRCHDoqaeeWltbu3fvHlqzhBA6nQ5IChx7fn7e7/fhhAnm18qk2sk9qVuWCizdJT0XSgH+iZ+naiXE8KL5VYqp81TDQXxulKQjbOPj5rh8ZI2soUT4GhQwDekOm2xOoPe+2+3euHHj9u3beZ7v7u4+evTo4cOHhdQrst0IycJXO2JTzHhB+YwmkmJ0C5JgG9x/Kj1PCSsLmVPiBEThM/CxgKpmZmYgGi8uLojRFxcXUYCyubn53HPPIfczSdDQi0GifEslRh+XHiqlQJZlExuogRNCFoaTSa9kiRgjHPPQACp6SXzOORRR5Hm+tbWFMmKI//n5eeccsuiWl5ffffdd7z1S6KD3UHcPcAV5D46CGRBCgKpUeUSpT3KkGyBI1IzQBbuRrINlkvaJPDUSp5NgAjkqigONIk8vUBHQYLLoHt4LtbIfe4EySQ++ztN4pSB9H+AOc2LqlVbxdOvWLbhKBoPBwcHB3t4ewCWJFR6P0nIeSS7Uj+Q67gspu7TCKz1p0pDiP72bk4Ib3k0/iZ2KMcItu7S0hPpj1MX2ej0EkuCCXF1d7fV66GdIdiWjBvOcqCTLrPKDopRHC6mczOVCZxEQEfyDwN9FdTYZ4wNImPPiaSWhEM8gGoDsCdi7SPTHUEpENt5//33oXpYZOcsfgaGMqAs4Cs6A2p4rFZJeMymHT4buaODVcGOSPAMlaKpK+Jpgh2SWu0onATmNYk79islw5tRGxTn0BcKtc2vmA5qg5q1ZPMl8w2QA4vVGo7G6uvrUU0+1Wq3BYPDRRx/t7u6WVlfuzRcLBUo0xkdQclCQlJZEqQqUr0e6p7whDiHy4UWTMVbji4r3oJ3m5+dxqIeHh7Ozs3fv3j07O0MoA5AAGWbtdptcR3ziq+ifUkf1b7qGlIhtqBULq/XJZQQJKG9igzPwQ02nFdLiBd6bZA0bz87OVldXEY/H5iPNFjdH/d3x8TGy9NCWgnIXVIEsIxhFKBbLrGFElAFESbBrTahTKASrWyolwY7Qo7ZFylq6afyrN0dfIXX3hLicSuEEI0Uzk3KCitqzvcWDVL8r9iKx4vCazebS0tLW1tbs7Oz5+fn+/v7BwQF2nyaaM4870rZi1U8fJCMql2xvZwrBSS4q9zFVW7BE8V9FibkkMRj4CkmsxhgjHJ3s3nxwcEBVsLa2FmNEZphzDvmYXmLnUcBrTS/pOUXJEiOtZNbiD6YtNg0KOqWEvJ3CarqhFljmry/Fv8YYwaV8U+iZ09PT+fn5q6urd9555+bNmzdv3mQCIni7LEt0qTg/P0e4DWuAdMDOFJbeTFOYFlewjCAnjo0kLmm8GjsO4cMTmb7uxPZ1gg9rEIs/O8HMVPJ0JQFo0CYhJVC4l0yGo6zykubJcwqSjuYEPHB/G43G4uLizZs3u90u8tu0pQehnlK5AipSuQbY9WOkm2RuLALowtLsMmmDTmXKBeNWSv3cOPA5Ct4BAJaXlx8+fDgzM3P37t3V1VX0O4ElA4q8e/cuNbVqrXitpFX3yldtLaqyrNq5FtQ2tZ5FPA7VYLxPYYOn1LPhnGNHIxQG0GgG9r158+ZwOLy4uFhZWdna2jo6OoIpvLCwgNI2xLkzmbWI3ArgftjWZHJv3sZMxsiSgilJlVidgMMZ6/xOqaxs4Kvehcy6Guf54yQGWlbYH6hKJelgDYDJkMH8RfX26MoGSawWXYG3uAb+Cnvx1q1bGOODTAfi4GBt8pPVtmaWNaVMRdIP4r5VHsuqg8Wp5ihLnNnlKpOitcUsJQzsLX5JU2fGRsAj5/7hw4dlWb766qvYtWaz+dFHH3nDx5/85CcXFxdJhUH8386ijK5qE3Mzub2FZQ3yi/DBEwLVInqUZM45gP6yOrwx2pBw3hC1SqgFwzKOjo56vR5gdK/XQ50d9B4gzeHhYavVQpu94XB4fn4+Go2A+g4PD9EABklQYEtWipKEVD9H8ZqU1o/EmUHvr5Xgqsy6fpEmg7gusJlEfbR8aDnkloBISquB4VwJSylD2VTxFl+V5DszM3Pjxo1bt26Nx+PhcLi7u4vAexR/n7MYNXk3iLuAYlJ5mg/lXwk0lbacgCuSFK2izHJlcR5ELJn00wOzxRjRXO2dd97J8/zll19Go0WMrhiPx/AY9nq9jY0NTYZRJRCrQzqcuC99FbzpyhW2MaaLH0jfqjdwfs7CJlTaU2mNiP6HeC9k2oYQzs/PDw8PEfDOsuzZZ5+dTqd7e3tITV1eXsbOo7I+z3OYy6hxY8to3BnceHl5SSuOQQOaheRkL+ZcbQdUThGr6OHqRnlxmDKDtbRB4qWlS6ZqGi+tC2eQoZCGaDkkFjUaSZMaLa/mbXOVzuTf0tLSnTt3FhYW7t27t7u7i0h7qg7U0FtBD9CAK6tJI3xDEij2tEZtuncKJ6K4Vt21+RpqjahQwTIuLy/Pzs5mZ2c3NzdTSs1ms9vtoqVcWZb7+/sgGtonVK9k45oKfSJ7M7DFXYWRimVAd6N8noLKCeAkpATF4/XhDKU1jGeNRiOk++fWlgIpD4uLizMzM5eXlwcHBygXfvjwIfYK4QI2Nl1fX9/f3yd1ghkuLy+RSEfxURPbxIEkEh6is6h8FG8Y3FlY/88S/6QQvS3op7BWfzxoGCc89GA5p04MQj4oZ9KVu5b1oDBLRRo/lmVZs9m8desW0iQfPXr06NEjxNhTNZ8pk5pJLihVe+vh/vyWSgt+klusUkG/S7r3VpBKu4caiVvpRELjhoh2UYc459BxBOsHDo7SG+I6O8Vrlr0zHM+T4+uUEowryxKuyZQSCJeth9BLAg22aDjiQYgEA/Fzc2jCcf+RBzYej9vtNvoFOedWV1chLIGLms3mG2+8UZYlmqbEGNH1GqWqSGiH4xVNhKjM2QAqWO0vzzpWY6bR8tWR5QquKC2bA7SrJFEjei8DuvmmjFo6sRuDeEei5aHo/vP+jz2yemzUNaHaISJZ4QvkULvdvnHjxtbWVlmWOzs7Dx8+RCWropTM0jmJOpJdipGCZSDzxfhFLkm5tLAOHEp2/IATfxFZWh/Hl03VHhYo+IBQgG5FuQky7FdWVtDKIVXBK9fspQcMT67GYyEEBDRUd+V5Ds8j9hYyOEgcZmpjxZCuDP1MvU/KUwxGHIxStcXFxSi9snHDGzduvPHGG+PxeH5+vtPprK6uYiAxMj4uLy/Pz88XFhZKa+6J6rBgSWksjnESnPHV1HrdbUrPlBKYkIyBF4chxBPU8yLRo5aNspJO/SBDrrx0SeFBU3B7SWJ9HEHg32qL1jiA3m5mZmZ5eRndQU5OTnZ2dhA01R3B0ZaWA6jCkncLMmAQJ62cSn51YpAoLCaT1JSYIivdUNVgXADd7e12m+3f2u02utC12+3S2vBr/FvhVjLcyYU5ufigUiaOBavddjZ3Y25ujvQNLyR9nTh7jbzSQuAJlhZVTWJqZ1kGjIFecTB/EQJDqBtuovPz85OTk8lkcvPmzWiVNyh8efToEUpwUNo2NzfX6XTYqD1UY4vRClwoN2vHFMRlidcMltMPTVJIZx3emffJJHEBr4/YiHOONViZZMVRF5GuokQqUkofT3Dg55zFJvjfwgZeUFzhANC7EzmDOzs7x8fHlH8qjL2UQWQWBfSW3UAtQZ2DpAOcKMVDZk3YKURJVWW18g1fVMSVxBeprOKqHcvgy8IZz87Oom4QbagRekTPdF9tGX/9HUnrTqzbWPVdklx81aYHMADxscDXiZlO89dbIypsqdYT4jPUS7pdKAHb29vz3qPfHjqqo8ospdRsNk9OTpDs1Gg0AMk4vL60hFb4AIAVqX+CdJylq9pLIQQPSN2AqLVArQIUL1moJrbJJDxcSATUhQbpRk5KK6vNYaPNLlJayqkxlcOooCmYUxU/ee9XVlaWl5djjMhzxmFkVpamFEkXWJ7nKP/jb4JYkNQeyhXkHKUqOqC8zNtLBs9UYOAR2JqpDPqkgIESR68H9Gi5efMmmgHyMzh4JOi7qtOmpqZjNSCq+ofbS+FXWik3kUxKCdTMiFiyIFSyYDCsgkKa+VG+EvM4MaWAKFCBHUJYXl4eDAYpJRRezs3NocWqcw71SeAltOXjRLOVlZWFhQXcB+lJSIbDW0DqxaonJ0kGlApy0liyeDDfBfAyWGuwKHErbBQaSdE0JWPUtDrpirvtDPZQDpKMH/cuVZlNkYkLrnS41XCvTqeztrYG++zg4AB7yvckWTsr6QjiNlEFpL/xVbvHVXG/F39LkIBAJsXv1LMq9vhD7Ri8xUeY/oCTRmMSMPNoNGq1WsvLy1SgNWzD/1Jl8cD4Mxm1JvXxewpsL8n0EMZsXZisQxHfemrt2ZwEyPgsLjVayRiMGdT3wAYA/oGzH79Mkm+M6Ac63sFlBGkdpfSeycZeKuJV5+gJRsmdwYKp9pF3hA2HqCJgxid5Z2IE3JzMkyRaQtcwpUCw2DDerrSR2FjSY7tTCYjr5orpFYHUhPgPIezv7+/s7GjU0IuPnwwdrCC/vBYe5hNz61BJ8tIj4XpCNW7iqtCIi8ykITvFbW7lTt4QKjz9aMy4vr7e7XZxxhcXF9579ERYWlqamZk5PDzsdDpEGjV24iHxmMkV3Fu+gjcESPVSWiohdDoewbFLyVorl3YlmQ7oJCLOTePySvOOA1s+fPhweXkZsJb9L2KMaC6f5zk6R8QYEfCC76gsy8lksr+/n+c52o+iCA5LpR3iql5OL+4TCmk9x+l0enx8jMIDL9EnuiyDjauKFivMrKCMEgfQiKTCHWAIhRoyVQdt4Q6VonhSlWpYHhiNAeCEZrN5dnb28OFDNK4h2+iteCpYARWTM9tXoQJVmyIckj7tAdUSQSbtefEw8PckTVWRvCGa9gD6o80/6mX39/dxtFdXV5CCaGREM8tVgQ05geet64lVw8NVkSQJkRhaVUS0CFphRVJJOgrzcSDQZIE/GjZ80Ozs7Onpqfe+1+vt7OzAg8csXUxi9RY66HQ6mGrsnENRGMmdCgRbgSE0QCyZ9BcjcuZuqEbivyklNt5z0mGEQIN8VUogOVVz/ZP5rGuSV6mcm6myA3/NmT7gxJPFx3hR8STT5eVlFBmh9V8mGQ38gfokCf4hk/DFuA5vuP+6Ag3iIQVlAJDUxHAypHHdBaGQgE/Msmx+fh4Jkui4/9xzz7VaLcysPT8/z/N8MBgMh8Ojo6NOp3Pnzh2tAtGHXidxVQVk4xp/OktfU+FEvRTFOZtZga83W7mwZgqlxDecBJIRiQ8hoJ1oWZZ4zXv37uGGiPcNBgMMm3FWccsmFNhkWAiYauOcGwwGCAkH689MschlkPq9wFeeeGbdXGik0mvkDHUT+lPKuKrmd1WQwvUDR6n0hGVC6udW0159DOMUiSrJqjM1xohOgCmlk5OT3d3dqbUKg52QLOFHz1tJWalEH8ffODGOa+CBYjKTepoaefFWriqkaVJHy9gB7IHMu3379q1bt9rt9vHx8VtvvYWBijh+b02yhsPh0tKSyjCukwK7Jiy4fpWCXtRRLVxQWEdOpIJC6qMMpbBLwXEUjx4BrhfHC6MlnHpGX4Vz7vz8HN9Cdjqq3uAOwuzX0gZzHB4eoqP6xcUFEkVTSvPz85TBfBBu7gXwJItCkq6CNV/iGfFoSkvoIGTnbSkOKD4UZ6rO4RO9+cp0i7j5+Pdj1EENS75RkiXzee8xFSLGiKaW/CtT/LkL0Zrcl1L8ij8Fm2Kt3EVBUhMGfLFMElejOKmo9MtqmkZNTpOl8QPzExuNxtLSEnpxokvzc889t7Oz8+DBA2xZs9kEKILXSwWSE9WnqiBWHaA13vBPMiHY3wFmwNRmwRP/sMdtkMubyy5KPIck4i0bDIZsWZacm420tr29PTi4CiuS8maYQjDD8c+kgyzLBoMBWi9iKBOMaSiKmZkZdLdXqR9t7DnfmjvPnQnWCqAW3KAgVmxSSva1gmol3SiB9lQ1iriqjxdTO7xoOXRlNX0SP3Q6nY2NDezmzs4OoBtZGb0DkoHUmvcXpEYqh2BTiEKDpubjI9FQuigwIPeT9Z3kSAZpUlTKwBiY9QygYKQFHr22tpZSwp/QMaEoitu3b9+4cYP3pKQhmylBl5L0pvtO0i8tsEppR68/fomWE2hGgo6ccNWDkgpLgQ6S5UJBQx4oJOHUG3YiWEdaxMzMzPHxMTaB1A/LGx/jKEtuIDKir66uMARkYWGh2+3i1dCfCwaDvj5PgRSMF4fdAuc4iMeLLRTM4ZOq0XpuY5S0X96czwUX+WpCwPUzykkQeiPiuSjtUkIIa2trKysr3vu9vT0kjuPz9Pjm1iyAgkp9sUQgzow5UmeqohcVjepVTObVQtDECeLEtuZWhJpJ5SH5B/tOFeScQ0PCg4ODZ599FjfEwAs0UUN8wHsP8Qn/N89DX4onDYqsbSNVNimgsF5oqOtFZSM0AHLyMPII1TDwymMyEszQLMuYPUaOilXLKlgeMqQSRA8iCZA+qP/C2LLcipvZMo2jATNL2YdzLNoYKCj509NTAPqiKK6urq6urra2tlguR2WoYA9insq/YdOfkOyELO6iKBAd49ErYai6U4WcDFjiUOiDocQkY5Dw8lJCblHsMIoN4paZmZn19fWZmZmzs7OdnR3ASi+Ynivjz0SlxANR7EX9N8gEF5Is/bhkUSo78iT5J5Oq6lzGllEaRUnTdc5hi8uyvLy8hEs3z3OkA+zv72NiaQjh4cOH5+fnRVHACxQkMlha+heIjO+odlhRLd8B46EwFwQ6Go2Oj4/39/dPT08h10ejEef/gT1AwaWFAgCgS5sGy4Q/8kDD2mKqgoLwxlLRehGTJ3u93uLiIkb3YRBTjBHlzs7COAgCXlxclBawUwpB7y0IFBTN3bx5E9CIMoK0EaTanUIQbfnQlIAOjzzPkZWt5rKKmyipnclaNSsPkAEIv1XyfqwBaLwqaaogIRmhIRT62u7v7yPrkx9WzxRUWyFZ11RbwaxbhShUZwp7ojg3yIdO8Bi1hFpFKv5zmWYOusSR4zNFUaAR58nJycHBwRtvvLG4uHh4eAhUsLa21mg0BoMBoqH7+/v7+/u9Xg/J9Nz6GCPG44EIlpaWkC6WW6fHqXVy5psWRQHEBTRyfHz84MGDw8NDLBIjofb29pAMFy19EjYxpPhwOKT3HUEu4iicNO7MvQJfOfPzpJSQ0YluX+gZkec5xvIxAwqRY/RTABnhXRYXF4+OjhQjIFMILzgajd55553d3d1XXnllaWmJ4pWakGDBSdCAIhnUD/U+Yxcz5ChSSTO8nLnRyVp4BItPNH5MJZYYByA9JRntRGLCWnu9Hprj7e3tgW00aMWvkzV5E/IlbZokIVKigsxKcxS08bsKtPh6NIP0hpRPyiTUM7k1YMMvj46OOLgOGd3oTXtwcIA27h999BFqgiG2Mb+oKArUCQwGg8PDw+PjY+wpombLy8vIpXEWPPHmjoBpMRqN0L+/KAqUjx4cHAAFTW16KWQefvCW20iVCCOVVgQ/SVYPlq2UBIroeeG7sH9A6EhD4tepLqg0kKMVQsDAP91eKuRkPbGpjnQNvto51FVTHnlqWAkSUlTI6spVtyhsCRIaosdFWY4hXXy9Ur/nxR5VEOKcazabN2/eRJBoMBhQpDnxRmXWpJ/cyR3xVUckNVQybBqlYxHzDughVhvXiydHGYA3p0hQHcJ9140+Pz9HVDvPc2QaP3jw4PT0tNVq7ezs3Lx5c3t7+8GDB41GAwOzCuvQhsl2o9EIoz2m0+ni4mJZlicnJ4PBIMYIPmm1WtRC3BOME4ZbCWYurA7csJBuydgc5njxZ6iUZBYzM0Z5fDVJAUXEIw7WBAnjbaCyvPfo/RZjRGwLVcIXFxds/YvNhyGEs1YQqwp8apO6NWJDIOAMWSk9kJfoBVHhRS0EJQmDJJMcSsoIMhWUCRUveYwc8jED6DNCNcpDyZFS6vf7y8vLMIPQ4VDVEIV9ZnXrTpwAigWx9dDdwHz4GBdaWmyIvI7wO2U8NRK/wmg54y8slUoC+Lx4CaL4ZNAkMKWEah7n3Nra2v7+PhR9s9lE0PTk5ARC8eTkBFPA4AgGvT548AA+lk6nE0JYX19HKgEa7yRDdJeXl9AYw+EQEB8GAOYfQ647Q+Eo0Wy32yDiZrN5cXGBrtrAu5Bn7KqQxAQiaZKYVNVHc01OJpODgwM8yFl6bIwRdvb5+TlgVSa5JNi62dlZaieKXmfTQACxlpaWnCR96TJidUYtpRVtNoUr1BvT6RTJS6TPTLrkqoeQgpX5JlCYXgIU+PmxG5RSv7CBX1PrXOK9x0zcq6sroH8uLllnc95RT4I02rA2/848RWR9qqQoflhua00/qoMlt4HbeP9CejCR0aMENMgzUSJrIPFut9tutxEKgFfk/Pz8nXfemUwm/X7/8vJyY2PDOYfZeHANwT84Nze3u7uLiWAA06X1C1leXoYS4PphtpZlCTo+Ojq6uLjAXEA4PVNKnU6HNl+328UgKdR8FUXRaDTQkYU5QqVVKnoLlRQ2d9FLcYXSH80w8DNzjAl9MdcVAAlgA9gMPgB4S5kVgl2l+3t2dnZ+fh4fjtUYiJeLLEG9ykOnManuGbjCcBFWqPKnEsB9SP2kqCSWm7JBpe2UAm7SHCynhYWFLMs4NS2KtycJPtMtpvgP5sYhz0TxDkWpWKPCoS7yZhjxKyrMvDhb8UvgHD7RV1PT9BiwrXD8cYBujBE+n729PaS7oiQKGTLoip5lWbfb7XQ63W53OByGEA4PD8/OzuCiYVUHkkRQXUA5V5bl6enp6enp7u7uwcEBRCyM1E6nAz/g7u5uu93+/Oc///zzz4cQoC4wTmowGKAnF2guWBiISX5YAPlczwh7WEijz8JqceBWwtiyXq+X2bgxqHpqFWgDJCSDMXheUJKQSmADKNUkvkQ9NV/te1BanZCevjPgyjaGxLQ4dAgask0myTLkAYo5EokSAzgwJ0NkktmXrAMP3hnp4JBzCjcJYEj0CsUoVHIZvkSlnMROcuboJKF7Q3U0IpMFAZRpM6nAVBngrVUB5X2SciEyG44ZpmcIodPpPP300xCB3W4Xdiri/0tLS6PR6Pz8fHV1FVoLdVUrKyvQGDFGFMuurq56G40It/qMTbcGbxwcHKBTfGFtsOD3ODo62tvbe+qpp371V3/15OTkD//wD+GsPD09zbIMGhhZ+8vLy51Oh2fB9uU0Eri3fFkSh7Mmk4W1VOJAGoTDcBPwgE7MpogkwiQx8dXW1tbYdDqJ/5e0AXnK2rpobi6eNbP6Cst+ZfSm2WxmljEaZYYi3zdIeN5Xkbyqi8yql0IIOZelqqoGPJAZAqnGQInKeDI3mS9Vh6J5KexK5u8HxdNjgAuiJdqAhlxaxAWJPQUx8rBUdSvFalK3MoAXMMBfIvyU53mn09ne3nbOwQuJZAFvzfKdeauAnofD4Q9+8IPpdPqJT3zi7t276AkAA3d/f/+ZZ565ffs2V8JpSGdnZ4PBACl3sDVJHJeXl+vr65/5zGd++tOfPnz4cH19/Stf+crFxcW/+Bf/4vT0tNvtUuC99dZb6D4P4yRYsZG3Usbz83OwFg9FNXyUUlUAa3RGAowEpgLUgZ7BKG+IDxjH1yGA9x7VkmhKp2JeTQVVwq7aJp5ETO6lcU8xTbcsbQPSAP6lzze3coVYdYwGK9WHFHss/rk4luuDUdDzENnkODMlR30Arpq5mdvFYmcn0MULGnNiIVG6U7Vx9TWPUGb1DOQEFXV8c+44zRJlWvIwHDtw+CLyGkKgqwQRe57fd77znel0+hu/8RtvvfXWn//5n7/99ts4qvn5+Var9eMf/xgSFN/FBWRM6ZtSQox5dnYWzWuff/75n/70pycnJ//4H//jwWDw+uuvv/322yhOmE6naNOCVSFkAc2MrIQ8z9Gi7/j4eDqdAqtQfiO/CNsIQoe1AxpdWFhwzmFKOei7tCIb0ijyiE5OTkhbAEuQFzFGMDNWEmzQgRNfNg9RcXyy8UrMb4WGKazJjwrWYBZzac2Vo8RkcH8sGDHsmqB0EhWGSMqpUJSmCcHhgcGcC+SosB6HlEQhh11m42jqndy6ARcy1DFUnVZOeqxSXJVWJoLP6PK8DGDVZSS5uHGURsqBxKCYcBFtPsWDBw9WVlbQmefq6mptba3dbqONOJJnAH7efPPNnZ2d3/zN3/zjP/7j//pf/+vi4uLf/bt/97vf/e6f/MmfzM/PP/PMM+12+8GDBxgN6L3HvmXW/hFHO7UOuM45zBs+ODj46KOPvvrVr7788ssPHz78z//5P7/55psUzJhOifJc5q7BfXlycoJp3qBIpHjo6VAkUVseHR3hvwsLC7CzKWghAXmslCPgBLjmvHk1vDWtQBc6ipVQzW3huSsVUu2jKmBq8z5UnkbzIynlJPGu8gNUILl1BVU9ANpz1kcZ63wMMK7jBxzVzMwMUB2WSLrxkqpAmA6g1rCRhpmVCCdLhiMp0/njLTtfJbRSbbAsI3fNt+Mk7kPNWEpOKD5GDUPm4Z/gACkt3Wh9fR2hbu89HJplWY5Go9XVVXAvcgQuLi6+8Y1vLC0tfetb3/qzP/uzO3fu3Lx58+rq6sGDB8BRzz//PGzr4XBIkZFSwunS8HXOAf2vrKygDfXV1dVXvvKV1dXV+/fv37p163d/93f/23/7b++9916j0bh9+/b6+vr5+fnDhw+R1h9jxCRtAGuMcy2Kot/vs8yKCjlI0pT3vrA5k2VZDofDZrOJMDn9S0oVKiWThWioZiGY+/3+wsICXXw0QGtCJ5MB19Gc3aUlRwGL8sgo3VSeUjozgU8Zu7S8YPjHkkxhosgOUi+Vq3HAz0Xp9ojmCNPplI4OSnFSLeUBJFy/39fm3V6iYIpSKNq5GlxgPPX38yT0YCjRybc86WDZV9QtSQCr8gCyzRgHnU6nSPa+uLh49OjRwsICeucvLy9/+OGH5+fnm5ubs7Oz6BRUluVPf/rTfr//1a9+9U//9E+/8Y1vwKe+tbW1vLw8mUyef/55ZE8Fiz0htITjoSKGDEYnts9+9rNwMcUY33333aWlpd/+7d8+OjoCZRweHp6cnMD1BFLb39/vdruY+DKdTnd3d8Fg3nv8hoEF3QEoMR4H+AEKgSIWooSJd5Q1NZWC7y4vL29sbHB8WKr6mvWYgvktcqvojeIGLC1jlwsrpcCSLMHXyayGlqwSrNighnV1YfyTYzo0f8UtoFQG6gUDQNiUNtmXO4t7MbsY4i2zUlfuVG55TkxWidYZL5d6yGDzaHHnTConk8A4b301IAmSeDwy67dMscE98hIrgeCBDAY3TiaT+fn5wWCwvr6OptDIm0cj5fn5ec79xVvs7e11Op1nn332N37jN9BFcGVl5dVXX11cXByNRuiZFyzPj55s5htzqUjvaTab/X7/xo0bqNT56KOP3nvvPXjeTk9P2TC90+kgDoVbASUOBgNofMTOcNIItxEia2Q9SmYEGEYhACkMcVllHh43j7XZbM7PzwNJltVUH96HGtsbJFYkA3rFocMZQBnBc8eqvEWdo2UxUybiDkigoMZQZOEFznFVlTFEoeoLwgMAfCHRIa5Ykqe8TmZttVrcUN6N3sDcssRUNpCby2qTn8w6ipbSNcSLs3Vubg6OeTjvmXqJR0dJheApqhXlpV4J4MR7f3R0lGXZ5ubmo0ePgGfa7fbs7CxAQrBSh/X19aOjo7t3737xi188Pz9/8cUX/9k/+2cXFxfoq8VZdBMbb4wCF+Q5o9FQaTFX/BW+zqurq+Pj442Njfn5eQwlePTo0Xg8RjxuMpkcHh6iYBdDBwFQFxcX19fXESnDfiKbTQE0N4T2FXeDgk91hfce7356esoziuJeo6Ds9XqdTocVUdftTkpuii1SXbRqd8yEhtOZhkGsuoCi+V51/RVxnueM65Hio7hHXbV6LuqQvCQVNJk1enfOwSUCrzAD78F8akn8r4o6WOpRWDERSa2mtnSJ+GQuHSiQglpIGjOlS5AwEFQBeAD5w2U15pdJ95RU9a9Fa0kLRirLElMkEKNdWVk5Pj6eTCZLS0uwCrDRL7300v/+3//7t37rt7a2tpCWjDsAKA4Gg52dnZTSpz71KTRRYxEJ0p69Da6C4HfOHRwcwBd0eXn5k5/8BG80OzsL6VNKxQXCCHjQxsYGGhQgoIHt5euoCIDI4Lk4s+IIZij4KA1jjEdHR2pT1T6DPUR3N+b/XKdyL0ZIkIgYjwbaA6jMWxMAeKKdWC/OesAk8y+RTqKFuphDiu9OZIBsqpaSfpxokyRaQQNCURBywa+urkAcTrAEeZqSg0ZqWZYopyAfB8sKRmphaQ71aBUkU+t1wxx3NfbLagMvrOTy8hK9OrARzWYTTuhok+XJ+iqxkgTgaEOTJ+Fz3Nvbe/DgQVEUaCeIHGkE+WOMc3Nz77//fqfTeeGFF+DEhBmK7KB33nnnwYMH7Xb7C1/4wq1bt+gKhJMR/OkMQ4Josiy7uLgYDocYLZ5lGRD/3t4eSmEQM4YJcXJyMj8/f+vWrbIs0ZyPYns4HOK/JAsefLzmMleavn7BEAJWcRLtqd0EJiI8URTVeLVwLQpGIM4iSWYrNGxyHHYbSIbZO/CD8aUI1Xi45Lrcmq85C9pEyYNU8Q8aezy/lol7NIudJRtNp1PMSiileI+7XEruYbJ6n6l1LVbGcIK82VmJL0OxrWF28oAKAGyuRtPwSdiCQBd4+rTasKhGDZl1LyV74DOj0ej+/fugpDzPV1ZWnHOYiIoF7OzsHB4e/vIv/zLFx/n5+c7Ozv37999+++3xeLy0tPTFL35xa2sLBJRSAoCJ4r9SQQslgKJHYI/V1dXbt2/DBwU+R5EAJAvmVsDvjhe8vLx89OhRWZaciOgMIpfSe8JZURGpR6UYBTOVRmmzYmtoni9SFMXp6SnyOLxclPQUf7w5wTPcRw3pDl/KBEhcZTWzlZvmzDFIdFBKsU4puRWEISSeqcxeeJxsHa4lD4FBYVFNrQN1krpb0qIiGSoEroZ/4tbTMwW5CxLkI5z5asj07lqoq5QaA7489CaGt6GiTw240rJfqE/41rllFBKMMa8TwA+ZsJlVKq2trf36r/86hi4eHh4idfTBgwej0QgTVG/evAnzN1ocCgEsZw2hgNezah4HTRHkZSAhtNfree+feuop1MrAhDg5ORmPx2jmPp1OZ2dnHzx4wExMSB+47FSsRJuV8v+4UhW1e2lLkaqwnori4ODg8vISqXsLCwtILNX78Oa+GgANlrFXSGHDVEY4JjHkorSXzWXOJBGEsx54wep+olXZF1aASuTz2MAI4s314kxU4sD2FdZnlG/1ROnON6f2cWJS0xhIZnWV1vWAHJ+qriu+P0UIWbSwxFVnXnbsSJ4/nnwTLH2otMLFaLZgJsmkJET8DLQWY0Q8eDQazc/Pw9EOVYMFXF1dzc7Orq2tZVm2vb0NT1EmSVd4ERhODHt5i+IRvKElyXQ6RWIpdh4deDLJ+OWq0FMWdjMTk1DMxYgSIGhpF7irRlXXL1UFzorI+Kck4UgKoOl0ikKInZ2dpaWll19+GSncfBZOJBlSB+fzNAF7wNjUeHRpeBlvBYmMQFNuec5l1XOKti5QvNECxnSgRZsojsuzNeLUppNTnDvLGMG+0zbHlQSU6+Low6Hc1fdP1cJtPQlveL2wPn5EJmQSBaO8v/KeE3UBaqMVRdhTSieplBITV1Ri5XmOFE7wGBok4uu9Xg9wBYAVNDo3N7e1tZVL0p5zDjHjGqt771HnmqpWTZBZxUzCwWwimhBlWcLZgrQcoB0MMMbK4atwzgGv0qYiDKAngOSr4pzr5OZwkyme+Htc4VqbBjQTePrpp5GjQWHHJADIpkZ1IlE0j220SWfFtYHYzlI+6TIqq321kvg2pjYYjva0Uq+TpIecpMk3jxJ3QISIzuAosUByWC6NwWC78O40PvhdJkqk6kUs6MVy1SWRskuplPdWdU5pAfDD0DrVxVTGDugxx6qfBBc2mgAaB7C7u7u3t7ewsIBS2mT9PNjYlcQUqqEcL7PD4KagZcnqKmpnQHykKBOwZpINFW0oLUwybz1LsIG5JXKi2qawKnL4Fa4HBFVUEfO4KoCpYVF+uMYq3kKiDx8+nEwmr7zyCmoheBNqdcIK0DcACTJqCV14mtFMiBBCs9nEdxG6UUmaqv32apyP09d1UoyGIMn0pA9SG/riJzGesBTaEw2b+pgkXYlagvqU/61B3hobYEMzm2KSxGBNZiTxN3xzCMvCWgKyqRsow9nU0VICKyBZBiUy6aykyAQLQL1ijJENGlQygYJVTFIiUgqA89FGigqH4sqL1URBkyzVTH27jKzDHQQe4AvSKMR/sSHgKFKGq/pz+GilbOUBLFut0hoPJMPPKKEGSYxGo93dXZ4aD5cfpv8Dv5zYvHv64hgsy6tdtYNFqTPJqqJ8DNKPhwekIk/Xj+txg9Vo5poTzIC1jm0sc7JMZsUh+niiFGcggZIGf6UHMEmRv7OQMCWKFyTKNyQPqJYgS6B5PAarwEbEPXO7ovU2A5WjVMVbnIWSidSsr3Z+fj6ZTHq9XpCKUi4jSGa8SiZuVDTsy44mAL6M7sF1471Hij/iu1D06Fyrh4eQAnQvuUKFcbSgLwzKQkapBnFNRsnFcpZdUtv/YH1clFevX9ioVquFXFEkBVEEeHFApyroItXxzmpG4vN0mHrJgyilUYqTNGG9OfbWSWkUL9JPXkqudrzmPwYsQc0e1zq1eghX1fiUqdQGhbSM5LO53cqdpVW4OenewVg9HWe0h5QgyKsYbHp6eoryFCpfvm2oxsZBWFRiyKrw3jOwRZgO1DGZTPb29m7fvq3cTlpR5emuidVkxUCkRbSZAG5Bo1J23aIUR3i1LEsmnsCd6mR0VTTvYRQHYimu6lJaIqvk4gYGcXzrgiERYFKrEE1VGInTRP/Qoih6vd7m5mbNIlJ9SCiR2/DqmhT2FiuI1Qk3UdospJTYQbXGnCS20oppam/NV/Awgnkk/C2fh32fTqfD4bC2GnokVNTx6+p45sbV7I0gdY/BMkOiWN5T6TalgFVVTbDOpLBH0aWH9hMBPXatYdOZ8CAm0mBVcE0qmSap5iFUjVLZw1dTlaWEkskAXXIvfRRIaQ5W3wiAFM3OQaiEWXqoSKQbDSrOGebBrUCstF7oYXMyVJiCP0qOgGoqgmmkrqCDS5A6leuqgOSYUmJXLN0QL5k5pCvwWMOmg0Ur01FJrw8i4iC6KyRxmk9RteOrEQxlANhjOQmCG8GHeXNEQglOr/WAT3JRftOko/lL+ZeqkEnXnSSxmyKNX6/tAoVfZnmFc3NzIQS0FUGojuSrO1JKOSVXyHQd1EZC0pcW63AGCJ10qecrO1G412nCCYqAdU42pnjGWyNRdDAYdLtdUgDfvZQZ6MD0hCWAQ1BZyBiNUiASJRqj69Rz4WqDeDLoPCksJUEFcI1UnHgj+v0+BsuiDIgObhwEsShJwlsThlyqCPUVgo0w5H28RLi4k/gkMyAoJWsk9Fjw5zk+XGkSRPJVe7H2MBKoopoaHKKu4LqpMfD5GlzjMSez1WC/8p2J0/gD9yLLMmThgnyBnSjnQDHXJUqyADbTMagE6KN0BlSoqZwFa3OZyKCcTFIrZbAPuTpYWqgzWAKrgDb3xcXF0dERwknOIp30XzkL9IDoYS3A1od2QjEXuJeike/LzU+ilp0o1WS5xA2b4kr+V2RC/lFpyrvBYdhutxEK4ALIAKRgpWknI+EmNiDQmYrw5rSAzA4/Y446DzFV5T3lHUk9mG3tnHs8WI8fLaThET6nDjU1uTIZhsdobqjGxaIl21Co016hh7FGtSREZ6n8tYtgJphP4PLykoWtJK8kOSd6xsnQLYWrE4hJ/cNQWpLQG0YJIRTgBUNfF9s8IawBeoC9PilW0TgIOzwajfI8Pz4+RpuWaEVqlM3okju2K6WE+NFoNEKmEO6cqpqWvFfTUbVLQaO3DNYaQNAriOlP6LKwsIDsyZ/1LexMrBrlPBTkeBeWAoQ/0bOngzp5ZMlsdy/I3hnP03YqLf7jvW/IeOPH+khfVZeOgyGQxZVVRzWpWC1kODuRgzc05aulicpL/I1K90za/1PDqCgqyxJij1YEiIyHnaRvuLP4EXmysL4Vyh66Nr1PjBGk1ul0artEnU79yTAzlRjsEzi8C+sAjmWj0BHdOVFajhxs7z3+ndpVliV9/JPJBLmlcFQwgFpbWxDP1f/7gm8xl+FzJCkSBjckWqkTUdbm5ub29jZxSE0rkhBVJ0fzqeC/eC9uOCiYwSVuKe8crDAopcRkeycWDn9DAEk/zccMAAqo+Z6oVihxlYEU+wbx6wcr8iJ/l5LfrxuRVRvr6Z+cVTZQwBfWFFZ5oLDcd8jCIF2aVUfxdUgEhD2FNQWJlnKna1ApkgQun52dHR8fo2d6ECuIKBkkSCUAkYyR60dHR2jywyAdrQsoB/x7eHg4Pz+PPB8itGieTeQU4efz83N0YmTnHP5AmaLHqntCavZVcAzpiD3JbchDlNQ3lpLhEf1+//T0tCzLxcXFmzdvUrWSeVLVWCqtmJ1UTk7D4musy7gh7kydTIKkLKYMDdJ6x0nWLbbRVR3rj7mBopcrJtZXKE+ij+au4Yq1Xp4wVBGkRtyCZJ6V0l7cWTiZ62E4UDcLTJtb90kF8aUFHxTz6cGT28nq/FgQi1nlQpRyqsPDwzt37lCt8T7Oer8dHh5ihppzDkG6s7MzdMI6OTlBI0R1cBVFgdouiEDUDKBtdWYdGYL54/n69E3DCIYviD0jchvU8P8ger34G7qqqHtp/3jvkd+6s7MTzQF1cnJSFEW3233mmWdyScFSSayWW5IIIIUR9YOSmROw7iUxjOkPsepmJDtRnySbuOrMdxIlOQ0fyGPVfanMR2ntBFWT7fgt3Boky2eQVbygIxJ3Mksasgof1hpLL1YLnpLJSFoSdKwGNenu9BJ752+yamklDwaEDsmn0M5XB4XwiwcHB2qUq3QpyxJj51ZXV0uL1KAB6MOHDw8ODnZ2dpDRGc2XCr8+GIAyHjdhVzk0ZSK8BCjFF9lNBD+TjZX03c9Ifq6Rjipwb/hzYpP5IIDLsoSX2VtaBxKzn3vuOdTuICnaSftbJ2A9iXchk5FZ0TI62aFDz5pUHiW7ExvuJbJBVcz1x6rjXnegZIERl5jMvUjJ5AWTcI9IFiRubxiXlnUmNV/Kpti4hg0M1lOJ4umnVE5WXeCsiWSUMb0qxckk6n7hD7wz3660HtRE7cC+YGOeFneQrBJjxBANHBV/CWF5fn5+79693d3dzc1NLAbjXnZ3dx89evTw4cOHDx8yooLKYIAKEDF4AH2pAG/g3sWVLCl9ajMBgHZKS3fBGoKknXOLaqRfE5xO0oyTFQl5iRg48wiD8UjBMcaNjY2trS2kjmP3lHgoWLmZZEu8VMN6/zszT0MIwEL4pOJJb/ltpaTDqCCO1xIFau/LB2WWS5crkCUnUD7RSaKIgpKPL+nMfsL7RAlvcdG8swJ0rps4h4xOeqVHCN9Vo0I1WmaF8BQzZAMyva+GSGviELk6CHUpYKBowSdPT09HoxFSpMgAzrnJZHJ8fPzBBx+U5qpH5uajR492d3d3dnb29vaQUwS/DXrRoekqfonQL9LgQN9weiJnLkqCA1N88b5TGyGjsqAm+5UU9OC4FV5wCPgTeam8IdaAXEPMw1tZWUEDC6LzwlLu1NNNMUxzjn9VeY8Ut4kNXvEWUfUy/baQITGkELwUZSVpia+sUl51UVmWOTUFJaszhAOHHSg7s8mbuILVdyp76eEFGejA91QuTJJSqoaHyh7+Rhmahqy3npLciFz6zyWb1MBbUfYTQWVWT5xZ/wuKYV1SMm80foZFi97fyfz6gO9HR0fj8fjOnTvdbjfYBKRHjx69++67e3t7sPBA0FmWoRG09x7iHAAALQiYEzGx7lfkXvyGTiQqHyo0PWbiBJKLKk+V0E4ybbFIPTuQB3xfJycnc3Nzq6urSIwNISDZTkW+FzMvGS6PZljzr8kaJUXz2BBH8PhqApfUTyanHCQ0CjZtsUZvpRSX0VnyccYSbSbyB4PwKst5O5KOM23oriF+SnEv7ktKJm6Tr+J13JZun/LahDw6xag3yEt6zyiuYi9IMZM6Y34R6WgxRgwAJSUpAOViiqLQXCM8CAboYDDAwG1C4a2trc3Nzffff39+fn40GoGZ6eMHQVN2IKSNDFzsP638lBK6v4A/QQelBVJKq5cgNUMiTqQdJWWhF9tGD4JWvqumZuHD4/H40aNHKaVWq7W5uTk/P9/tdqkNqMa5q8qHXpAw2ZKUpjJLBVwurdCwCVk171gPWm9YSgoCVRBXEsxh+LEG0GdTjpJoFM/ogsgYSZQdVllUWzoGi/9dFzmuGgn2lpkcJIGHWg/SQmm9Ju0I0rgXfAvsqf5V18DtBnQZj8coAqQIUYWLl8JoUd7QiVP8mWee4UyAoih2dna89z//8z9fFMWHH374+uuvszG6Fy9TCGFmZqbb7aL/CvaBXh3v/XQ6ZXQpWvEAee9jOCuNWEpLj/PXYIATOKSCwIspSW7X88Jmdrvdmzdv0k9NLc0X4YGqB4nWIxmAUB6ZrbpU8gxX5cSk0cWrQojS6SiaVU3+8dfCZHhiXsqgAV7OUiyhKaieeIvSAgpObABnphJ5Q5GME7RNNJJMlylLECMGabAaq6hdDy+JHRwlQ4FnRhPWV61n/IaalCAymPeNEtGZBsBKjo+PSxsRmWUZOHM6nS4sLKA7J8DYBx988P777xdSkfTqq69+9NFHb7/99tHR0dnZWWG1Grg/wE9mw5JPT08Hg0Fm/VFardb8/Hxu006RDKfGlco82Ak1+uYmKynUjqb2s/4SqxqNRuiDkszWCpLl5iQZjBLKVdEBiZWSpbD0EFeFDzWxrX4Xd016OpNuumxqfidYjpTwMQMksZ9KS53Fs6c2nJBfCxa71gfTU8HtiGKkqwTyMkypkB6l/FhpWUake+IQihwvaKSQbNhcxkLyFFO1ejPPK9kfmeQ7gKthilGuk8+jWUqNRkNzQhWHoGc/5gns7u6+99576OHc6XQGgwEniIUQ0MEFBax4NBAUXpCD2ktLGcLkFSSZUbiqSGKeWYyRRoWeAt/6Oj8oSyiV8CtqAqGk0wuuIF3WwGqsevm4YMZuSf2FDP5JUoCu9OPED+mq+ipJAmWsGv1OdD7P0Qt8yIn+qbzwNfwGrgZE40ajka9mNNSiLcwldhI30EvFCf/LO5ApyaxJfGfJdAV1UbS8eS5DzXSVDV6MEPg6KWwokIKlp9MI06+nquWD9j400YJluXnv7927Bw/m4eEhTpEDAZC3w/AqL/qFMZEFuX3OLGwmq15dXXW73el0ij6EGFVItkymt7knavfrntSInvsQquFOJ64/b1Z4Smlra4uNZ/jcWDW1SV4qO5K0/qTFot+C2lQ3XY0z6QcPkhGDjzE6FsyJn0Tq61lzoz7m7ev74sVIQtoJX0kZHRk10UwfEBbpuKxWIQSZ7KJMyYWSE9gyIIr/ntxP29dXIaaeHz5WVmPY+mpkTu4LUtIR1lFLq6xmiCQrahkMBsPhEGPwKLoajca7774LTz9I2VlFIqK2yKJDaCylhHpiZ9YqdonjAmAfB4upO+dwE5AOPO6q/YiqFfv6aqywdtY8UFdtYkWVy69MrZtGnufb29utVosdToOMJVWtSHKKlk+Ay5lw5Fe4bIpwcktmcVVKBOqQTGLwhTXcvv5q+o7Xr6SRYCfYnf9FjB0NZ8iXNcmKC4QLvETPIGVklKGtXtKNVDMQ5dMCpp3kBT7R/PfWdD9Jz1D+kiTFnQqWm0lOyGyILJ7Ix6ksUAaO0rPg6OhobW2Nt4oxXl5e7u3toUlOSun4+Bgi33uPiqJms4mZ7KQVwC1IL6TBNRoN1jeXZQl7msSB7zYaDUzycgbAcJWSYuAN3ZHO/JMwj1I5OZx7pR8DjaLwl6CxpnX1NH0VgKlATALElT+TYIRkV7CMziTWIG/CE3EGbr3BY72be1IXVFwfA2KlbF0BjC30w1El4sUYAFFqAk9N9HK/6N/kHnELooS0VHhzYZnV8pKFKJ6dqB0ukuqbwJTnQbEBWZtMNRNYO7FJaI5HG9gGkL2zs/P88887SRNCY4+zszMKBaQ8eO9hFnPOLHcml2lzwWrESkv2xv4j1SeEMBwOnVVyAogj7EjOjOI28Qb24GT0P0PDJ7EHuEshhF6vVxTF5eUlhD3CQdvb25/85CeZ7Kn3oSh8Ih1TFNaUfLAGbxBACgew85jfqhXkNYmZpOxE71Cjfn1T5TeP7tBJ8t0pP/C88Xi8v7+PtuCAzqoH+GBYYGzHgO+G6kSQaDU7Uarv+YFUzV8gTXB/nfkKaWaQppMYbZTipH7ehyajqtrCCi+1zMpJxS1FUZSs+jzPMSFY8/8Q382yDNPm4M2EasYXkTeG6V0pJTh8apWvTtpRlpbcCufmxcUFzrjRaKytrYF1k5mM4DEnyg04ajQaqTjX/XTX9ABPodFobGxs7O3tLS0tPfXUU61Wq9/v9/t9hjKCeA6dyH4vtil9RM6GaDjxjFN6avg2ky5VqO5gl50omba1J2Y21VfXo0KWSyJ2chbryJVFSHn88mQyOTo6GgwGSQbBRwu28d1wqYYiBRP0e7FEg+Xuu2obR82knZmZgafPmyGlFjAuqmAVJ8ksEH20env0yMkMgCtALJnkZfBQqVKw4OFweHp6urKyQoahI/j4+BjnPZ1OsXVcGN6RQ4VBuFGsHZA7MkPVxGKPI8ShJ5OJFhbTlYdl5FY1EizZpibseZE+ePTR2iitrq4uLS0VRfHiiy/euXMnpYRUDmamhKqfJ13z1nsDkGqRcw0Q8ChApbTCMaF2FP3odYYxnkIeIPpK5iApJXrNB/GVQaW6A5Ht0d21GkquFcFqBj58NQeYoStlHhVpvLmTeLi37A6eGd/BWfk2PNmFNIQL4q8M1anG1ADkBCxGYTFfLVYTtpK1ugDZOTMqojhAkmWb8IlFUZydnS0vL/PwUMWCfu77+/uoUnBmC1GloOiJTQvpY3DOIU0aU5i8jHlFoyuCsclkgslLeofMmhtgM4MUqSnFpycZhdRsyRDF1dXVD3/4w7m5uaeffhq2/tSaigKPeXNnk+DU0khiOLmfcQXrZo6CL/hUKBxZC5GsUAZhQfQx4J7XwgV8eu0d9a9ORpNMp9OPGSK3BhXp2pTZaANx0YDfGT5L1bTBaOnNhNGkHqo/8hgpMorFSejsrEEi8sOoFgppx0tQTlFHtUt4o49OYhhE8zxwDeo1VyjJD0fx9iYbfD8cDqfW1SPLsvn5+e3tbXQzh+BAcSBcCNg9JAsh0owjIYiCjKcl5w3ROefAS96wTWmXs5YQii68JbY488BQNKRryNhV0UI0XwUyUo+Ojh4+fHh6evrbv/3b/X6f+gHrhGEQxavmr4ETLzCJCCcJiMez0HCJrf0xZxuPQKknaqAx0xI+hlJ6XSbBbwoKatRPIUv8lufSEJerrwH9oigQn8egZr2dPgBpZPRwBWsu4qURbJDhQtwvBZReetMS34MKCytX50OT+eZ5W10PmSqvtiVNglnJM1Q+isdwB54u2YCfx/AIQB3QTavVWlhYGAwGp6enKaUXXnhhYWGh2WyiVU6z2Xz//ffff/99zDQAkZ2cnBwcHCDoC1DEFWY2ODq3NmlYyfz8POaw0/mN/cRngrg7eCnFq97juXsZlsH5qmDUH/7whxcXF//wH/7DKLkGTgxfVTWEIkEM4uuMV1pYd2Zmpt1u93o95EHhZ3R+d5Z6eHJycnZ2NhwOqRhBhyRFvDjzhaJNhyANEAVw2d66sDwevEoYo30QvNW5o1D1+PhYXT3O6oYourisYG1QSe44RXyeOitIpyrV47mlv/KiiIrmvqQUcabUptYPMEiakFoRamYoz3iLNPHkcLSEp04cjqCMRqMB62h1dRV6L8uyXq+3sLBwdHTU7/dv3rz5K7/yK8R7yOR57rnnVlZWTk5OSisVwATOZrOJIBcYAClJeC9gKlo4s7Ozq6ur7XZ7au3OVXUH8TJTS9QkPX/QD1OIoDcRNQYO8YMPPviLv/iLL37xi5B0bEmkFKZERoDgDVZlMskzhIDdcJZhAWOg0+l0u91er7e0tET/L8BeJuFXXN6aonqDMOgUTwgQq54uJzW6JKrAtihByihryQIxxvPz836/j0b1JP1cyn9TFXSSF2ds5jYFLTUUn0t6zSRJw1lVDeiYPr7SMjUob4JEfNI18OcNIMVr4RV+C0gpiaMts1YrMB+pDMlF8PAMh8P79+8vLS3hzmCApaWly8vLfr9/69atZ555hvsTraktLnhIO50OYR6y/xF5zPMck/CYosdCx9nZ2YWFBQzJQ1zMmZmuhJIkKzFKOiB5WLfImcaAu4/widST5/l3vvOdubm5hYUFbhE/U9vwJPUYJIma4tVTRqoIeK/f7y8uLvb7fSwDbwfzjJNZSoljevEi6p1VkVJ6kgid2eVZluU8vGC+whqXpJQGg8FTTz01Pz/vnINBrBvK1ZTVpFz6m4J4IXXdSs3JvGPIuKJ8ovTlqRTWBDdY0pHCAx6b8j05IVWbUeJluV/qXVU3qMoSbBRLn9566y0dBZllGXpHxxg3Nzf7/X4hPTIgqjHDwlsDdPS0Q0cTSlyQPuxCOGdpzeeWJg1dTcYO1cHjpeXH8+xT1bpT6sdRoqcVz7SsBlWurq6+9a1vfe5zn+v3+5n11PCCs2vHSjZwVRReWpa/l/ga3hp6NbNmZ4osnPnZiPG899yfKP2/UtUj5MX3qPRDj9Bj3JJZ8JWEy/OGA3txcXFubu709BQUUFZLsZJZYOSNJGmAKm6n1lqUxwBCxCtxB1WJq+Zx1QpdCgC+fBILyYuDiC+VS29uSgVvAAy/R1igkHEeQQJzCBIhO//dd9/9uZ/7OXA+uxKVZYl2JlgzKBgm3WAwYCroYDCAlQnXHog+t26BYDMMRKKL1lk9JzIRVDuRz7VejL/018wkJd9+v09YQv7h5/H109PT119//TOf+QzbIpGs9eK3QjUxjF9xpkjJ295cbYW1ToIMmk6nsIARkOVL8b3o8goWxwyWz19aVkhtYQqEHGqCSTGkFZIyVoxYYLfbXVhYODk5caI3SfGqCpz4/ohAeDfSaxBHUGbRtMIa9dSAk5cOEYTpIJHcChiUFJxUgdXeyElgXDmKuqiU9ip629JC1FPpv/nGG2/cvHlzeXk52chHUBLMuMxSBgHW9/f3P/roo8FgAOcyo2mYRIhvkfpBAUggjVZ1CZZAzJFYnE8pbf4a3CbUaU7SOki4wRz5/X6/3W5TZEaLLTi5sIf3799vNptf/OIXiTyViyizkmBR0CsrG/FQIDowaowRbi58DI5O+MSurq6Gw+FgMLi4uNAOkCrveEB8qev2NxlV3wgfe5wMVyMOPiDGyAGG8/PzMA0zy4uEQxBfxKtGc4MqOHPi7aE9RP7xVm1DnAAtj7hjXu0zTA0DoZtJUF1XrswQbEKosh9/T0XBmAN9i9776/LGW6UynD+j0eidd96Zn5+ndwiyHxdlEopF2+02cjnH4/H5+Xmz2UQLQQYKFOpQtXI4gBMlDhaicCVhYf8pR/XgazwA7EHcj1+CgjV2RmoGD3zwwQcrKysvvfRSMse0l9AKDbwgWZlJYmRqniIurl93zkHq43Xg+mTLx1htGksdhf9Gu8BX+tZRLFVKQ3zgcRN3Uhj/pfYfj8d7e3tra2tLS0u5NdrnNELSH30m3rq5u6qx66QlFtYKRIsdn06nvAMY4OLiAkl4AI4U/16SH4l9KXtqDJwkn0eVlRfHHxwRlFX8vWp57gmynkCR7XY7z/O33357YWHhmWeeIZAjPXHNyFzABqIzyuzsLEaP8SkTm+1FoslsjgFHVCVpJ0EtBOBUWh0JKIbyi9JORUNZlnNzc71eDz4fFRxUfTWRSTb77ne/izmWpZQl4AM0AEgbTsbPQcTgpEAGlGJ8BA+XwIQhUTXrS0l48VYAxM/QSimvpYL7WiiADKEGO/mJ/pbj4+PxeLy8vIyGTdxQ2sQkF1owyprOpng7qRpzVTeCt5IrLq5hnfs53Y2U4cSD5ASi0B5K1SpV0kEuhWzBfLUhhG6365w7OTlBnCVaplCNCHRVmaWmXl5efuc73+l2uwRC1HJkthACQjw4JOq9zAZlI9sHRRdO4vzYNDAShHppUx9pOkdLhmPkWCMtTtACdWm322Xlvpe4JDXederntk+n069//euf+cxn6AFTuZ7MI8JtpJb2hrcLaUKcxFFDsQhxUFoLDEp3GvcMgESbs0RlW5qjj6dAL0Iy5EyWe5ykQZSst6Dy2tvbOz09XVxcnJ+fR0UsEAUkOqLllDSENEmsUqT+0p+TzCU8le7H/DpUGMWVqimeohcrhWpxYkO29W5OkIMTF1iQAmgIdeAKqm+euma/AH/jEcwLODk5+fa3v/1Lv/RL/X7fiXmji2w0Gphy1+l0kDLIP6GlirPWpTT9MQ7eWVoBeBIqgll0eEE2jeMPsRowwYVfImvDSVAffy2t1xAxjK+adhQi4/H4r//6rz/72c+2Wi2FJRSmFFjK6nqfJJZnvBYkJrcoN1LeE+hHc6tQ4SSbCuOtQpAnxb9qbtLjinXel7BbIfJkMjk5OZmdnd3a2kIvAJKycw6HmstMJC9omxKLr0eYG8xDGi0ITzUSxLPJ5UZJW8CtVLA5cRDhFZgxxt/zUvvBiz8BR9VqtTjPz4m1EEKAwC5t8Cg7ur3zzjvf/va3wbqU36qC4emDt3tzc3N1dXVxcRHRFRgJSLktbG4SzNkLu8DbUALsCA3vOKXVxKYEEGcq4TrnZmdnl5aW2u12sN4hPCyi/1QtaFSK5JmGEC4uLr7//e+jiYaStWoDbl0uafC4nghsqILgZJvYzONCBv1ChAdxb5R28bkqdEBXuXUbqSdjk290cckAaBI/D3qg3rhx48MPP9zb26PGADUjcY+xzIbNqicPcLmZpSIlc7PiKWyDinx3TLrWXrCUZ1TZ3vziFBWkZmd5HN785V4MfV1ASgmdaFNKaGeSZdn8/Px0OkWGghMsBwPAV40Q/LUsy9dff73f73/yk59UA4lbiiNxUh9HRQybG85lQPzLy8vLy8vT01OsgQkw8IQwQwZ6OEoXD46kD+JpwCt3u11tNVfjEEIFvi8X78UiInnkeX58fPzDH/7wxRdfxHAkfIDSOklCTaz6YUnKKSXwMCMAxDkwh87Pz8kMdAlmdoVqFjTBgorXzFIznFinFIKPwXop8YvavmC5e3t7w+FwcXFxc3MT/TFzK8ZlCzE68iE+WRugD4YgTGaTQWEBH4NB8zxHUs1kMjk8PBwOh1g9Mnvx5tEiuA2besSzySwOn2wqBxkmSU9fKhbcDR5JOmERi51MJufn59wQ3Kph8yOUcL33III33nhjZmbmpZde4vsmiTl4Sd2j3PViDiUrkE8poUsuaimpDaBzkBdJLiqtOYU6EijUIJ6AvlzVV0ZYopDaiQe5JhNrv2k0GggOvPjii91ul5hZgRN5gPHKGuii2gEV5dJkDllVTAzhfXIrr1FwQTLgzxS4JIlgXaYphStpg1wxMUOwtiohhJOTk52dnY2Njc3NzZ/85CdMfYMbgVKH3FZYx9YoTqggNit1EyUE3TUQtOz84WywJHUOtQe5OZdaAicgMlmCFE9CTwUeG2AJwqSyLIfDIfdId5agU+XZeDxutVpgmLm5uZ/+9KeNRuPFF1+knk1iwxCSqWTFCYHWQejIeT47O4MHEO3/aSjTzUeqYn61Wm7wyc7NzXEkQo24KYaSNWkjh9TUV436VdwMBoPvf//7L7/8MnIFeJq+6tWg0M2k9ZNqjKlVDuGL0HI6McCbLUHpxsL8QqYgc7X8TWZl6zWM7TAlEp9WJZXsoiLDvx988MELL7ywurq6vLz8zjvv1CRZaV3cIEgI74KYU6peePBUW7QLg/UVRP2UrzpGqFXwX2YceQvFZ9aolDYDN5oYKVhqDVRwrKYMQXehEWxu83exCaPRyFWTCp1zyOXCkNCiKH7yk58gmR5Cl+/O++CwodlxkGgbMbbr+Pj45OQEBSiIasG5SdiDdQbzIdKHWzPMUFTlBMTTP0HgVFpoWYn+Orn/rAsxltdff/3u3bsbGxvczCRuAL0PgQAtLv5LOkyS/e6MaSH7gxSvYgPB/wQ8Xpxa5Gd1hRN4VxgAy3LiMyYtlhY63t/fPzo6unnz5q1bt957771o5bCqgKJkaWeWkqGv5yxITj9SkplIYOWiKA4PD4+OjhAX46GqORuqAT9eEC0ccI+VQ8DTAMosqySJkUM0iANgPiYCWxjrUhTFxcUFRSnV2nQ6RTnLcDjEK/z0pz8NITz99NN8CgQbjD/Ed0jH0dqAgr7H4/HJyclwOIT2Z5Lc2IZfJAveZZZvW8ogvTzPMWSJzozcctF5UpQgeLpmwiYxVygQa0Ry/U9lWb755psppfX19VT1efCAeIj4TVEUSDoM5imikKbg5yL5gYZN6IiSuwBsHGOkrqsdtKviDi4prykpV9V9hMjJzO133313c3Pz6aef/vGPf/zgwQNvlQCAKLhKaf8SzcmoTyVGYqJvaVEI3AqFf0gBD9Z1h7pIeTVYPg+FN96czdj4deo+J505eN5OnFH4GAQn547BNZFs7ph+N8YIZEKfHdqfoCrg7t27BHgU8Lu7uw8ePGg0Gsh8hM4Bgi/L8uzsDNoAoGhiI1CThPm89xxST9HgnJudnUXXTgpa2otKuF6C92A5UnOUZBO+Y42aSSq6pKIo3nnnHfR4pIDIJBRDncmvECzleY6mGFTaubTRBQnxwssW0rItVQdh4QPKCVQFpCj8+4QSk0KacvHL0Ty1H3744csvv7y4uHj37l00vvTeI3/DWS5DYYN06LabnZ1VwADAl6SZD9cKloCbD29IUOtEF9MM4N3oC+O20iNOBouWCEUvoapUdRU755rNJqY1QiCRvnmEMB4oXDX5DMktl5eXX/va10IId+7cIXEjvefRo0dw/J+fnyMbHgvAi0M/nJ2dASAxugkJR3cF3SbOTCyUbVDwU+OTAZQ+qLRxRjWgwg8/URs88TeIpdy/f//OnTvwiQexCfXzECKMODEL0MuFD9cIgAeaWVouHSfY/MI6eWY278xXQ79JIINzLkcyFsWnE6WWrOaICtd7PxqNfvzjH//CL/zCs88++9Of/vTw8NBZmImmSbIqW4IK/gv5h+WW1/oxYsV0gRPARAnyOXNsTa1iGFch062JxLiV5D2FfM45FKdHay9DkYm1IQ1hOByCN7AYJE1Qc+Yy/TsZoGJx1tXV1de//nXv/dbWVmHj2CDasbfAPKBaQJ2zszMgH9ghvLm37pxkBoo0sDdWG8zBT7onSUW7nKR5w7oIEsCqSXpuoCoBXrxzMp/b8fHxW2+9tbGx0ev1lGpVmURJYndSDk/RniQ9nquC4YQ8JWoJ1BM3pNsfRFJuZXRK/VwzBUGu5oK7htWiuP8gj73377333p07d9bX1z/xiU984xvfAAUwqAEHRZTolTPNoFyBi8ZAURSdTod8X0iWFVVEFC8N16ZaMlkwhXLRWy5QTQgR3iwtLTHFkk0o8N2Li4vd3V3Mb2TeZW5d42H58S3gXx+Px0h2APHhLEej0be//e1PfvKTW1tb4/EYgyJxfxbOQ/UBCIE3iMgpeigvSPcUjbllUGfWVUHdAER9mSRigcJGo9HJyQkJQuU65SXRAmGPq+oBoiBSzvHx8WAw6Pf7Gxsb8/PzeFxeTdqtgSiUxRFnkisgyyndvfgeKDTRaJWBAm8uV8VRfBbPFz8/hlC4+De+IfY9txrFLMugBNbX119++eWzs7MPPvgADDC2cSa5lEdGi1BSReh2E5rTNZHM1ZgE8ZOCo1nYUfKUKM9oCSh7eLFnkLZEGY+MgBgjcu+Oj491gxBPxehSfAXUn9ngOgrU6XS6ubmZ5/nh4WGv12MTB0rQ8Xj83e9+9+LiYm1trbCO0Cmlsc24xlxXWD6gABTKJMPQ/FYmLt1oDhwCfawQERUIIC8mr7fUFXba2t/fJwnyM+ka4Px/X9e/BYY5Ojo6OTmZn5+/desWwKRKKMLXEEKr1ep2u+gVCeg4tZk3WAOzm2Cr+OrECeQyom2eLkwFsfKbE7dKPRKs4l+/o2LVOff222/funXrE5/4xCc/+cnj42OQTiGtKknB+DwNR3IeXgP9bSBTsTWU8aWlTDH5zJkzayqj9fieZCqVmhQtoLDcWjVyN0HfCDxnVgOZTJsXNjCGEWJ6LUiOrooA2YeHUtYZ6v3e9763srLy1FNPwTHf7XZR6w3nT0oJaCTPc4AiwH2FW5DiJKOyGl9nBD2XMUTcaoCEwrIvHzx4cHx8rMpEZeT/Pwzws0ARjxgLQIvIGzdu3LhxAxVnKs6zLGu1Wr1eD4UQFMfYPczLATBmMgglstKScw4KhAiK4ok4IklSAunn8V24y8ofXqp4qW2996PR6Fvf+tb29vbKyspzzz33zW9+s3xSf9Mg8dcgjmEyInWcN29dYQmYiqC4L/yXPA1+w4eZSANEgZcCTWB5V1dXwdxTfHFAF6hRZ24y1YHeHCZ5nqNFJJONvWWtnp2dOZFwzvLknOT/5Xl+dnb23e9+96WXXnrllVd++tOfwgKBVAOApBSHQVJano+6PvjvdDqdnZ1FP90sy9BThALFi8Mgs1ZfjUZjMBi8//77aEJRU8g/i6yVzvRn/jdWMx30ntA5H3zwwcHBwTPPPLO0tIQEeKJWzD1Act7YJi2A6PFe3grNedF0LqwxqBMnD6QnJYUTbyFZwtEN6qqhOxWrXi5CSbB1s9k8ODj42te+9jf+xt948cUX9/f3f/KTn3CXuQWkZrIEOZJmJVEaZFiNhSgM9LukTkSykJ12dXV1fHxMmIhdLiy/Hzq0JjYuLy8BfsDhqIriPiSpnIAGw87SaciP6RshcEv9AJueP4cQfvKTn3zxi1/81Kc+9fTTT7/11ltvvPHG/fv3gZpgNJPn6dFKAvBK6xRUluX8/PzGxsY777zz8OFD3By4Xx2I0bKFQS73799/8OABXic9KentuhB0gvXJV0m8nzXGeCILhRAGg8FPfvKTzc3NF154oWHjuJ1zs7OzvV4P0Uxw/timX/JZpVQSl9ZHHlYT3Gv6rFhtoqOEREXnTFrlVH98N2IYJ5jJmTZwZtFmWfbWW2/dvHnzk5/85Kc+9akHDx7s7+/ju1k1C58SmnfgX3HwoBJnJTWFtRgiY5RSf+2kiQuKCUM19kxnAjaRFnxKaWwdpoIFIi4vL5vNJkrPuN1OZDmIHlQ4Ho+RMkSkRDrwViaGlEF8nu3NvAHx/f39GOOtW7dSSp1O57XXXtve3v6f//N/Hh8f93o91hkz98uZZtDzw5i6W7duwdNyeXl57949xmF89aLYOjk5effdd4+OjjILyKgqVlrnfdzPuPQQn8gJ7kn6BBT/0UcfXVxcfPrTn15eXsYK6UfmcSuxJQsrcSeZH8p8ELoHKPWn1k+thv6TGAAfy1CSO1+Y5kVhmfHOqugp1Om4/O53v7u8vLy2tvaZz3zmz//8zxElJQNkVmfIr9e2O8YIGECHbmFtZ6iX6FGhLFQ2u7i4AOcgPwxiGBdwDhwChL+lNITz3oOUsyxDWi/0RjL/bzDvKhYAH06wXE4siVCN2Q2pOnGZ6zk7O9vZ2blx4wY6imINq6urvV7vP/7H//jaa6899dRTzrnj42OEipkPTJ8vGKwoil/91V9dXV2FHN3Y2AiWRDmdTpF8wedCv6EhV2kNYLBmrl8Rr7KBr8KeIJGc6/L++g8kMtIVHn14ePgXf/EXn/rUp5599llI8dFoRAZmeoiTGksyc7KKbaDZzCq/ChkmjfsUllJQ8z5xkYHp0HpIqjX0/YmMG9YRBERwfn7+ne9858tf/vLTTz/98OHDH/zgB7pl9IRkMvOLYgOoAP+FNey9ByHSO6SZ38qc6uGeWiEsfcnevJ/EfDVBRWlKAa++S24CDRvFQnl1Lg7WzzPIZL4T0DxV0MHBQVEU29vbs7OzZGPn3Je+9KU/+qM/+rM/+7Pf+73fe+qpp5aXl8/OzmAfIyiGlKSplYB99atfffHFF0mUx8fHs7OzTBqnbYDtPTk5efPNN/f29hrSZZ+vTxZV6icPcOu8QIOf9eGa4L/+G+4qrPxvf/vbR0dHn/vc5yaTCRR+YTlRSPujWImScZOkTpJ8xZuTRfkZck6QeXOZVGA+HvzIN1GlHyTfhveKkluf5/mDBw/eeOONz372s6+++uqjR48ODw+DpbbT0s8k/YiEq+rJm7cLxa9K6DWuDdYS1ZvG5H8p2JQJNcXKCcClgeUkKsQDTtcSAZ3AYqUb/AxnkbdsMwTLqBzKskRX0NFoBDGv8mVxcfEf/aN/9E/+yT/5kz/5k9/5nd+5ffv21tYWPEWYGpakO/RXvvKVv/23/zbyiLDDGNlydHQUrDQEtB5jfOONNzCljzqZG6hHmZ5UE1KjLe5MkLxu3ecaqdTYQG+SDKe9/fbbmJn55S9/Gb3uRqMRw47e8lMKq4+BcojWUbRWCeAFNUXLLWUsleBHV+UAgZzIVyU1LlQptRbGAgkiLHDjxo3Pfe5z/+f//B/nXLvdxnk7cwX4ahIIPZIqIdgmja/EL5L+fPWiIKfQ4vKodiDwsmrmqZMyeejfqQ2PUQYABNKwpZecdQUP3Cg4lK6urjgtGBPyENl9+umnkyB1bOkXvvCF3/qt3/pP/+k//dmf/dmv//qv3759G1WmfHEo/RdffPEf/IN/gMx+bx0rbty4sbi4eHBwEGWw9vHx8YMHD46OjrhL3pzClAWx6vokpapyIyXwxIPFYnlxx/hepDNudU3QJAt+nZ+f/+mf/ulbb731C7/wC9vb2yklFGCo4QQVgZA5lwTVWl7rjIsl0X7LJGSuL0Xp87gvkMrOaJ4WUq3KvHhtjMXl5eW3vvWtfr9/586dg4OD119/PUq7yZp3yIvLNYQATkWR3tSaLXvrSQric5KNrDyTSRQvijPeWz2ovgjfnyBH4bs3mwEYWlGQN62aWaPP3GaVevNUqnJjCjQsCqa1Xl1dra6ubm5uesEP+LnVav3+7//+N77xjTfffBNDSNFMd35+HsgQZ//7v//7KysraJaBnSnLcmlpaXV19Uc/+hFF5sOHD4+OjpJEIXChETk8AdxJUr/ygK9Kbme5N8HcShS9elHJ8IZBys2pS3Ob/s3bfvDBBx999NHTTz/9wgsvrK2tke29udfAA4BDvlrVRXkPcaAEzBfUdyFZfizLSD3Kr8rQWonCG+nLe+9brdbJycmPfvSjX/7lX/785z9/enr60UcfUZBzUwjjSHzcFwjLZBldycZiE70pUeYykM9VfaxKuMlMl1ituSZbOimP4g5ECWLQVeelzzsxBkVdISNNM2vqhGoy5HV67yeTyenp6Wc+8xm0ffWieHGf559//nd+53f+5b/8l2+++Waz2fyFX/iF9fV1RIJCCOPx+LXXXnv11VeZkMKI2/Ly8s2bN+EchNt3Ir2ReVLtdrvT6ZyfnxMC8Sz8NdO2dr7wrtJHjF/SU6nSUMkjmI9bpR4llyocnMLbb7/94Ycfbm5u3rx5c319HVqO/XJo4ejIDGdGQmkXbRsvAJXMpu+IqzLs2kmQuai2lVPTU2mI7J7n+dtvv33nzp1bt279/M///NnZGXrIUWzwzkG6gjrnkMxEuMZgEzICkgQvyDBe2hjyzV1Vp/MIk81NwkoIlpL5aiAX4YD3FjHlViin6d2iXcG8EKVVrg0Gg+l0ilQfRCoK69b23HPP1eiSP+d5/nf+zt/5v//3/37ve997++232+32pz/96dXVVQwGbrfbv/Irv6JHC1GKY9rc3ERGZ5SBADxQ3Bw5OUH8YKo8SS5KvqBOJNhRCIL/C5lFSQnCjeXuebMANfJAgci3KC2zbTqdPnjw4ODgAA3ll5eXO50OpTuMmWDlDaX1QUpWHVbK6PUgpWfkTCpJ4uHHdbpBbFP9mW9FDqaLhpIDbo3z8/Nvfetbs7Ozi4uLL7zwwve+9z24OFXYKz+klODIR0N6Cmz4NFjHRLmuMokUSULE+5RPyhooZLBULiPvWYMP/cOMt2TgIUobAhWZELG8M6ifDlxcMGYQxBiPx4PBYGZm5u7du1St19lgfX39937v9958882Li4t33nkHkenV1dVWq/X0008vLS2x4Iv0ih82NjYyS85TLUeZvba2NjMzwyljPI7C8i6dABjKZgh+et+h0mlh82NeEBTfSKkfIU5oDK0boepo2IRpwL+yLAeDwWAwaDaba2tr6FvKO9O1SHnEcKdyMiLipGRSS22p9QJNJwhbtxhbMLHZo6RCb1WecA7eu3fv29/+NkTdl770pfX1dSJm1ZKQ+vgTknAyKxnLJNtH5a7uprPYR2lJprgzhVmNwnQXFB1mVkwI0OLM3CQbMAjlnEPniGguOWIe+C7QPRLl6siiy6y2IcYI79bKysrW1pYTJ6yeDX7/i7/4i1/4whcmk8nZ2dlHH3308OFD0MGNGzeoNgnbGL1BREwtQkqKlFKv12OWRy4VJPyMLoY7hswi5tUxsoGPEYUqA+s9vfec+BJsuAGTNXBn/hVXbu0xsQB4cvf29t599913330XgIKLZ0pIYUOCSQZBKt8zC6vxT17AjseUSC/OE/w3kzwqZwhYP6lixkntz2Qy2dvbe/Dgwe3bt7e3tzFCopCGGUmmAGXW3AHyNdh0NCZ4kKYpLZKlFdGc4KYTCFFI6CKTIE5fVdPRnMql9BMmmAa7gnTGMhgipURan1rLGielbThUKoeLi4u7d+/2ej0FANc129LS0t//+3//e9/73nA4RDJ2s9n87Gc/C3uaNgllEJ67vr6+srKys7Oj5IhltNtt9G/D1xE/CiHA7mcpiFIJzghnwT8ByNGWc86x5qn2Frg0JSmTBD7uuROYpMA9WQIsfSeAQBhSgfGY2Gf2ksAxebFGgjSLz6wQ3lf9UR+TrquCZkqXGqOov4XPCNXmShBOFxcX+/v7cFQvLi4uLy/rRtTYkSULdLOgFcxEBmYxKOHFJuFS+Vf1LCk/6w+kGN0OHnM0v6ezQAG5HXNccIRXV1eHh4e7u7uHh4cA+jDR8K+XubF4HEtbXnvtNWVd3QpSbVEUr7766t/8m3+zLMvz8/P333//6urq5s2bSTxyTvQYVtjpdNbX15WRcLdms3nr1i22ni4lowbAj3sVxGXH6gIdXOdM+noxBUmyJAwugA8ibSDYT6zBn4M1D8aFwkgW9KDYBf8ije/DDz9EOLwsS7Ym4ZmSNpQmg5jCvgptcoorJ4Cb7kiFECpH+apIJlObIaX0wQcftNvtZ555ZmZmZnFxEc08KGiD9OQhSktVmwzbzXAgiUM/Q1FKUKvMqXRQ25okFdY47JpCo52NZaBs4Pz8HGXK7J5Aw5d7iq/zXKEZgH/yPH/22WcLyUK9rqPw35mZmb/1t/7W17/+9ffeey/P8y9/+cszMzMM9pEno1S6ACtHK2jmma6srHS7XbaJDhINLawDSm41h95aNnnvGcFo2JBqZ+7sZOZTtDGsRHQ1cZlXi3q9IJDcylyiBT1z6VWBLxbWdpa2fm6ZyOfn5yzM4JJUCWTVljY8nZrmT8gG1deLUlCSVxtIUfCQ+JzVIuU2ZBJPGo/H9+/fX1lZQc5WSunBgwcaFANxX5fo/C9Ih8GyZH6SGtkp97vqKNXHZr7VcNFISqbiIWmIVagfKD/QvjzLsp2dnYODA1RyldUeKlxJTVLy99BpTz/99O3bt2tpFD/rev7557/61a/+83/+zz//+c9//vOf5xHwcfR+kNRu375NOsOG9Ho9zC9Tpwe5OlTDWxp8zKWcgD4D8rYTLzOPQMlLRQlhAg8Iv8+t1yr1fy6jIUhamfS4LS1jhQljynKkE/I5j0M/48U+xLMe93yldE/SQZc7nllWerPZVA+9sgcfluf5cDjc2dl5/vnnNzY2Go0GMtXU/6ByOpexnjxabjRfLJNKFCUXbm5p9dfR4r4qDp1ADk6eC2LBU0uUkpKN5oTAMF4wq4o9ChV4DLnR0+n08vIS4zBCCG+99Rb6ch4cHHgbkEj/HUAUmmIsLCzcuXPnN3/zN3/t134Njx6NRrA3oiUCwJQkleh5g1IxSgxPdzaY0Vn38yBZsRTbQVw3GqqvkRQ1FZ0iPFM+PbdWPyqbfDVUT41ECZhJKqjCvFS9GCQluSrvUQOTipygNdIA7lypXYxW0xTMenPVPmG5jMXm3Ul5ClfKsnz99dd7vd6rr746MzNzdHR0eHiIsiwVnMy4pNFZSDcYpX4vISqukDokyMxkfLi0WU80UnnYwQascyQ1EwSiZc+jExtd/jgbkA7VIHYQICFY0CeJ1V6WJTgf2/IHf/AHqAz+4z/+436/3+/3X3nlldFodHR0tLOzc3R0dHx8jFG4v/Zrv/Ybv/Eb//Sf/lMC5Xa7fXl5ifqBDz/8EN6hPM87nU6v15tOp3/1V3/lBeTA9sX6KVlJCio4KIzVC6cyO10LR2bmGI0SsiV5EdxCrNAVQ8FEbqEoySzPkvdXcUbuxVZDCYQQ6LvLbPqJl85zSvqECfwMX+oxSnOiwigFMxscpuKzsIp1BoAQ/C+sTwvJ6Ec/+tHm5ma73V5bW1tcXERMFFo1ijcDahqVoF68clF83t6y9EprpKrp/gpvkgVx6TapqUh8noeEf8l7mHRNL2eUzPBSUqmdtFqhGqlRA4LBV1dXvV5vfn7+6Ojo1q1b77zzztra2urqaggBsHBmZmZ5eXl+fr7X6yEX8s0331xcXNze3i6KAgiqKIrV1dWzs7Pd3d379+8/evRoMBggA29q7VgA6jiJo9/vHx4e6lYnwYrJetaXVmGYWRPZIB7JUK2Y4VZDDFM68LySlf5QsnhxM2RWQUoq52FRmDpxgicze2AMMMsf7MGOgFxDSgkjqryga6qIUrJ6HfslqvjnEolDCB6cJGcT7pNfMeeQkxuB72dmZnZ2dv7H//gfv/iLv7i0tPTpT396dnZ2Z2enYVOVlOsQ8fZyKQBTDuZmwfCg5NZX4FYmyf6lttUTbTQa3W6Xjtrz83NUtFAXE0pRZjAVzEtwrWE9ennGMUa0tk0pbWxs4GNLS0vf+c53VlZWer3eU0899corr/zgBz8IIWD8aKvVQl3Y+fn5D37wg29+85tsnNjpdF566aVHjx598MEH+/v76D+H9cBzAg5Be0bnHOK+TqLj3CUSAQVhZrV4qK3TPyXpPhTNLPTWzYDCRXVvkAkU3rzyTgBtJh2BrmdeqZYOUoRYyKAqNdzB/3m1D4O2tk8y5rCGERxbI0bLliF44rNVgipgCNaWiJCR7VkoO2OMDx48+Na3vvVLv/RL29vb4I2yLNH0VKmK5JtLewhSM7EQqXlqM7yieEVKKSGN4hyoaRKKQ7Zzg249Pj7GDMxoxhb2l2esdI8dw9ZT4PFjhXS4n5mZWVhYgB7AXrVarVdeeeULX/hCu91ut9vf/OY3kQG/vb3daDTgNr24uDg7Ozs8PEQacK/Xu3fv3jvvvHN6eopaGR7H7OxsWZZbW1tf+tKXvvnNb9J1iFcjbVF2kD8pXNM1Y0nBEsWKmjf8DAEtn4JupKQKSjG1N0prLc6zIHMqD3Ax5FtyHc4lWBUoQTt2T+vruTzCLa9eoEwGTeIxxDMEglxiElOBpgZ1X8P6VkM2A9nnef7gwYO//Mu//NznPue9R1gACZLkSwKYKIiT20GHA16GOAT0V1gNJBmGZ0nO4V9xZwb1wDAgvnv37h0cHFBZg5MpLHlgXAwOhmFObhGeCESH/B/kNj969Oju3buTyaTVan3hC1/43Oc+B2/GxsbGSy+99Fd/9VfIe0uGsAF+Tk9Pj46OME4PPbMQJCmtKnxubi7LssXFxV//9V//0Y9+hNIqzJ2G9UzPAUqO1NsYzeFIxg7iR8qsEpUUTwFcWoMcpX5nhkSQwVMUQ8zewSczyXIP5i+m8k/VvgfRoHghzauZUzi1ntKol8dTRqMRRt57S/KtvQvzRnOqrSQOVGcmeSY59BB1zvLvyLK5DJwhi0cL8eI+e3t7X/va13q93sbGxgsvvDAcDvf29k5OTtD9ndHTKK4Y/iZK+JBqjuTIh1L9ceP4e2pPpVEe0mQyQR0PBVtudYOqi7i5BAleojkMnzmr88RYl3a7vbW1BZX1/PPPHx0dffnLX/7FX/xF2qbOubW1NeTAeLOvUBiF7oj7+/tnZ2fee1ZOOatQbbfbcGf9vb/399577z2UfSGABeuCBpIT5J3EkU+ao6lKha+HQg6nUAhVJwx5gHEh7h5nQUQZ2aQnBX//ROZSBjFSSymNzySHlM7ZwmagsPeUtybE6JGaV2txy2oP4MfIiUoHO8JaRH09ajoSOmVksgTmVE2h4X6dnp7u7+8755577rnV1VW4NR4+fIgGo1Ob/Kzk66qBayIZaHn9PI9QBVJm0ZDCCuoASHiugGT379+/vLzETfR9yXuKIPGnoiiQGkT9QKECUYSkoBjjyspKq9UaDofI5zk4OHjttdfUCIkx4pOI8McYYQ7hQoE81NTZ2VmwLBd0/Ye197u/+7vNZvP111+HYwD3IaEEa96ou0Ga9hIgd1WUSMrTD3sbxM3D1S8ygMA9zGSaINW7giKqGq6WH9PjIAyL1tImkygYD4tLijECf7bbbSDPGlR7LOwod8mauQ12zmT8qK/CKbBKbrNsS5vd5837UUgRp5fr4cOHX/va15555pm1tbX5+XkcJwYuoZpJ7QEvJi+XTi7lD/gTdp96QE+O4C2TPPIYI5rUwjmbJPkECyilDQnZwFlCAfE0WRQydWwTXNAhb3t7Gy6mp556qtPpcCQ1Fg8xcXZ2BnACbANhRu2HJaHZP9Jm5+bm0Eet0+l86UtfeuaZZ/7tv/233nsM0EbeJVeuVI4zchLL5w5HaaNNLKCCFjZbZr3DgJDhh0lmYWdZhiy3IB79THrDkHapN9hEjASmMIzUn1ksjPumfkiF6KRsnA7aaS0uLrKWvSbHK8lwOAbchXnwmUSUSAd8K/rLCmvVpJvoqhc25f79+0dHRy+++OLdu3dbrdb29na320Ut/NHREeo80HmK76+MpOfkxCajLlKpQJpWTYK7sQ0tpZQyFSlPSby0iTgchU1RR1JA3gek+M2bN2dnZ+HHfPXVVxuNBqYCO8MAWM/x8TFj1Uye47gALqPX6y0sLHS73YWFhfX19Tt37rz00ktLS0t/8Ad/MBqNShtRTFGiEr2wBh/0WVOaJMkvdFWTVPeNQjqa1wFhPtKul5GEueU7UkZQ7nhxRpWSFuXEUFapB3HjrSYu2IV7UtKhVrhGdVjYeDze399fWlpC0r5Sv0NXCHI8/R7cCCe2UbB+J/oAaCKcN3cqikeMUpkaBo6Od9555/Ly8tatW4uLi2tra5iq8N577wEwIM/MS8y4gtvynFoiSkoMF0yZTb7l7yk/GJzWHedJ679JaiHgcyTRRKlwmNgoc7j/8zzf3NxMKaH38iuvvIL31UMCEaCrHC08IBmMx0KbmSST5La3t5999tlXXnnlxRdfzPP8X/2rf7W7u+u9RwNTqBGlBspm6uca6zITln+CoGVYQyU09yFJCTUlJgwAGtZecij5UG8uICCLIKXnZEh+PVlSAnw+dBxh/y8uLkoL9VAPqIAniptOpwcHBwsLC6i1cgLzPnbaJAuv6i0U4ZH4KFz5M94kWrEmzzWZCzlUOwUla4mFaZPr6+vb29s3btx4+umnO51OCAGQYG9vD8H/ZEBW7TMqbq6WBAQSd+JC9eJSwPvCt8jd1J3FJuRWt6oyA/qdm+MFF+HtULsN9Lm5uQk/D3riLi0tPXr0KLfqJ4oDppEmg474ClIw2Ao8pbSwsLCysrKxsbG1tXXr1q1er/fv/t2/+/73v59Z5BEjYVAYqcdEzs+tK31uWV41Eiysc6i+eDBLlGiwsFnFXlIb4HvNZTYjN5wKljRAAepEh1PiMKbuzWghBKIwhVOLnh9+3km4UwWocw4+bgQKKUA/tgFIqaUMeEpVXOXM8FWlUcpknieCMEoCWgX8q/ceqTIHBwfD4RBJ7d57egMPDw8xFUv5mzxANU1hxiPRBTupAyJ8Us6hz4d8pSyN30OwsQSE5MLuL8lGWKN1T5Zl6+vrjUYDLPH888+r2ZoESDhzuU5tzBFcQMiMQNPSsiwxNrPX683Ozvb7/fX19T/7sz/70z/9UyblwzEwtTG1NQlV2ASq3LLxasISUiO3KVX8pR4l9SQkHfUnqB/dbbH/jHV6Cw4WMsRO2YY8wNV6MQaw53BROGtJ6KxuCbkq8VogQu+sv4wxnpyc9Pv9hs3wdc7laqd7aQpECUdTklwBaqArN9k8M7wkhQ1OFCKB2ThewofREgoODg6Ojo62traeffbZlZWV8Xjc7Xafe+65breL0CxmDdWYm5iV56Ty4/rO8ipkmFyqJrpEmTzOnc0t4zVWHbLKbMlKw3BtbW3Nz8/DIT2ZTDAhRlWosiuolhbw8fEx5sfA7gR0abfb6II6MzPz7LPP/vCHP/z3//7fJzMruecQzA1rsUrvh1Ikf1NaKgdsbuVMWl9qUClVqensJeWBCp96KZcWhYQrKlUpg1QqwabKrQhzbHN4kw1LLq0TWY15eAceVqqmjg8Gg263G8yrm5Nk+f6qAahT+CQN4KkISdI9Trkw2kBf0Bx9ZJkVN+FjV1dX77333vHx8fb29vz8/Pr6+uLiIhQ6WJbTtaIF80qZIRAl1OWqmdWKAbxZTtgaZlNRJlGr8Lbwq3Cd3iCyclSyKaXJkPGtW7cguqbTabPZfOaZZ05PT3kfPhT3QXdHUMbFxcX9+/fv37+PGHDDBnkgrBNCeP755/f29v7Nv/k3Y5sQCrZvtVqlzW9lZgfhlhqXgGEctURoFMR3GS1ZqMaxRC8c7ZEsM5Tgx4v1RaxFQuKJaHMh3ZDSmm4oECKs5Xqm1j3bidJwVa+XF7TCW8G+4uIf5+vpXbimJCiIjmRUS+SW91ZeSwXlq16/KJ6DGdalXc45dI/q9/vD4RDzFaH0cfZHR0e7u7ssPKdYSjaTMJcqpNoayN4MODhLwut0OnxHvj5YCEEl/J6nyGNOgmRSSugcCsSPWCwYA72A3n///dXV1evqCKRAZ9qDBw8++OCD09NT6qg8z1utVqvVyvP81q1bq6ur//pf/+uDgwN6JL1V6DKIRr2dWX6bN4OSy9b8GScJVFQUBBuhmrRMWcN95m2dFdAEixLyufQWhGqiMcUZH0ExAeZhB1z6ZsB+pAEnIIdn7X7GlUzrknMed4Wo6TuigmRGAgV8fq1OJVo3jkymdxXSF5FLz6pVraqhcE2n00ePHh0dHe3v7/f7/RdeeKHZbG5tbcHtjUTlGCMSDWpUmwTLceWlOPLZuDxKFJlf5/qdJWzVhILyueoKAPfT01PEX9fX16FesAk3btyYmZkZjUb9fp/CQpkTRnOWZSiiQL0f1zA7O9tut7333W73U5/61H/5L/9lb28PGpXECqsJxpIT1w0/g+e2Wi04iGgPpKpjh1TIo88kfciZDqGHg5uMvxZWNMzzTeLSod4m4UapeeL98XkIWRAG1oxeiPQZ0Ehz1ZoY/lwTNLWLn//48bQy+fLXwZ+XzD4nXirlHIWAuTRod+JOzarp2rQl+D4APA8fPtzf35+ZmVlfX+90OmVZ9nq9GzduhBDm5uaOjo7u3bv34YcfJut0kknbNmcOFvJYac51HnZpMZSaIKHx481hp/ulIl/pjJ0re73e4uJiMndwWZZ37twBQAIdq97IsgwNlMbjcavVOj4+Rg855jhhAD1I7dVXX/3e97733e9+F77OVI0TwSVPhE06INllVmJK+tA8PyIEEnQyA5of4LbwniTiYBmgwUJgTlw6zqQkaYkg7WMqzPPMkohBAORtrgd7QnGmhiyPj2fkq6bwdWZ4/GgvF19JJSi0Ui0iq5sYbcRiFM+DPoNiQN3tegZeOgVARZIr3njjjf39/YWFhU6ns7W1haYA3W53e3t7Y2PDe39ycgKxDQnBparsx07BQckKYBAuHRf8mMJlL44UVy0l4V6Br5DHP51Ol5eXGzLmwzl3+/bt8/PzhYUFZsV4K8scDof//b//9xhjv9+H6zPPc2R5gL6ffvrpRqNx//7927dvn5ycfPvb3w7WNYPGWKvVouJVxkg2LxEUhglC3uI58FYhagtXUiYVP05kNndS+cRXa7t4xNRdPFYnpqA6gvhvEN8/JA4rY0qpPvUSJqMPqga8Fba4J12+mvThOCMsk8B1rOb9UxDSjiZrlhYtiuIMwSbSZasi09n4R7W8Kf7JEiRcWAhwhrZaraurq8XFxY2NjRjj7Ozs7du3m80mas3ee++9ZrN5cnLCB9X0ADLJSB8go9FoxGIApX5frVhPUg1HuUDZg7g12hrPzs4uLS0xqQGIaHNzM8ZIzwOZajwe/6//9b8uLi6Wlpaurq4GgwEiYrOzs1Qmn/3sZ7///e+vra3dunXrO9/5jvY8LGyeEuAQEyh42KpmCc35SzxFj7v21pS+tJWj5cw752ZmZtC6j6RMwkriSgoSZPCS2qlebH6Xm8+jT1Z2zFf2hiDI564q+1X7qQjmB/T3zrlcdSJlOV8siiuN96Ie5JtoIlCN+WqUROwBLQbJxKZ25J8syyAvsU0QroPBABN+VlZWVldXNzY2kGq2uLiIqksMpkWbKnAvvVKFjDEOEtImKnti+kaSnpC1N/LV9kHwSfd6vV6vh19Op9PhcNhut2HTo8OhStA333zz5ORkeXkZfZ1QOxYtZ9N7/+KLL3a73fF4/Morr7zxxhsTmxlDVzUEQYwRjWMpp52AdRIfvQ7OavdgMSOfHpyMV1NYm8uUUno2ozTbUwRBogf6ZUKEN68aVsgXoQXI5POiKOBQcjbIEIRRSmFnIQ0y+ENNKalWV9Llgh8zAHkimjFH+nbSwoQCXkmH4IzViRQYukeuGlXBVYNDVAL4gaaYygbs3WAwuHfvHmTtysrK+vr60tLS3bt3nfkTz8/P7927t7+/f3BwAIcPFwxbE9FcbAS9HwQMdEnxOLGkIKm5vNvUWtqjDej6+jqt/NLCt61Wa3d3lz3hnLl9P/zwQ0bKwLSw7CkLut3uhx9++PLLL+/t7WEOp94B/lmgFyaou6pPBv5NWpYkCC4SMTtv6RIaEfdVc4h4g1nHKiidWLS51cepxuCtCinRTlWQRp0W7XJiY5DnWQqjS3UCqHjiUQLh5DcKtY+3KJofk/HR2hfUQ6xvq6zGdZBfaexTk7iqfvTixOWiqY5g+MMphE1kDgIhzYMHD7Isu3nz5tbW1vb29vLy8srKChqYra6uHhwc7Ozs7OzsoIMVGQ8HAMomATkpACLRE7NSgvLdofFIuOfn59PptN/vI3yDdwfounv3LrxJnU6Hosh7j/obvMhkMjk5OcFgCGT8A+p885vf/MIXvtBsNt9//31KQWcxr2QeQ/gEkwB0J8Z6bo2PFDHjjUBzrtrwx13LC8LHmP4Aa5XwmKJXAUmSLBhnLhalP9I3Pkb3EeENxSg1LY5A/VpK4iRoCqya+P9Z18cROOJ43t2LBROseYsyllK/s36x3H3wALGack40FJgsKQgfrnFOkry6lBKEt/Kbs8krh4eH77//Prqj3bp1a35+vtVqbW5uQjP8+Mc//uCDD/h2HL/Dc9LzI8bw1uY/Vl3DFEIY/4HuiDihbreLVGd8Bhmar7322unp6eLiourSq6urv/7rv0a3rMlkMhwO0UWdY86ARqDrP/jgA0JNb9YkeGBubo4aAxSmUpn/8hx5duQHpEVBuPCUXbXBHjvwMCelkLw6EnGSmHpZlg2bcxqlCjnKDIckteoUuBomotWBoNvE+qSXFqono5Ju1cj211zYT+SHHLtZSu4+JbQ3R2cuwya4j0kmyeG7cKqo+avKl5xWSvdMMoDG+SDSUG1IVc60J+VY5lk8fPhwMpm88cYb8/Pza2trd+/eXVpampubW11d5cxdvAiqzpERpQiH/tNChoWV1VCoF+MMNjRnu4cQVlZW4K7F1k0mk263+4lPfOLo6AhNob2FewBpnI39Ojs7GwwG5+fnaLQIhNBoNJ577rmDgwO6d6iKsaWgWhwBHZoUeyQjAgMicm51tH4W5bUGJPRkwHuWWzY/94REkmUZmhnWxCWFNE0IXtDqUcpfM+uNlUk/n0JSuDV2Bj5MYlh6wfTUA/yvqgLlio+hF2Utb8GX5N1VeYVqE7Uk7vDMMt6o4HhDfoySntIXDmziE/hDkP+EBDJkAdQwDO4A7Yw7wxtzeXmJxiEouFleXv7Wt77FjrDgJVQCoLiEggFrDtZ8hhvCTUjmUNKAKwR2WZadTocgB+KqLMuXXnqp0+kcHx+3Wi0nKPHevXt44tXVFSrfQf2wZXHwt27d8t7jKXp+lLjIhcTAUCVHJ/3vgcVJjoQZUxnQAhlPu4jFNPgXvmNv6dZKVZTiuZUiOQHiCk5IP6Hq9+PvC+tLQE6jzQCshXdEnQPfNz3JaUGS46Od5MxTTFCuPW50VVhKY5QLz8DLB+k6yLtEqRPXEKxKfa6S9KHrIMPgw5eXl8PhECd0cXHR6XSQ5EhZpaWf5CXcn5knICl85uDgAL01S5vCEGO8uLhAgg0XxshdkEr8zOppkrgdeBJ0/jjnFhcXMeUJZwZqfu211waDAXxTpNHRaPTRRx/hFS4vL9HlYTgc4lY4p5s3b66srJyenjqx5yhfYbp473VqkAKeYLEU1fje/PRRbDMezWQyQfoG3AZgrVLyApk8pzcMIbDFuVKbIhxdA9Q4xQ3RBCkKH6NhRtUHxTi2AdpEKzXS57OuY5kaG5BEH4d1KeQYTgdLEP+wJMebB1OlbzSrkStQ/ZBX++wp/6jcIoWB8jBDm+aEM+lLvvJWpDeVweK4sDa0BlH/MZwnUKMaceRFlnZVOES5iFOEsoKkbzQa6+vr5BA4drIs+7mf+7mzszMOBcO7E/+gaS6oH62vsO1LS0sbGxvD4ZBStrCOYxNrqIrMH9YTOkHwxBW+6vRM4nmjnMIFhAlVDOWGMFkSM5R6nvTknMtsBkJu/aq4hzxxJxa5Gnip6ioM4pvmv9E6cEFbQhdFMQKdSFtuF3/20rqCisgLpk0pVRiXVV1ecu5r0UEaOriFUm20gmXdXxo93IskNr6rwjJlLTry+T7ErHyHwvqilRLDoqjDn/itJKZSMP8SHq2gn6eYpCcUNxrSCGIJ0YmyLLvdbr/f54dBQ2tra88991xZljQxsQPHx8fMfEb/H1AbHtFut7e3t5lqHw2IO+fIbyBuOg+w83hZb+5sJyEOPXgqYdIHjwN9KJB/jgeR+lXT8uCA/tkZwFuskMxAstM8CIpLum6prMBL3mq4cKz48HWkQIpSYlM2IH2qCuIn+d+c31GCVpXqBe05cZlFywLw4sdUQq/pgWjextLapfBPqtQajcbc3BwoDM2Zg/lPmOZAgF77OrV/tH6GhbU0JK1QsDGQ5yX/hCmQPC3+wGchnxSVOtii5eVldPWhpr68vHz55ZdhFDVsCAVe5NGjR8lsaAS/OFEG+Z5MdJtaz0MeUGb5TiQRnjpPgS4XLwF+ig9vHvQowxBwQxTiDAYDpXvek/tAIQK3AY2rzJKFQ3XgEK/Cah4gffhqTM+O1iM6GeKgsQuJwOy9GtGSXJWyKVLdky7uW8UIpvLyYspwK7kL+CbIK8YI5zdXEG2IUBQziMQEiiQDcCMoV0II3W4XcoJBK5A4/ZLAPLgPloHTAt0oy6nyxYU153nO+vSyWrXDPQ1SyUlZxaYPGGcbY5ybm9vc3KTsjwYdX3vttbOzMwItLOPq6ur4+Bj3wa00QWNtbQ1VBMW1bMeJTSWDAYBHZFbpy02mRQe7P4kDN5M0T+wSuL1hDeIbMgqA/OZEuOrOoDMAtW40izbKjAJuL20JbiY80eRDb8ltNZ2Dc4fnWn2v5Gcl6CdSfE388+JqKwMyMqu8pPGndkwSvyF5RucV85i9hI3ck1r9XFdbBFpgv/n5+ZQSIW80O0lleRIQxQfxr5mVa7qqxsDxtNttPKKw0ZRcgDfwwy9S/5Jk2cfXObeysoIp597Ku9CW7JOf/OTh4SGKGQqrNsQoMeoQmAGgZrTzx2QdZ/1CkoU74FkKIUAigCCojRlXoe2eSdqSq9a2K1bMrEMJIhLQvZeXl0pVPCN+C9SPpygP4K8UZMnmMikzlxbmIyKIMaKemEJEo2zQqBSgSdD8z6LyJ0p9vkiq9SZyJiCT9UlV2lUIlcyIUbXA6Km/1ruB+bFcFqUyIxr6FV65dWwGeCB3UbfwPGjtcSU8p1Tt5YgrWC+jhYWFzDJbOA3FVUsBSfelOf7BXXRDAcutra3l0hgdKUC3bt1aX1/f29trtVqkM+89agZKc+2zf8ns7OzKygpMc0K4KE3sXDUi6STNiR9jUC9Z4REZWMlXP086gEWUZVmn08mts0Gq+tRrIowQiCEUV4XB3uorSsstJ7tCGYLJM0u6ob7CTTDZicWQ3swJkIe6W66Te430a4JSv/XxeRd2RTFMuRTehSQYZOpjMt8RhYqeFsHidTbwYjxEmTrDA3OCqUgWTvwertqOPFWLnnRDo9WCFUUxMzODdj2I3AWbOEvIlFVDzvg9XZ+gXfwVXXrIM2TOT3/601mWMQLgTDGenZ3hu7B9IWu99ysrK/D28nEq6mKMsDeYY+PEaUEZlAy3BOl/mkl2DXeb3hiwIhtkNBoNlLdTotcoTKmQgq+GETQsQBYinfCJZH6+bBT8mVKCc8x7D5QBgxC2lhO/4v/npeRE2uNfP2ZuMgDZ1Aue8QKsmXVI64dIA8KVJxctvwr86qsoiLhTfZGk6dKCf5TrhSXB8xHkNMppcpG3CeOlzVEtJBu00+lgE1nvS27x1b4vPDm4PnFmiMWAvTc2NjhHGpuDhLzPfvazR0dHV1dXrI3E6w+HQ/IDwEZRFKurqzdu3JjYQDTKIL77xHr+IEO2lMB5IZkF3GQCD2f1FXw16mf+xovqxg+tVgvSt6ZRnbS/ddWgEn5Gd/XSQsVcmK+CFjAAdyxWbUX6KpzZJ94m+rBZG1fLzVSKVy2kV5Rh7zzZxwkwihlqO4WfFQ5lkupE6eIF+ivHR/GsO/P4kqfn5uaCJJbSfUm0g3sCW3PrCUCjeDP0RdSLV1rnEih69CYB7/FcuQbdYr1DtPw2FqR2u90bN27kMlilLMurq6utra2XX3753XffzbJMC+FTSpeXl2Bg+N0vLy9brdba2hpGciTrPourtMSkTEYp4hFTKezkGanBRu6lSzQKmEySuUj8hg0BuEePExV/FEPeSt2DuaT5LN6f34pyUfxPZCpzIR2cSEhEm8mmudHUpMuEOdVJDPSfdSmDKc98zPfU/kns1ySjO9SyVKBJXZzZdEF9mK86ZLygRm+quWauUWA76arrRBERUDoBi1NphUl+iFXjgcoB85mdc1gwhQGOP9i8pii4i+IfIIrEt76+jipHZ8YcuPSzn/1so9F466235ubm4N3DpiPLw9sYDqCap556KssyZr+V5iXkUQXzMYAIKPKjWAKwRtQ6KqUSwEn4RV0IwdxoUykvjuZxxv4oPqnxGKVPjU8ySQif2gTlGhvwW6X1ec9k7FKyBLCGddpSKofzgGdao3Uu5v+TJT4mcm0Nwu9HQeTOMEkUCE4shF9iLg1aUXsBjtQSlBNUGoAT2HptKkbLQbUtBQYSj5204+XWkLWUpSmxmE2EwALJhcdJ93Mw94W3iAwEP/w22K6yLFGWSbmI715cXDSbza985Ss//vGPUclJGZllGbI+x+Mx2vxPp9Pt7W30QXLiptD4bhLgwapwbjv3U3GOt2CiMy97sAlOuVXJZRb1S4bUqUWdAQ8Gubz4CUvJSyusaR9PnHRfSK+0wmqGqEXJSFCPYDZyiN4zkzxTsAdzDrgwJxCo9l/lihqR8/ePgyaUuOQechLFZJD2ejyDXAa5cfqik1GBKpAoUXQpOCdsdy69NJLFYrmerDp0hGEXL67owgqy3DXw5sU3RdjDTzoBypSsoLmpdSqn3L1x4waahNIzNhgMjo+PP/OZz2xvb3/ta1/L83x5eVmFyPHxMdygg8GgKIp2u33jxo2TkxPit6klM6tiBHswuxh3K6WNLg+I287t4mmq0vBm4JIOvCS3e+t8o0fJnUyGJ6lGiNz4uExmhPkqCtBUNgoaslaUQijSFcEVM1BIG6Qoite82mOiJvJ1PY4mO1cQxfblburL41SUvbyMEchl8Dc4O8hYP2+oOrcODnpz6sTMpkHV5AEdc6jsZmNKZr+RH8qy5C4TUFK20d/sTGpGmVtYSrcPyCpsPVwWiv57vd7W1haNzizLcDb9fv93f/d3v//97+/t7d26dWthYUGLUQaDAcrHkCm0urp6cnIC0cjzi1UzjG+BThm0i1SmkOycecZAJfAu8LzUKFK54C1RNEgHK2Da2dlZvLieeDKoxghaEtyvyESVGJ9IKuSr6X/TtRGUpA1W4ehiorRhTNXMS/0MN9PL9fG5cGuSONGUAbjFENJBXP78PRPmSIulxJ6SpaGrERYsNkk/AEURN0XX4K09GN45k7bDucz5cc6BPUjQUXIAm81mJhk7PFG10Wk/lJILCfxTWnnH1taWdvnEW8/MzHzuc5+7e/fut7/97ZmZmfn5+bm5ORUrx8fHZ2dncH2ur68jdYJwQumGog5mNIQLAABJP5gnWo+ZgsCJjUSZF8XMI+3SlKTXKBnuAg/o3pL31JzgPjgxDJzkcakGLqR1aTDri1SXJDmA8JU3d5JS7g33Iq1dKZvr5OcV3SSBSUEBTxJ70YnK4JfhHMDDMsnf5AUZCQmBoOnEGgbi/jxmLtSZU8iLdRGq7tFQ9V6X15yw3nsEzggJqKO53WAneJxIMbpTPDZVKdAeGor33s/Pz2PsBd/Le48m9C+//PLh4eHp6Wmr1er1emhYkiwLaHd3FyJ/YWFheXkZFWF6uirzeEiAyAQGJGtKCmyaN0BI50mQ7AzSHCVxFLNYFQXfHYwHHuCzeBC8A+W6Svokng/udiF5R5TB3tz8+ksnJlm0pmmNRqPb7cLpDMd6MCNeKTaJRc7TcdcufuaxCy9IWTA/oc6EUDUPFKUkwzb4K7eVDuwkCJsAl059ivPSXH64FdlAxVsU+48qgroIKIUJBfwY4l+ZJNyq4Fc5jYtmHBIfIP7xmdu3b8OSdhZDDSFgwvtrr7327rvv4ve9Xg+2HW54eXm5v7+P0pN2uw0zABubZRl7EVC6l9ZkAE5AvFdRFMyOJIUF6UVFCovSAiNYeos3ryiphMhH71ZaOzAYA8jto5R05r7EHRR1lBJgjpbpQJcapWGQ1DoQg3p1kwxDoDwieXgLMRUyyVe5jjyg0q1G+k7gWU6zgy8TJW+EokV9VVHmESjAyq3IWveXaw0S66bM8OJx5zKcaCgyJ49ct95JbE8hREoJhALxiWVTVzLFiBKR3ELEmUwXT6wRMRa5uLiIWR6lTNpDMRomffzlX/4ltgsJ0soAKJJsNptIusRKSunQ78RfoWxJVBYNzkWZxkDCdSKnKUT9NaU/lQEoNQpWKEIawuuohkzmHsiliDFUx2+W4pPl4dKDxAsRt9K6RRTWl4TUQiOKxx2siD6aA8NVoQ7BratqFVeNlnwsNLmDXtoEKCwha8ItkMyozWxWO6VgsAhXEoeD8gMfRCGhx0MiVj1DCJHZoEzeigokCX7Fc9Eth/W1nFxCJeOqaU7eDAyirEKGzo5GI9LxxsZGLhM/cdJw6WIgUowRwB2dsPhq8HsuLy+3Wq39/X0VYNHQc02CRsnZronMwnLoo4QgyRvBquOpGcjbekPuW5SiJT2CVDWlyJbeHMS5pf5n1jS2pna8tUKJhu6cwJJkGb58QQrH3EoLnKXrRgsTFUWRW+sxpV5f7TlCUVKTdGSVj/mBYoB8g9WTk7iz3vuZmRm1e6gQ4DTgx5L0e6FUC+blUHFOa+ZjfWQpXBQ2SqC1e5ITSstNomrKbNwTipvQ/imT3C+1gJ24IHnMDI9oHWqr1cIID7AfHgGpcXV1hW4UMDOazWa3241idKLK+bnnnkMGhJfidIoxikw6XvEg8iSBjQp4vrueMSWuSrfMknyzaq6ol+iV3pBbUUq8Gb8s7PLmo4TWJdcReVI/g/e8wJIkrqpoybbJMinhZYIVzlem8zeKLeTFk5Eko8yJQyUJ9OXTnXOPlb6eFm+k1B9kOp2qWipNoj21HLhEUAw5j7RL7aYUydOa2PggXTfVMXG57imey576qLqimKRUc3Lx5hRpIYSJdfzk6/R6vW63qzBJwwXdbhfH5syNqLx9cXEBv+cPf/hDfrc057cCGG9p1cfHx4Sq2CXSCoOAQVwUSdKBVCck8R8QRjJBX32L3lwrlD6cTFzbLtLM1OrrJzbZspRebs4wKsAk10NezaqNFEj9aEzP4uCUEvU5+S3IhX0LVYdKjeL10eSHx8EI5ZtUVSXBohJRDFAVWkk8PCqEgBDwMIo0EId6TnWJvuq0ohEczTWpfO/NaZ1ZRiRdosA86NgBVwYZ1YnfUFUZdUhpdbFo+UYem5+fZ+M+Z34tfBEvlVnqJYEy8UNKaW1t7fvf/z4T/YMVKHMzo+VgHxwc3Lt3zznX7XaTzS/ylpaXJH7kpOGZlwLIeM30ctV61ExqfcBOuY0LoMxWYZFE1vJACV0oj6I4l/gZqjWqiGR+0izLkF2CK4SA+lL6ACfW1LW0HDsVK0kyF2t0cl0mXpehKaXHjcVJfyp1VCFAjpJuvFXxYOkN6+jrBLokwfdeEj9gS3B3CKsI0CGWmJIVQsCOlBZ/8dXJ9UnKo3hO3saGYiBxspKxKLZHo9GYWE9MyldsOgyyZCo1z/P5+XlnpWpEzFObzZFLUwkV2NiKq6ur733ve4eHh0hoC9XJIKTUi4uLe/funZ6eItUCTpiJjMrjLqmkoAgkQfPsvHQR5IOi1QzwrGnoE3E5KcxV8aQUovREZ7weOhaM+iHuCYk4mCFL8kMjHBozhbXA4aGo2NKzVoGo9nftA/qbjwWlF/xA+Udhz0/HGJHKCzalkAsW7s2q45/U4egks40SMVY7kCWZ71Ja0yvQOqA/ylZKcTk3Go1WqwUaLcsSznLm2UYp3O73+5TWtR3hWVK2AdCXkmvE/YFHnIEbfRcCiTzPsUW8Lazkr3/962+99VbDGofhKyrFp9Pp3t7e7u5uCGF7e7vf7/d6PW8BRGd+6iT2FelJAR7zNcD8wbycpTULUqWkmIRmPZY0sUHFeo4kICVxPkXFcJKUxChjyMiKuAqbK4cT7Ha7UAsAPIWlGDIKrhqA7MezI2Xrg0jrNT75WAOQUIJlDeAPVJ3UaMQGuG8ppWvqh1aXBR4WLL+tsJQEHirxIumAS6deooSLYmDwUJMFg4nBKMxwujDca7qIW69AOVoIlpiVuxZjBMSno4aLpB/DWSdX2C0smmk2m1//+te///3v81Ygd+J+0MfOzs7BwQHq67mluAlJSg/Pi3ua286EGYjSJFl9mQyWDdXs5WC5dM5ar0L0olWjq16kJ+JvpSolO2eWupPJtrVLfakY80qqiBZaBQQqJPHx+kWJcH21T1w8t/Fj134ytEcZo0iRX0ZSJFLGi2pqgzeDhougXqYuTgKrmJmIpiDYhVJck074B0KUiywt2In8EEpxerghQlJKmhfJM8PHcpmAlMS1MrViRRV+KaXFxcW5uTkyDxEzSmRIOtxPPuXDDz/8oz/6IzS4jOLMDub3HA6H9+/fz/P89u3bPBjkUesOlzLxjpAjs8YWFAo4F3ilvMUQ1PhxovqcMXMm0auyLBG1wHwD/yTMjWXU0nX5J2cOTcojL84uXgpyer0elDxjZ1gDi5Co655I3L4K8WvLjpIO46o8nFOQlBaMyKp9cPWtIGAQvCBnO/PU4gUoqIKElkFMhXQJ9takLUi/E1f1Q08mE8hXJ0a9qyacBEl4JG+QTGGzRum3kVmCIbeGKJxSEIpOi5UajcbS0hLxA1NiS/NMO+vbEyw+D3KZTqd/+Id/eP/+fUIRBaCljYidn5/v9/usYmMCAiEETxqLp9NZqYE7jxMcDAZsKkN5H6QHsK/2LogxwiLCG6FaHzck6XtzipBs+IH4JNMf4oa/URLkPqMuCvMTSiu/xjKm1gcuikmj+IIGKqlfkYvuj8IkrtlhQEZmvSMLqR4iLTrz11ItePGcAGCQ10lhpE48lbeiBMqyDOYgRCM5MlZtxyjOKCKlJM3P+N9M5vxh62dmZiCzqeJzG9TuJekgmU+jsG4l7PlMydrpdCBQ+cSJdaumvEdV19LSEjIgrq6uvPd/+Zd/+b3vfY8+ymQOHO895qAdHR3duHEDW0HPOoLWBL5lNQasPEwzgMKb8AzFmczZ9NX6SX0Xijza5TBbuaXX2UDDIJS1UWJSQJio+Syk7IuEQfaemZlh1Bw7ObZBl8GsTXY4xh2CeOF9FRQpM+gH+L6umiD0eOwPLS0nDge9HakwmrHL+B+PJ4mDSWlXd5B7SgyACxJFlawziz6JX4/HD72hh0q47C1TumGjR7AAMBs+nMl0IDwFcHNqPSjJilDQaDBKZ1SykAj3B12uECrGB3784x//h//wH9iip5AOdhcXF3t7e2dnZzdv3ux2uxcXF1D3EMPUV05wrcqtaB0uqNl5qNGScFJK6EwKAlL4R4lAcqQpUhQFXsQ/yY7kAkI1V0DlOveE8MabJ4of4LKzLIOrFztGj2dh3XCpUdXNSEuMqixWjWMl8ZpC4C5hGY9jqwzr8iXJyiklJiSqvFF2xM+002uKhhJIz29qtb9OhtLVahq8eBVUGnlx/5GBFSYlG++jgkFZemLtjrHdbHhIPxJvBfxDuqdwSmL5OOcGg8HR0dHCwkKv15tOpwcHB1/72teOj48VXmPl0+l0d3d3MBhsb2+3221IehozDDXwFFT2e4tDE0yqOA/W4QfsPR6Ph8Nhv98vbPwHiIkU6UW1YnuhAFM1gFAT/8EaQ+TSmiGJNUjAk8k0DWfahmt2znW7XShM2Hg06pJpdeg0WERTq5SnnYAX18PiPrvqlQSAOMMCZVlWUITWJfprAJEqglxYStKSHkCj2i0+SKsMbg2+TqHOTDsuJlUTUXhaZAalKqKRIKmReXVOq76CiofSGlDinph4pxs3Pz/P3ifONJUzj+3EhtmcnZ09fPhwYWHh1q1bRVHA7+lEciNicHZ29v77749Go5s3b/b7fWoenj2zVumUi5a/EKUfTLJSiiS1QV4QJrbi6uoKozcAITLJXVOy8Fb6g453+nuVOE4ypXmgulfcRnwFJiz5UxnVOTc3Nzc/Pw+uA+OpIwEniFghe1DTHaLBKz5Xv/v/uJI4cD8GcIXVRmltdSGZ1lF8O+BU3osMTdsoSe0PnTC8A3wmuZQ+kk9K6QdPUaGck6wA3In9rUqfr/P/a+xbfiy57vrPOVX9fnfP9Dw8M7ZnPGMPtmJkbBJjYBNCBAFWREIskFizZ88SCQnEH8GCBRJCQCwS5BhIMCAnOAqJxzPxPLt7ph/32fd2960657f4zPcznzrV4/xq0eq+XbfqnO/7fRj/wVVL0QEpppZgPx4CxyuK0wkGYM6IaZBokRMm1zqdzuPHj1NKL7300scff/z48WN6R9xFt9u9e/fu9PT0tWvX4PWqk+e9Z9Ka0KaYD3ZRqfIXZ8KVhQkURlVVjUYj2G+c0kXLwVtG/MTOumSYmzxA2e+aljSTcbyTkhjshCJCRqiVDbDlxcXFGCOOFwHqaawG8WUr6RZyFm3T7ZPqyKuqrxSVuuunZqSTwiaG57lQ1ofyQdFyHGQS7z3jmAykOJFDai/pxYoO15x/75oh1FOh78SqS1Jnm6yUiDMUuGH8WVp3FR0Gmr8cVKhImpubW19fV7lFxNQStAUNPXjwYDwev/DCC9ydlwhVv9+/ffv27OzsK6+8gtM08FK6uUVRYLaAM4OEajCTaslmphP3atjQKCVz4r8oCgQXUeQ5G9QzmUxAsirUCAq+GlKSzyGv0tZ3zXMsKaF8s95bRZuX42Rcc+gO7DEsMkqhfi1jBZ2dQ0PS962+Z12AF5/h6RBCEHHbuqWE8KaCGZcgpwJ8tD3U0OdWvVjqIM0odVRYNP0BFTkqbCrLGlLhKM8UknsubawiTSkdgKXUn6TzHWkXVonhyevr64jQJUnoVHIwONVFjPHu3bu9Xm8ymfB4DhLrkydP7t69u7CwcPPmTbRKOosDQugCvORbZ6lGwlPNRQIzSHEK6UPV9dTUlNaQee8XFxdRl0VKZdQliqOSxI/k9kH9pBkKeJqFBCnHNziZRKtsXFjdVGVHIQXrJi+sEIFcjcAUFTWlgJJWsuhfkLS0Ckp+SyVpiVNSpmw4OKO2URwLbwOByalRgr7UCRM5rJNfp4qvpHzXWeqAvIgveplSxhUTxxqVYxBaA1bUP74ZFSFuShsSyLxHsqgzzF/QIr+eUqKXFprxMW6c8dC6rre2th49evTv//7vOJYm2ayUra2thw8fnjlz5ubNm8xM46U4GjVZxSHioZmSIeKnbNK6aiTltGh2MOujgjXantgphnD0aakyrAemjc1kk5JaYbNVVAzVzSPDlB4qSZVmqttbbLqS+hRYrSo1YCKinjdJcREu1lMWNuaVS3JNda2vDhI3izGW09PTqDHC6+fn51kCBT4mFZLIQEYMI3Kf2YuTdZ9kpKlaJdMVBKXqVjK6t7pwJ8EsqiNWmzizvlQpK1sqGyergIBQTGImguCWl5eJVCoH0AGPp47W8DoYDD788MMf/vCHjGqPx+O7d+/u7OxcuHDh1VdfZfk7BD9nPIG1ULvqpNkamwV26Lx6uWggZba4agbW7UHLweb25rNBgbPsmYj2Teu/sNmMHExbyMQacindHuUKJ3aj/onIL548NzeHdiInh5tUVgtEa4qv1hXW0p3nbEIUvbXK6mKUtwmrEuw1GAyqquKsTPhhYD50byBHyNO7amsbpQkByzVJiiqJecNfyBVOhkjW0tGiAk9FEfFK4UfyBS55qiR5g6SvwArSKs6qzyjDQ4mnlNLKygoaMoL1i1FwUuIqnx8dHX300UeQDpPJpNfr3b9/f2dn5+LFi1evXp2bm6ukZx/oJ1hCCGiYxOcM2PMVlEQKE3UWvfkAdbO2SsUH7A1aodwFK5f4KLVYfPNEDCeRtGQJ/igX2cC1Ln5Y2fgmmFU6YhWKsbbw9MQO+aQiStYpyj8x7yNJlwVyZ7GVV830W9npdDjwHppxSo5vIcK44iQZTdWwsWnyakyGZpwqdyeWZZJEurKKE51FNJDin27A4jPBTgJ1zrGf2kkPK99IwVBY3Y7SIpdXWF8vNYYznUNDs7KOJ2hOGPf4/ODg4M6dO0h1XblyBaVpNPZA4sk0+GQymZqaWlhYUDJyzV5BKv1kRddK4sn8BNC6GrHUYPBeklQrQANACijRJ3EAnJxMk40VU/Q5mYUI64XmjV5EQTIfnX5/ZdWWxAXgQOoP4uITuWg8YkpUMeVaHrxrJQpK9KrWVksYQkDSAelArgDDu6OlYFQ2OLGoAETQk2vGbSh3J3bkI4WQskRtWUAePJMk+RebnomSrPYuEUMZBJNMMuNPQBxzH3Q7oMhgva3OOmvJD6UcE1iW5fr6Os4JPjk52d/f//zzz0ej0Ysvvvjyyy9DPtWW1VbLnntB8Q9wUUlNIfEHYCaz2crmFEoySZSoEUnfN/t+nJidtbSDKvUrilNKtHyinAGjqglMRZarm03xSgz8CfGPJx/befe0wClwg9R9sA6APVXU84zBeAnIZmyQbcrxnGDGwivrONbSC2enZxZ2DhS9fgoYWi8Zr1MVZLItmUkdm3NIk3Q2UX2rblXK5q4Gg8H+/n4to5V9Mz5D+gh2iG+SKX/txj8YJHNzc3QoWY7qzfODRATJLiwsrK+vxxjH4zH6uSaTySuvvHLx4kXW5WObrHhLEuGemppCrm1iB4M6Kbqs7NxcKgHdDgmL0KDfpdDT2yj+T2xEO2VqRihPxaTUXARpf838PTKAvppIdM0UZwgBE2IKKb4kG1AEBBl9SYBoS4YSCUonaqkdzpjZtfIVz8qhk7VjwvAizZGNShmzSu6n5479Y2UIOJQ2m0llmMrmWjozCHeiShdK5sSSaKSBYgaDQbfbpdgr7Uh06lCqyygFxjBAUYaAnxmeVldXIZWdJebACXCKIAKQYJqZmUGtRK/X297e3t7eds5dvXr1ypUrqnyAYJ4wwH3B/Z2fn48SNSfYk4U7aftS+pBXlbaSmKC8vM0uKOTcgLqucUhHNKeZOFJJ6ZuH/eCBhaTeuexgtZ9EZRIzmCgmvaH9hcBhEJykH2Q+bJCQv9bLUNfVdioChw2rSHXPuUpVi8F6alVIQFTDF6Rg9q0krrMIdAa7IM0fqVkFTUCQFLzYS7jo0TMe5UTfHR0ddbtdHKnrmp6xqt1kup4SlwEcZ+dtOakVdc5BOOG/vtkyQnyQFtG6tbe3d//+/b29PSR6z58/z5HUFHKVVHfWkrlj8TOFjrrm9DeUNPldoolPoDCOYkfhIvBjjLD91PBTcDkr+mBtC6kQMijGyIpROhWV9W25pnnMP7lOtL1TCTtLdADRIBgmc+B/Z3snhUSz/TSNnSwqQAYjrIL4wY05dRDnmXUBaoN8IpmqeAZcyDmn9i8rwuBLKOOlpq2WmaShGTAOVvl8cnKCY9aTqVTIAOo0bt5LJbCzyucYI6e+JVGU+IWV9EBMkCAVI5UQzDhvZnd39+HDh7u7u0tLS9euXdvc3CxkKhbsydrSXuA9BF6qqpqamlpcXMQiCb0s4eisecpJf2mysDemx/F4SYoJbp/SamINuMz+KsW4lsingPPWi5xs/o/yGPVtato/QYJFSgYkOcpZvlpFMGUuxX9tXQ1kMxSuHtu59owTEG5cHhfJD51zzzq/6FtEcZu8BdSjpBsKKQJJEv7P5LczbaVYJGVTJqmo8GK3JOlHo0KnEqf69qKF1SAOkk1TvUwSAQWw9gHPp+BBex73S7g7s3HxotnZ2bIst7e3P//88/F4vL6+fvXq1bW1NWyklHGRtN8Y3qZIhiyk/qT4VzkabQwy5QJNO2/pkcy3Tk3zUmlxYsdUVtLyovKlsMmb+G9h48l4m64wSdMs9WRqhd7bojCKv04bDxSsKUsGzZ2EziElJ3agsreBCeQcxVe2R1UOJSsKCxvimfG0t8QNxuxwTcF6tJ25B8FypSdy+h81Bmk9SCFuEveXdoIyfbYZbKAoCtZsqkZKKSGgpjZDkKgZU90nzRPEKLGcBWT4HJpVQAlEJlQ/DgR59OjRnTt3JpPJ5ubmtWvXlpeXnVjkzkJbyRImoBXGGJxzZLZkcWcaSNEiBNw4URiswrywyue6Vc5ASUkRTplFP0TpleGNbGIzsenErHIS2autijG7gZGSNg84iUR5y+RQp1GEURtECQkybokGXeX8aP5DFA9Euc7bhQc+q9Tj16I4vrp6mhZ8YimzRgqpEFbkkWuTmKrkP+IGuu9EhuXjFdwAFQ5hRHMzWfEJ4i28TUV4EtsMwoPpRi6Mv4AIkp0pRuKgVIOtWJbl1tbWrVu3QghXrlx58cUXcSQevkWJwO1QdtbWFoN/LS4uBjumOwtrcDsqzAg3pSS9FAiupZxra/ikZqYG1iwvEapMorShUix7uxKPP80Y5n8Lq4QvZRoXZTbpmC9VJ2piJ5sgK180s1KMHfFdqsG4r2c1yerN1M0OTtcckJixEWWAymleBB+NZicWZ5RDQaIV+Si2vEwNIg7ovUWrxWC624msSuIGEI6EHUpxuLwgsRSE7ZV1szHcOGjsyZMnn3766czMzMsvv7y5uYnDO5KMCeGClVEprpL1msG/YspT99uWTaXNTfDNViHKHS8BQfKYwmEymaAASRFU2rGn2kKpBJRlyiliKEAp9TKhqzTXFmoc/s7tEPUqPfUT/l7KKNLZ2VnsKJl5gxgdzAQSmxNJ+tQEUm5LFm2c2AG0tRWpBnEoSStU0JmQIA9kG+aLnHhy+l8IHnIC1bfCMdn5A0kufGXKThsn8go5L5674y8nNgDUiTPnLa2I4mFCnz/x4XA4vHXr1sLCwvXr15eXlzWCpHJan6+Fnwg0F0UBH/rERr3SKSxkfjA5kwRB0yJbP3WINgPxOSz7ObH52EqpnKRNikmm8ZTByN5Id9aSGUwW72o/PDQPPQEnz87OIqJAZ4ksncRcIVhU8wQ7ZcyL0UHKxkWJgEuz3fylJFHyTdTRfD0hTjGmGKplsiLRT/Gjf2qnmDejlvRdSOc4l0jjODSdWkI5ykDJIFlbumXEJRHJYRuUl8qEVOJBaivINlRQu7u7s7OzN2/exCwMojzZhC8n4j+ZA4A1qDKB+0sRpemI2lp/uLbULEZ0Fs6n0sioRwmOcVWU2ehjGess5HAGsgHNgSjFxrCgGOkiFpTrnFwqv3AhyUhhStE2sWFTpHVihNRIZ9WbDaIO5NTUFLWBSgpVRM+QBb/WN405mvukDwUNv0wjUpU+r7p5oLyXNELGKrXUCChEXLPWhQ4iUEgo4x4AlMBKUjATzUes7ZzaiQz98+KZuKYtxFcT7s6iLgsLCzgDj9APEj/hwpxJZSqcJJ4Pqg9V0rfJjvKM+FNKIuWVZUmLLiM+foKKD/rfihc49E7Ul5PyZieqqbLjfulzc0lRwlZeDCFlDP43NM9Ei3KApC4bYr6WrBQo9ujoCCV9mDlAocwlRYvWMLvsRCLzFaWuNZnydZI2ojNEJoti3XpLvqr7QgJyYvawpq+QlrwgNQuaByF2aexy9aQMzUyRXhmyVPrAf7XMm5StsOCyk8yMoCfNz2G5bmxsIJACEzbbPhEfbEoXi/55T7BZaLU1vpBvo3XHRzG7vbVBQTEivUjXi1umHlAGTmY3MlXEFWIIcxay81JAQR7Gq1Eh1hZYqWm06CuUCXEFG9jBDym/8V7FghozrtkrF80pAjSS+IHUomR1J44EV9WILRCCauXHVmVyJhEz+URCzGR5BhSugK8goUe5klXskJTh8qryIQfyHlVcfJQaIYPBQMs/s61liwx24ACiTN6cxdnZWdQ8s/KEBgyuJG4ANQMVJg7SC3aYRSWTtmKz6CWJKUV+pq5mKYqzuBz3laQn5kQGzSuxBgnXqh0bxQ11Zp+wJEyFy6nUfyreeVG+UEao1c62G46bV86BsEAWGXRPQ5dEjyc4qZ7M5B3hE3zTvk8mXAnuYCHkaHlQlG6T4pMIez6BXKGylqLFS7SHhJ7Rq6pXfX4lnWWFpeRImuSlYC6jqmz9M0qekmtzTd1NOQQ0cNkbGxtra2tra2tXr16NMd65c2c4HJIWsXeS0YmdAq8FZMECIEQ8CYJgoTQhIijeyNL8yV3g5ijhcOyXWkjRgWdqYSk5mWqZu66lAN61KrHV2lZ+UMrzTSeBG/Q26xtGC4mEupoYoR0RLewBcocxWVjZtpMZ0Ypc5dKn22cUNslgsGT2PYqtORYuhIAIIL0QJXeCspBDeJTncDFrRiYhFmMziKaChPfzNqq8Qqoq9E5aO3x4XddHR0f9fn8iI7kztDEJgMVzs4yuXrhw4fLly5ubm1j8pUuXZmdnb926Ra9aH1hZ70sl4wKwZswBj9b8mmWIMxJhFXotORalMCcNGwrGaG3cLCfht4IMwlFBoO+N0kWthKEQ44tUfOg9ZMjs5kwlEsgqH2sbFa5eaG3lC14mBEcrPgjmErB8M5hVGZoOnvf+WZaUm/FyQlOy0AdPCKZto6AnGangV2gqOIrmSeL6nGQOooqTKNmJ2jKOJH2Se5Lo4aTZbq/u74mdspixGdcQJD5LgfQUWCHMz89fvnz53r17o9EIj5pMJpcvX8b4ncIOeU6WryAbxGbwx3uPWkjuCyyKRWbkEuzIXoQO8cwg02JU3gcJXnF30ACKjrIsYf27pvFDDPJpURw/WmsqhojEjIoyUss+pLQmrbf9N1ysyJjI4SCg8sq6moKksela1JJRof7MqPFZFWeSkm4lEXxzbm6Os2+jRB4oMgl3JXF9n4I1NV001vpR/tH4ISBqayRPYgzwUcozsRkEoA3AUnt9S2x6RYU1xAWbX+3MJHVWw4hKIWeHDywvLyPE1Ol0QGSF1CqTMrxFCwCchYUFNpFWrVkylLW1HP7HQAfWo2LbNYOVSQawQf8cHh6qx+nt6B2VQU6qegj5ID4uqVZ5BjB0Te3hRY2QivhqcmAmN4tmxXWQine19IJUZ3mruVJtRpOViiLDhV4lSdmL8erESos2nZTSJTZP1CMLkuwy8zpK7Sc3CcCpulAJUcgpOr6pcKnpCAsyG9V9YckE3h8t83Vsh7PrxbeDplGdxjauKNPAu93uzs7O7OwswnAppX6//9Of/vSNN944e/YsA1xUJupqU1PFGDFi3llDlpfhxEqmBKyzsDINId804Uh22g4B6u/3+xT/Tox17rqyae/eVCjXMJEhMQRUbKW6eHG12bf09yhOYLIDoLQOTUWGbiQDC8UouYhxS7wdbIAwKNlJWespA/C5JFO657WNPMgWXdn0KFXESpT4HKTZdludRda41aJZHV3JIPVogTDwDEMQTlIzFFr8VrLAX7ShD2yBzzDH9UDR8YgeVZpc53A4/OSTT86dOwdC39nZ+fzzz69fv37x4sUkHV60Z5IEcyGl8Cf6K6jxK+mPieIoR/GyvHRFkdqwd1Rq1HJwWGUNsoeHhygYzrhFhZ3yGKUDFx8kdMul6qOyJ5P6FcIEILej//Km/NvxJSKac475hFqqb/SBhR3gCw+WDBMlmE6p+sz992YDuGaCFheaTlir7SQIwA/5UA35UaiQCKjmKAwQzMLgCSJeOcRJTDYTQqR7/jfKsJZoB+xw4DPNa26c5lZZlvPz8/S3uHjE+xcWFk5OTqampkaj0b1796qqOjw8nEwmN2/eXFpaquRoBb5CgxhJ2mLAZvTbXDO27Wz8FoCp1El1ym8poXizW2pLgaPm2YmKcGbm0YgiDGlPOqnASTZngeEggtqJPaPkriKVP/UXJ0YObTzCqrL+zGRubm3l6xkxQJqoxgNIkehEuJLSx8mlGqkk9fDpkNMTOWk5E9uZNsgUHLnZS4lolESptxx1kno47rOQ7DqRSq+LooXik/SRwdpbzhJ6AGfbaFuZogrQXFpagmVC7zBI8ovrwZkdRVGsr687G1ZcSGCbKylshhxlM2rUOP4N/9XpiEmsF4KFooeUQXhGCc5wX9SWHDdLsxO7I/Aps6J5tFHcvySRlih9apSAKvJd61LmVyYMNiy5triq6q5CqlD5xVpqPSiwvBkp/MmHlHbgUGzGptrrLJOEWbw4qbyDdna0mEAUzzqKX+KateDEljPFRIsiiK9DyeStxqOWKgCyU21F/CrkaEYns275TDrNHHoOOstgQY6dnp5eXFycsitI7IJCMdrQACo96GUKbw1QkDQztQM3mvSkPJNxMr5Y2eRAFf+Uu6WdVRMsaMNQCU74imL+FnZ+uDMJosKb1EYGC9b/ThXBlZCgKctjM+r9BRdxxJeqR6uE7kT4QihntKQSintBZWiwTloyKjmKwHTsCOMK1Mwi23nvZ2dnWXXsbSBCKZOfSQeupRmDnWcRrMkoiRkXxWhWcUUJh/1XzW5aoJmBFPIANllLhojFP4yfZooipQTqR3Eioo24AVYNbuMYdGadFXMcg6ObIvfOzMygZAWyn4NKo1WVqXJTocXtUyF48RwomPktIm40GiHyoxSZGauldA8WdugbJVSwFsqq2WbJJRHXzyN03zSNiB1FQSGxfIaJlT0UGv60hn3ytpO5tM4qZShr+Khsec+cYCU1VQJR7FQnQZjV1VWMOoOQwGBNlZoq2oldLxaCtza2s2fP4giWyWTy8OHDXq+n2t9bRy9JP9q4YxoqKkejDGaa2IQ9xk+VNOmrzM/Pw/rnbDy6XLp3WnGKeKINQz/bqSh1fkoZW53E9yXH4rZoddc0XfgLhYsTH4A6ivWC2u2eJLGFl9IQdaY2a2tph+VQ2gxtAJB6JqM5pWbFcuZIZPzgzX6mIZA5e65pAHPXHLeaJNrB13GbzqyJyo6Zye7XBZdEQLYChvNwXzY5JzXDtNp0y0erzaM/CcQY44ULF77+9a9fvnx5YhNH7t69+/3vf//BgwcqabSQ4d13371+/fo//MM/HBwc0EYilYDcsVv8rsYPmTNJicfMzAy6UhD9VIxywdAhlMFqB1OOqsSKFq0iGClTWdyCHZHHyL2KRTIel6061ondEsXzhtfuRJmQSbw4b0nSBSQakilbFFTjkTr5iRPDmuSuAFGaoTShKiBwVJRkZOat8xOSjmm+onmsaDJzmkZgRpZOrK9n3oJKIF06v4b9ax0LHr2/v4+loDNdURIte5dBp5CBIlVVnT179g//8A/X19fReoJw+Pr6+rVr1548efLo0SOcNYS+deDjnXfe+aM/+qMXXnih0+m8//77Kiq8nBMaJfjDTislF2KiKApQPwbT6gqDxXOZW1C55SSET1lV8uAdkfEkXDAbG7chmYgkhbmXmQNkSHp7XsoQo7VMEHcYrMkte2mt9JZHoxwlXynTkt8Y/qYbgEUWzdJRrlzJvWh1xqTTPIQkTiDli8qRyibWhFYcM5O53oYDEMt44Gg0IjALGdXxlAEohArJX/LLUQoT+GiyRBLPz0sMoZB8oXIed4t7fuM3fmNjY2Mip5HGGGFKVVW1vb09GAwWFxcxw2cymbz66qvf+MY3VldXP/vss9FoxGmblGcUt3VdI+RfVRUiIacKTufc3Nwcgj/0fckAXFLVmshC0qlsHEOmXryV99TS/kvKjlLmncTdcqIhFcFRChwmk4mWSbNGK0q6g/3ppBU+uZDCR/q4zg64V3ZSwCpV8ZmkVNUbxLhqDApdIhrShD6kGnjKZkl6J6JdSkUKn2CHIfBfbGykkFLqf4pEL+0s1L/e3FyaoTRhKSMLqcPxYpIS9HSUVfzUNpb55s2br776KnAMoYi3jEaj/f19TOy5c+dOv98HJb3++uu/9mu/dvbs2Xv37v393//9Bx980O/3CWVWE1RW7Ek9oIUGTpQgXreysgLxz4Av3bLMQi2aUzOIBmIoWGrGOQceptkdLX46ZadLuOYxKipHg6QgiONajniqpAHaS4oH7IFuodD0wYAmZ/q5sJQlH0Inu7JC4Gh9t1gYH6jWi5O8sqI+E3964UMNRlHCBokNEqeFFLdxDWo3YhfIeQWLssBkYr1ttma9Tpm2xYfqTvT7mVLTYAJ+CdZb7ZtqgWBdXV39lV/5FS8pfQieo6Oj4XCIYVXgkwcPHpw9e/bNN9/85V/+5ePj4//5n//5z//8z/fff396ehqlyPQjKxthHa1rnqlf31RE3Nfi4iLG0tO1VfunlsLDJGm7JAY3fwnNE+O85SMVqSEE+Bix2cleyzRcCjMKyyQmECKwVbOojr/EGNHwpTjiYlBFl7UlBZt2wWKESnoG+FiljS8ghgzIGamp3kAuJYn7nqTdTNleU0lO5D1xUUiVKBUOHC2EVZ63GDytJAJck2WjFPAESc0GKTsjxZzKYcwecOlUI1//+tfX19cpm4ngwWCAlgsGyw8PD7/2ta999atf7Xa7t2/f/tGPfvSDH/ygKIrz588nqZPTUgJ4C2AAUq1v6mjItoWFBVR3F1KhRBwrTMFajLoSQ4UNXAkWkIa+ciaPodwKq01iGxS1eeYRUmlQ8eJFWt1FatCcEUKfCPwr6VNv8zlK0yRKMnASo4WLJAMrQJ4nH/l5RlGUHbSog6SiQwg8n4pEpeZDas4N4VuUvqNVQHrpYClsLjfX4M1gcc6VLJMKknUqm0c7Krai1KJ4C1ASwWoaOUlJFpZanpmZ+a3f+q1r165pyBYv4gEtIYT5+fmFhYWU0jvvvPPbv/3be3t7P/jBD7797W8/efKkLMuNjY2FhQWWuzBFAAEGOkAMFGMPyaKqCoK10ej6+d8oAXgnB5BRxidLY2mwq26eiMMsPWCLcloApLKL76KUwaEp5Jxs8cp+NOIRKuh2uyd2XlNGkUQZaUsN7igRJOJXHSeSgT4tNhMCvFJT+WQrSeJGRiudVH9JOU0xojHiIBGt2so0nJQROPNqyNXtYjs8oaQkoAQlzmgFRclzKSgVKK6ZG+cLsCZUIrz44ou/+Zu/efXqVQoYteqKooDgh00SY3zjjTd+7/d+bzQaffLJJ//0T//U7XadnQDpLAhDHquspZjRX4SPCqmGDRK8Y4VzsgNvSJ1OTBoAF9A/kbO1aULAAGU3jBoY/FMhBllQyXQW5TferAKFECbuyY3eykhxzoMax3wpW6UoNenVqBNC1Ot3a+k5dmJj6G2qWr/gItmpnanaj3xOH0bVhYab+cAkahOX2nWIXONQQLVx1BwolY+VDThxReu2kxn91PhJssi4LTazNuDCc+fO3bhx46233lpcXDw5OYHLkgmYQo4hmZqaunnz5ptvvrm5ufnw4cP/+I//6Ha7wRqpUDaH2fb0d4OdNTux6TeMhXPbrimESBnUbF6ChgwC6tfrZnaJqpZf1OJ1pZtkhVUUdchOZLEOxYVrdk5h+5UMsuYbDw8PDw8PXdOPxNM05+Wabh61WZAoBd9LeVFLcYCK5J9L8bwy2iBpBWvwTWITUqwk8SqpRZkH4JIo2lV4RSshKWXYc7ConarTZ8SNdzB6rX56YfWlrhk68E0L28voelD52bNnL1++fOXKlXPnzuGMGYQvo9XJTOykE2wGZ7DFGNfW1l599dXV1dVOp/Otb33r9u3bQNji4uLS0pJzDihHsCVKFLVuHiyVmpar0gED1d5inbA6CH2IfCe1sdy7XgQdicl7r+4H7kHwhzhWWVNZ4Wqwg41htZNtJnaCtAZPg40BPD4+7vf7tZzeqfxJ4uMivcXLY9PhUeqv7dxBRa5KX9If6TsTz65p/6h+A5HQ5EsSFVARwD+99BhxGcSsmmfcZiVHr+Lsn9ImlxEyTxmAakgNGC++gjMhrRSg3yIdOJvAg3lp169fP3/+/NLSUoxxNBodHBxMJpONjY35+XlqrihzHLBPSO5XXnkF0PnWt771ve99D/fMzMygHx9lXrj43WSWNySidv36pr7OVAF+gvNLmbAwkfFbKkoBzcrKltTBClY/45p6trCDgFgZSoLQCEQthZ/kpShBmGR+IUANdYfIgaoaqosgfW3MAARx4ZSaadexQUepP+P51DRF2togSHWa8mGUUHuyiugkM6YISQam1TYLkorRjB5TeLxZmTw1Q1i62lJFOCOvwFaUqB/dYoUa4UiTa3p6+p133nn99dfPnz8P4fTgwQOQ187OTghhc3PTyayoQkZZhRBgtb/xxhsI43z/+9//8MMPaQjWdd3r9UCp6PNQj4VbGA6HtdTTk8G452jZTeTLCpuLpjdHc8oR+cHGmYSa2NBcCoXYHL0ULEcL75wJYNcsBIBJgydkgbzYbP3BAgjzaCkO9CIrReJ3ekquOcWEzgmNRmcuprOqFvWUMq/j515toaPi1jeTAEHG/CtpkgEoKAnhollEFKQ4nIClfU7ZVEj6ko99ygAkcYKYilLZlyBWE82JYp1MJteuXXvvvfcwMarT6WxtbeHcz8FgsLu7C8MmWp/UeDy+f/9+r9d77bXXNjY2gMuyLG/evDkYDLa2tu7cufOP//iPh4eH4D2kCDBIkE2u3BvJl9klQi2z47l5Tfc4OwSJ3I7gGOk4SVVwKVP/vUSKiGbFureRywgBqR1f2JmN3nuEboMk3XkpRikvuVmIjNS0B4I4hSTE1OydIDVEOVkRuot/0uDWrSmZxmYgSDVGW0VQVFF20KimOMBt2ZRvdFyklJgCp2hGiS4i5k4cG10bht6hMShIlR5W+KwnWIGeUXktpc7chmIipfTee++9/fbbVVVtbW31ej3Q/f/+7/+urq5eunSprut+v18UBQIpSFhOTU3Nz88T7pC4dV0fHBzcu3fvb//2b7e2tkDZR0dHvV7POXd8fHxwcMDxZlQOLElQulTVqVih+MHKo1X5J/PAEL9fX19HFBX+xtLSkgoesBZUgZMAHOBOJvEy8SaJxUUKqOSodN8MvjnxuGg0qy2BIc9OGjN0d86UM+lS1RQ/oRLIZL8T04hPxhVb8SJlKgWya4p2coUukoLAWcyKpFxIMwCeM7ETqbHO0sY5Rgl1qMjjd8E8UQpbcDWKMSjmnUgILwMiFQR8R4zxq1/96pe+9KXDw0OEZTqdzsHBAYK7H3300UcffXTlypWpqalOp9Pv969evTocDnu9Ho5nG41Gb775ZlEUo9FoMBgcHh4+efLkX/7lX+7du0cE9Hq9JJnCKGVbXLOSeIZIlYUkX0Zv8ATdzsbGhnOu1+uVZQkZs7W1deHChfX1dVJ8kni2CgiCMZjfHJtxNryIoQ/V1GRIXbOXuLszV2EymUAl1s2mFhIu5514M8koqqKFp0AQJCAuQMlU+Yq3ZRSv9EQq1NsyXeSkGMlbNpcmN517RRn/i32pMtEpMsEC0HVdQy2Qw1Em5MR0f8YA6q/wKfi9lmEb3loxiAb4rO+9995bb72F9vPxeLyzs9Ptdg8ODvb39weDAdyAH/7why+++OLS0lJd15988klRFMfHx6urq0VRfPTRR0VRLCwsYN7yYDD44IMPPv74Y2or2gkK0GQBY+JYf+H9KjJV9DorxcEV7CS/EMLMzMylS5d2d3epW9bW1vr9/s7OzsLCAlMQBDrBqssgS6CEvZDCXVIeEQxJwT8pHan3NeTAMFev12PyQTlNsakEHZv9Bvgd2SIAgXSZUb9vdpT708wbpX713XkPEcHnFFZzVUtNeDJHlDiigCAEuAw+OSOPrK/Q2/x0dTa44JL5IJU3ZesQZpgiXpIAQMbKysrbb789sUmDZVkuLy/v7+8fHx+PRqNOp3N4eDg1NTUejz/++OPV1dWyLDF3ZGVlZTwe/+xnP3POPXjwYHV1FS0H//Vf//Xhhx8y0uK95yh9glipPIO+AoK3KdPzNjUGgo2rSClBzGOmFXkjpTQej1OznpakTE0dLalJUVLXNZtsqOiJXapZxhiSHT5LARllqESyOmqecEH0JwtVBQmDOjMLg4X46maCQm9QOiMdO8nCZtSfCXUFe/vPJJ5D9nZ+ws9TSoCAZngKq9XjNmsbGsfbvJj+1HLJRiNDn2erfVZWnix2VsjhUFFCzpBGWh9aVdWNGzdWVlawjampqZWVlaqqYOrs7+9X1pO1sLAwHo8fP34MBlhYWDg6Orp161ZRFH/wB3+wsbFxeHjovb9z584///M/DwaDEAKD0JWdaxBaMXhlXYIgQ0B2UeciGVfIWYjYL4pMsU44A8fHx48ePQohDIfDEAL8FtTbEXrZe4MEi5nogLhlRkXlq29ZrrVV/zup4UkW+Of5dkpwXAM2RVPNi5lHAyNYsJxTZvkQJVxlCd9SwtlX2tSvl0ocsnqwCXxOFIgiWlU9eZIJfj6TXwk2i0n7ZqjxnAQVgLhnUy/5pmChVr7PNxNeTszcS5cuwYmhBD1z5szs7OylS5du3Lixvb29s7Ozvb197969fr8PGQ/K7na7c3Nz3/zmN19//XVU7e3t7X33u9/d2tqi1I92XE3bpv8CEtfbKO1UdWCdmPac5bnH4/FwOLx69WqwyOzx8fGPfvQjBGcLq3Wj9YwLfxKyxLGz8QTO5IXWe3m5UEwRLdwcLa5FUuP6keUYj8eKfrWeKbyccVGyEBYNfe43WmLOSRZZs6cqTdt0/Dywf8HnVJtJek5InaT+JHVQwZKAKDospL6fITVFImESbfIAs6JqyD3N/HgLzaqLEFsl4+plq+pfW1sjlFnhhB7zjY2Na9euTSYTGNBbW1ulDYJE8tI598ILL2xvb8Np++///u/vfe97ldWjV3ZYSOZHuqb4cSJ11MCgwMvQBoBCC7H4ghBhgvncuXPj8bjT6ezu7s7NzX3pS18ih8M6ipLCYx+GE7le2rA9BhL0gIws70MOgcnk7FTgQioLo5V5g/pJZ1EyBszE4woSJPDSf6MKIbOhQ3Pwh3JglEKDjPeIndQqGnUid5TxaHTRqkxmYRLUyvy8k9pA1UIl4xq8pTK5fm/znSgXnkkoigfXVCVJXH7frOZXacque9xJdz5YGUZVVfPz8+fPn3/rrbcwURAx0F6vd3Bw8OTJk263u7+/jxbHTqcDqQyvRUHmW3qWsjwLTfiWFaTPSSnNzs5ubGywFojAQnEOpv7v7OzAwrl69eri4mK0C9wLoixskAET75pkwc2zs7MYqEGzJzbPQcIu6mbDhxcXhUnGGCPcqklztDV/B8NEiw/6ZpyeDiXDaF6qvp3lvJSvFNrt63mS/nmXQiZa3QchVkjdP7UZnStaLE6Me29ODgN62cPJ87S1krk33EJJcAcJNXC5fCV3W0ulXmUNh6q2cBvlFgPYySqQURaBMBESZEtLS1tbW6AV1woFnKpty9YAZP7CTZ6Kufn5+dXVVbSqqbCsqopeBwQJgqGF9LZTUyNvwDdSIEWrioPzEKQmfGIX4+7cnRONQZlHdNBXPjo6QlStvalajoRIYl8x5eTFyckUQrCgEKmTXyEAST0K0iizg0hPXvyNbJGKI/qvSS7SJWNiNIE4mraQls5oHUVJzCSiibgorI3Oi//NxZTcg8oDxZxuIFq1ujOV3e12L126FO2gstR09id2jE+06oOjo6O9vb2tra27d+9ubm6+9dZbdV3v7e2FEIbD4d7eHnrBSFiuKWmo5rTVhrSioM/2iefMz89j/kqSEgaukNYklIOTmvIoSS4KHgULXs3bnOh9YotJDOJG2ZX2ANkjy/H1+/3RaOSbsXn8Qknp5IjfJHaLE9sjyUzCJD6Db/m7+lM/D8+JqiUxWjKucMKZfJRKYidB2CTRNkUozbPYjPkkKf7BFSWog9QN5iLHVqTkmdSJVp9D45Vo0z2TWfH6+/fvv/rqq7E5vdpJJyFeTM/v4ODg4cOHjx49Wlpaeuedd6anp2H/xBjRnzUcDolLFSRcNPuMnem7+vllW3xISgl2Pz9h1A8UwABZYRPSFR98u9KQM1WgLiagR3FeSAk03RsQXyXzlwoZPxGkid6ZGIJzkk5Tbl66ulUD+9PsQxWBxBSWyoiT0q77wis2QyPuNLnDKwu4EZjO1Cz/pVzUXgzZgOjmA/l1CkdoXW06z2DyLN4PNU37iaV2JDUihvxaFMX9+/cPDg4wu4E+brRTvEH6cD6898PhcGdnZ29vr9/vr6ysbG1t9fv9vb29J0+ePHnypNPp0Ocry3JlZeXw8LDf7ytM8S8GFpUbn4ckLLssS/bjkjmdaG0YcoUcWZ4sH+lEONEgqW1mjrNUi7NJNQjkU/xXNqS6lt4dJ1KKBASFo8yGoBObe7KdJtOHpB7uiJvyFtlzzUy/igCV8f//F8mOzN8W/9lFfUt5St3FNRPRmW6hUU1S5GnHvEfTeckqTFlKRKjq8p6OJ4jiyOKqpco3tboKkzkWe3t79+/fv3z5MsKac3NzuAF0j597e3t4/u7ubqfTQXRlMBj0er3hcNjv90H9Dx8+hBuKh/f7/bI1b4Oe66mAVo2vsMvgGy2rTQRE683jHvlFxZaXuhSWsnrvEZ6DyUegJ+ss5XMyU5uUGmScRJBuMnLLaDQ69QhUJfrMRIZXQIlLnidjqzlHVlQS8eJDKzwVFLgy8a//1U8osPR1+hYChGKIgAqWBMw8KN5TW1dWsK4X3MaBlq514ZnPJnQTAerZcNG6pYkdSQl8j0ajpaWlzz77bDgcXrp0ifPrqqrq9/u9Xg8WDmz94+PjwWCA+M///d//lWU5Ho8Hg0G/3+/3+zwjFTjj0aIMkqAugBSsoG8rAa7cW/bECZMkSxDSYia5qAzmc9Tw0AgVzUoNsFAJcCVa9E83gE4ISaSwcl/CEM0PpCp1eBRrXE9pg31oJCh5qf2mVyE9nCrOM1qnxFUQ8RWKC/165kk6k+LcCAO+tIgUKSrCuDYW53ox3vTJADLEf5SaP980tJ56k5kS8E0/jzAij6p0jDGurq7+4i/+4k9+8pOHDx+ighJWEAI+4/EY5b7I4AwGg+FwiM/VQeQZztQhUQLPXg6KczIzrK0HMmXFvQAieCxmhJAT8K9STu/zonl5j5c4AeISpZ3XGyW6AjwpAxBD2qZNfEebBEr+VwgjcFxIMalSXrCspRJNGxoKN5Kga7qzugsn8tg33W6FqnKFe85FkuWfjAJT3iPkgPQ87+dLo5T7+2b1PpfEkLRvlSrHGHkwHMUEl/dsXLACPUlAM0mUA8QBrqpkgIxzbm1t7ctf/vL+/v6nn376ySefPHz4cDgcnpyc9Hq9Xq/HIGASu7ayK6UEZqBkJXEXRfH222/v7+/fu3dPEdy22YgM15JehCZOuGBkgO4Ro67JnATMLyFYKKopkGqbf0jB7ERiUa4TPgRm3SwjD1YL4G34K96FAW8ccqgPIcqClJ1xGeR/JzqQlKfBHycqzongINIzeBIaXjTbqbI/g78ug6/zFiFgZ3aS6QQUQPwWPtTIpG8qarJBkIANhTtiFbpBfOWpzCNWVDgBxDBwvbm27Evk03kCc13XGxsbX/nKV27cuDEajVBWMBwOO53O/v4+SqB7vd5gMEAXH8whZBLm5uZQ4qIVjnVdnzlzZm1tDdVB5P5oA0DbYM0EmJIgNlJJWzTjEknsnyRalYKHWFFM840wpfje2qYrq3FPDBHIjDSQHOkg4gaMx1ODLSNKPDZaJtiZrRUlpaUeoQpXrko1Gz8kYEmFun3SllJnxudOLuWKYPPlvRWkePOs9Ov00CjvdJFk+ygjvp10ukSJbiMGSs3gmuqrUQ5NIQGLkDZPjBHpT6RpkYqfTCZIy6OrsJKm8o2NDfSFwd6A5YMmgYODg2632+v1+v3+wcEB+AE8MBwOk43aJdzn5uZ+9rOfbW9vM5AKUp40D0I9VWYoMuhIRInZBysFc80i8NSyfGgwaJ6EkltlkrNAKutn+S7ae1ySk6grqQTlgycnJ+jm9k1jwzXlLtmY8jtI12yQMgEqJVq23uIKZIxwWtmLOoSueWUKIYN8mysIeWfBfmy5begr9/J3NYp4PzlE4cMFqKsNmE9syjcW8zTWObFzEKI43U7kR7JwNWiamQWU+4/HYx1WEayWfWLn/yAKCe8eox84ibYoCpzlFGNE4wtJMKW0s7NDeYB/TWTmdZIrk4tO1ByFDRZQWLf49PQ0K6WwGEqUaMUCairU0kPjJdOnjhcEAbqWVAjxyVSnpNdgw9uwNTi+3W6XWsU1FRrh45u5pGgXKZsMyQB3aAZJ2gzvTO+pCFACzaDqWyYQf/HPiSN50eQI6/FzhnqjVcvpjjLbxktDiPce/hjrMutmyVASa1OX/bRcB1fdKgtJrVS53oNV3rlz59NPP33jjTdY2oENoOAnxohRbZPJBPIeoc9OpzMcDmEpYYgnVu9Fs3ubzJHEhlH1R7JQmlAabauFlFJpU3u9BBMQwwkW3aKQoORQ4UqZpG4AtbNvJnSj5fzxWN52cnJSykwbPAGCnwebKvVQcHqz/uH4ZsShZ6Jw/SwoChJxUtFIAKqUzbhO2Y8r0U9UFRARCnl9GoWRsjfpR0nfW3CTtB4ldOZaoyKUPAgBNqly2fj5tKCAQRJuvj6tfkjpzzkHfq2q6jvf+c5LL720uLhI9jg6Otre3u52u1NTUwhxIrTf7/cRAup0Ot1u9/DwEHZUZYf4trWhE9WWRKWqNMpwwxsU7kEuL7OXVUtS83hJrevzCSVl1GC5Nsp71iQmcaBJsnhIYUMUqSigAWBVKunrMrjOjDSVPQAorVFXQU5CYS5PHaok9oNrXeT89r9OvVPREZrROVwZawUr3naifGBuOCF36gdm0Gm5UF6rOcdsvQY28N6SL87IJYnlyuVW1o+TzB2BeLt9+/a3v/3t3/3d38Vq0LH6+PHjx48fz83N9ft9DOqBTzwYDLrdbrfbRYcAbCQ4fPT5vFwZSiiAFdm+aasoTCmSvRgGlB8Q/JTEXgKLtIIguRkvVjlHKPFD+BV8AvWDGlpOPFdvpgsWg8nYfD7+ldk5CBfWVviFnFEl5+JQj8VmwZnChNCrmodfZASakSmX0abv9ldO/S+pUOuXuE2mmFiAQ+uD5Y8UUgo9/MnarSABA1UIyi149bNUpWKRMKqao+Qmckyfgs97/8EHH5w5c+ZXf/VX4RwfHh7u7e09ePCgKAqYQOjiY2gIgSB8juAPhZCaH6lpvWSUnf2XDJP97uRkeS/RQ4p8knVhDRap6QfXNr6B7ET4ppRQ6E+40V6iD0piZciisKGwzk7A9d7jVHdQcBTHlPjGbRgyx61VdnAlvXz4IVgPP8zolaYdOJw0HU5LmipZO9G91JZK8afyjxc3NMoVJDID6qfnk8zvcmbX1dbHHM2tIo4gCGjtYLwa+jTIV1WzCh0/y1q6zjUJT0RSVGQfpuas3Rjjv/3bv7322msof0eJ2+7uLpR7t9uFlQ+ixxmGGOoEyx6jo4IE0cEtp1oCNO+yz91pGoB4YqkSn0klRi05sSGE5IEggVFlyywwyvXAA1ZDjgSXeWN8LEgBeUOY/rp+ZftgKWdaYqx9iE2zWA2ewtrPwWOFjDzzYsRzzacSMSGpQCBwVBh9gXJQkYQ1M/ZKBcsHqrUJJidqMsOELhZzJt7mR3hz81QK6E6ftp7wrcrNvPgmSk1dHO2qBw8efPbZZ2+//TYbl8bj8cHBAXqsmAmOMcLycc6hPllJH9uoWuelZXBsg7jNEvxcWVprXZPVS7FOjuZ4sIhhYWMLvPQZAWgKLmfSGqOtMwJSiJH+vDRkQRwoblSVUdzq3tuvJrk7s7gysosSAuZjSRaqZEjTGTAzNsvWQN5wTRYK0tPnpV9CrTsK4kJ6GJQ5uTX6u6T1YEFk9mDxmTQv2/lEXKUyXAaC2CqOoP2qeSJC8+jo6Mc//vGXv/zl5eXl1157DZv8/PPPHz58iLgerNvZ2dm1tbWZmZm5uTkIS1irUAjIH0NdZJjmhnUnSaygjA1I9M48YNUAaL5h/LewkfwxRiixZKMLozWCKXHAblGaCzaNh0si0StBJItUAG1QdKgfobjJ8KQURmKlO6ECmPTnLFdd2FRJdQ8URFxebAZtnndxhW1aV9bN7s+QlSykxsVrgjyzrGi4FjJ9LImCpUGVJOpFIQXdrnDQ7TxtivfiitGE5Te9NMt70yl8DfNH3vu7d+92u92VlZWVlZVf//Vf/8pXvrKzs/Ppp5/euXNna2sLB+CVZTk7O4ud0wcABQwGA5hJyC4rcCnG2kyccSnvDHYVdj3dc1kuLS2trq465xByGY1GvV5vY2MDRDwzM6PD55yVqXhziJXtaQzgF7C0EgG3ECwGj//iLXB8NQurhEJJxN/ZNR8tQpJRM+9nrIKUVEiHjVKqAjlKNKlN2XqnPkEFdvvKQJEsLR1lLKwzPUZ7RBPqfJdKw0JGLPrmiCHN2JCxaRaqoHlWhcedxxhZnuGagsfL33hLQAAAGWRJREFUkTtqA+D1MzMzBwcHn3322S/90i9VNrDy3Llz586de++999AIhvEQFHsslD85ORkOh4eHh6PRiCcbK7k/TzK1P+e3VKqxYxCS/uLFi6A8qKnl5WWkqC9cuJAstEU5nZrWLQDF0bzBQtRHR0czMzMcSRsleVxYN7fGuVnpqQmvL9iLYs57z8JYZ1MkkMzh0TKZmQ4UE62ZKMkoOzX1KqnTtbSTXrxBH57hETdgyzQ69LFUC0r6GYtCrvHr1AxamJhSgsODPKAX94P88JQwgEKtXqS3UdqQLaoqXFHCroQaAhHvv//+1atX19fXVboURXHu3LmpqSmUBsHa6Xa7w+EQcz8PDg76/T7rRkk97udFnUmUmbhywrEoTGACeG1tbWVlBX2Y09PTaOWZmppi6UGyWW5ZrY7a7s6EBWnOOXf27Fn4ALV1ZtQy0YmgB5LA/zrZ3LX4WRFGOg52ZCqVPiLlKjV02cSXE9lJAZkRdAY9/bxtP2RXhqlkPoa3i68j35K4C2kKixKPdsZ7Xgy8zMsieINNMSO360aynQb2A1D8B6lXUfVB+4y/13bigFIq7rl///6//uu/fvOb3+TXo41nGQ6H29vbGJu1t7fHQBC6XbX4Eee2e++Hw6ESN+HIPWSaURej+grwpRIoigJzr0C+SMPhWxw1zPrkzC1Tl85Z+AKBrNXVVcyvdnKCL6kWFabOhpsj6UtbSzeiqCVtebFYUnNmLZdHYorNFh/c2f6EgtA1tU0melQB6nfJZqdyr97vmz4kUn4sn+Hzg8TryKsMvofmqTauVZ0VJCqqZAwBUdqpDs6EQkqp5K2VtKiqFUtxQgzVUlWmIg34npmZ+fDDD2/cuPELv/ALXG5K6fj4+MmTJ9vb2+j/QhoY9jfmnPX7/clkMjc3t7i4iJOrISBJNFy3wrotw7KLeKKrOhqNWAWNmVxVVQ0Gg/X1dWdn2yDTVNjgYm6/kEoSJUrGl3TLmaolnOHkoAyEjEqUkI6V3J+3X9rQmUOcLH3B5yQpPlPxT6Gu5BslPqNXaloyGcWfemnQhi+KFvGkg8vXZYbNRGZa1c0SXXXrfbMPmG+cNM9N073jZ6O5lhAkv/LR3nwOoLmwQmJiSDcwHA7/6q/+6k/+5E9u3LjhLJhYVRV6IB89eoTGSNA3smaHh4fT09NnzpxZXl5GtwokK9tiuGIuLDN72sggbVGfYp2dTucnP/nJ5ubm7OzsaDQqy/LRo0dzc3Pnz59nulEVMR9Y2kEBhKa33shgpZ1aK0VI8uZoLcLgfLVNFQVtmiMiyGbqL6qjou4cKcy32gZUuhOe+t5TLU+FxqmrbV9k6Yx5kmXxEARn+ygfO7GDapKFjJzooszYSyb1a2vtqq0YLkpoR7eM+5+NRw/Wdqlrra0s24lmJL9m4XA8tK5rnGi9v7//p3/6p+fPn/feI/N1+/bt+/fvP378uNfrYaFoEHPOra2tra6ucmYJosIwyrlo/qTX71qGnV5erBQAgvnRe/fu7e7uwvjByQOXL18mjJK1wxcyFEi5jjqBfEW/uSwbViWNQGc1W0h04FBHSvoocT2ugbvQ3ynqKKQ1Lc1fmF5VlDuLROn6o1Q64orN4gu+PVN9GZCzRWbqJVsMUI9ING0h/Aumo0pePr+Wc7NJ90wZqbxLTUtVVVDmkpWwQcl5ZDjdFaUv31HbIB2m90kZVVXt7e0dHR1997vffeWVV/74j/94bm5uOBzeu3cPw6Lp5sK8WV1dBeljdjTrI9A/oGZGBkqKt+y//BP2GA5oAQ9oJHQ0GuETnLlN28abhU3yKpptGQSFkxG2KSWm8xRDSkZR+ryyJnclMqUh1+TwQjpleX9sVrnpQ1SokQ4UgCwoUHmvYtiLMZahQMnOPf9SM0G5AoIA5j54ktNoUMJACPumJeObOWx1XCs5MRGyWO9ntI06oa7rZ8ekEnmULvwmbgDT6NBW1A7o4ePOOZyPhNDK3/zN31y/fv33f//3l5aWzp8/f/369VdeeeWzzz578ODBkydPsCvE3VEKgYLQw8NDtM7oMOtMjRKap0IfqEXwhxUQwQYuODtsmOYcBWeyoEoyo7NoDRyPzQgVyYgzLFQS81EEfWVTUnTlKh2VczIackLcyq5kAxVvydzTolnC7a2izglLPI9w+UVdmLfr1K+0+ba9TecciKe0EU8M4GQTZRhP58orG2BDZPG7XFWUpJiTMJGTimas8CnONNCRaU9nKpVWAdfnRGMQTAhrppSmp6dPTk7+4i/+YmFh4Xd+53fW1tbW1tYuXbr07rvvdjqdzz//HDoB4/6gEMbjcb/fR60oAu0KPkVA9mG2WmhSRMqVgPgvCg+wBIL3SU4LVQSr71XLYE0oQN8cguLswItaDuqjQEKHkB4/qssmV/PPbFNOuJSSj2dwBKuj5EOS2dlOCgr4BBKEayr5DObZnxnwXZM/278QAr6p0wCNmZmZykbflTZkCe1TtMTUVqzsjAWa+ARaZVO7azl4Ktj8MpIoVQQg8JQBGGmh8aqkQ3LxrTSEl2Ot8CeiOt4KmA4ODv7sz/4sxviNb3yjsLPg5+fnUX4DDxiFQ0gRICHF+fdtgeebeqmNjGRxNMh4Wj6lTBnCmmEduWZcgs9Ri4JqOjOaaXvgaf60aclkHtbD0nFS2yOJcnMtqR/s2FMwEu2BojnOxJv5W9sh8nTYogVnuWAnKQJds4Ldt8S/awogfoX3qLuZXcrVdV0fHR3Nzc0VckYYA9PJho3DjgUxsDuqtnEkhL86vsze0J2As6erJZSe1VinlPB6wothHwSwkzgZ3k4d0xIDPBel/0TG9PR0r9f78z//86Iovva1rwUbALi/v3/nzp3bt2+Px2MkxXBqWK/Xw3jQDMqZ4GlLUF4wq2ZnZ7X8c3p6enZ2lrWWhXXiqvXMSp7MJfVi2NCCilLdGSU4wy9qwBSpbnA72kfpIivoMkpScZsk6hXk0Gx+JdjpSVwqnlBLYxMf6JuRUAVpaAZk2zzJxWSo4fKUhZ534b2weAsrcYOkp+XJxCXfmLkBSeb8xVZ+w5nqSJL7Y9iUP0taMpT9yTwBVQLZ0l3TQ1JFoZ9Ei59OJpO//Mu/nEwm7777LkydH//4x7du3er1eiD9wWDgvYceCM0Aaxt8GcSziwD11oFVluX8/Dy6JSAV2LSemunS0Bxe6ewwEvhPVXMSDIFOuaDL89KKMbFjXdAjquBqM3Yb2ryfvqBq6cI6y/ihMm1h9T98Mo3pIEUK2WJOlfGuqQr05oyLvpj6eQOiAiweSXasCyrDIcjI88AaBTT4v5Ihk7prXGAhepLUM85cDu99ScuJAsO1DhYurLZOwR0kDcGEi6pjghvPGQwGf/3Xf/3Tn/70jTfeQJ/kycnJwcEBxsU5515++eVut7u7u6uQPZXEFcqKG2eifWFhAeIf8gMetiYU9StKNJToUbJLlOu0WCh7SJrwN7h3Po2m/2Qy6Xa7RJgTecFNUeIoIp3pk2jNlgx1qyeghJspFgUjX01FoW/JFuYljq6kH5oxdRUirslLSo7caRLtenx8jOKRKLXo3NrKykqQRpZgB2cFSwCrE6yLVHpm5KOwhuwkGuxZTzDxpwSta+IinExj1MfFZv8uQYN9Li8vn5yc/N3f/d13vvOdtbW1yWTy+PHjqqo2NjYmk8nFixevXLnS7XbpYLTpXi+uJ9MVEBvYC3gAhg2sOyUvFaUqZfWXIGHNIFVWyue4E0WgXJt6WuABnAD7vK1lzNymlcy1IFXxpcRxVrih5BilcFUVBalZBZ8XNaUIJd2fihcvEbD2LvQ2ZxKTJWuFFJ+nlGAr6qnAap8nKURPFmYorOaZYq6WXjwnMVMC/Gk/QCGH0iiInUXuGNbI7OPayoGSGKkseiHIkHBdXl4OIfR6vZ2dHUwNWl9f39jYmJ2dvXDhwv7+fm3Hu2bgVpDph20hypO/yM+ZSAYQGcwlD4fnVJUQarBkaCNVcqwOKu2cWCZcLRgAgx4yEzZbeUb9pCR+i5+rwE6S8uRenFSqVza6nQ4bH5u5AUq7yhve9A/v/AI3V5FFHJ3KAMkiVIeHh4hYTGxupJOpmyT3yoavBRsflsyOctLcV1lvtOo66P+s4eapE8y/sTL9Jp0njuIhUlXaKbKJ/rYUwemLKysrCFCiEzLGOD8/v7Gx0el0ICmXl5dxfFgmY9oiJ6MY7BO5WGDamwMKnTAej0m+NB7ocnGdtdQyEOtUoyoRnRmE2FFh/cSMPCDiiWQzj7UjZLxYcZlkbQtafpJFM5RYKbCixK/4r0wzkIZUnGUKgX9mn2SUrfyQWoO0aNdlkku5jl0W2BEBSPlV2YFxZP72Aopm4RYXA7qq5BwjlYklcc9vnsq+DPWAvbxlD0gWREZmTyvgDg8PYfCxyhLdwyj+gTZcX19HMrhN7hnRZywBMUyoeRum68zj0dilE0M5NWMaKgXJJ9kgOhqgzoKkqmG9DWmi8bO/v88tfIHx0P6EMKRyT2KI4l+M+hXNDhgKeO6LKe2M0LOXZhzlJN6QMU+GnedtzbUY2zWJmH3hTvIVjNGx+Y7UlcTKz4i2lLOzgAWqQWcZLSdsWepWgxWrRIm4cf9YUGlTpRDHra31BvhWfZ1pcCx9PB5D2RGCx8fHSAs8ePBgNBqtr6/jLL02elRsKBBxFUWB52T/DZYK8S0z0Us0kNqWFkXdPM1FhTFXQqvaNZWDF+t/d3eXfdmn0lxGE/ont+AlL+GlPzDZYI7MGqZ3WNmMidQsbm+/LgN1Jgddk8rJZj93LwquU29LKSE8Hax3DyBdWVmZnZ3FYGdNLFY26TFTUElq5hRfjN/o3slIJUHjpBlHjWZWkjGkWJbl3NxctJQbBSS+iHKXmZmZ+fl5VDjTPvbeD4dDCmnUZ+/v76+vr8cY9/f3i6JAZiRDwBfgiXDENB7nHFZIHyCL5NQ2+7pozh5TaPJmrSBXLUF/GhBHCoz3wI2BosNU4DZZnEoubbIjD1D4UTZFCdPxi2RpagMVYVRuXmzUU9myvU7e/zwf99RNJbFGsp3yacFGs4AwqqpaWFi4cOHCzMwMbAH0ThBfQQYX6GNp41Fes+qM1pG3Yjvuuqyb5ZZJrBclFMVNavnNhUz8w4erq6shhE6n0/bhUkpzc3NoPMfJP2VZ7u3tDQaDpaUlJol4cxuarmUReQm8gla0Px06jTUkKsPI8MGyp/yTWpJuGV+kIidZGQK/DpHDo0AqOdY8iXXBhyTR7CRKUgbIt5RBQIqsJGeJqt5ux6OdVGt7UZJByqrxofKMIi77pU3uiprsX89jMxUcUPsbGxtnzpxBwzQPGXKtgo4kYTq6XiR90j1IH53oBJq6SWUGa2KdIgQN7MRTbQfpcQSFYs6Zcjk5OUEwvpJpRBSQy8vLsM+cc5ubm3VdP3r06Pj4eGVlpS1g/n8u3F/K4FvfHHOES4HuLAxHMV/bcHonGiM1s4xkJBLW1NQUUjngmcqu0Wi0t7eH0UaEsBKuaxoVp+6obuZxnRSEJikF0/QQSSE0Y7j8PZm/iBdRAvJSTvtigDvxs8nersmfPxd3/FZVVZubm2fOnCmK4sguzstQTVjY6Bd6NQQCpE8Gq9KOUUvSSYerbKtLXXewq7ZUMS4kbrWjL4kdNTs7C3HOUieFGuhjenoa+amlpSXMDmLe6v8Ham0IIhJfyMhVkg7eyNMxyBL4IgpXkzmRlYzL1bcEm6oXmmeueMkW0e4/Pj7GYQhK+uRABqDc85N9hBiuU51Orb9I4juqftb1J4tbVDIrij/5xi9gy1NX2L5fSUiV3vO+jp/nzp3DUAIUR2KuVC2pMW9mc2WH/hLL7LInoIBNBm+cndWpa3bOlZRnxEdmZVIhkk9o+sPG4iajzQVZXFx88uTJ8fExOgGCxL+xjuFwCJMdV6fTwZbQSs/zXFOzbCuTKxlVFdakVkjPBGKRqj0zqwB3KkCjnKKuVOKcQ5+ktzocZzlgDviu7SS84+Pj3d1dnTMXJSxdyDwcik8vmWAnykEJSCmJXmBtdZS1dZZ4mzpBvPBRtA2cpb2I2SRWJVWcSnS9yHJB8g9K5fqQ9nd1j1j52tra5uYmWvth+UD2Y5IaDHc1j9UJZmCHQOadAAL+hGeYrKIENzyrylLLOzaDBkq+kJG1nXqrAgCrKctyaWlpb29vOBwuLi5m1I8bxuPx3t7e8vLyzMwM2qNijNAGlQ3s129lV0YiTo4rZRqY1Iy5dCRl0jeQN2kO+E9WhEh540SGOYuoqmNDGUHQwbOHklSDlfdoCCU1zQYvXiwxncTQd9IQ55slcW17wInvTkOOxlKUzgcvTqQyg5PYrsKcAMkcNjKqa4YNsu9mqPTeY1ZaVVWYl0OyZIYrWP4rtCpZyNskXUL1+PgY5eLOdAUtXtzzdPRVkvACv0xrXk0jbr6WkRDJIic0wdHbhbOvddg3l45N3rhxA63x3vv5+fmFhQUcKalQO1X8ZLzB0llStnMOI0+ccxcvXsSQRpK1twSftwFMyTz+JIUMhRXZ15aYzNbjrRlAOWowGGxvb2dOZLZ4AlNlPwk0ieojM6g8CpLnRljZmX9Cue4kb6DWlxPRm0TDq3mQJA2asWjGHrwy7epbZg95Rj/HJ1NTU4uLi0jWYlgYlfnS0lKSYdFUziomKAWSGD+42GWm6wTEnhZdO/GZFDq+6TvqtsmX3AM5LJltGu3UmaWlpdFoVMgsX7LpysrK4uLio0ePoKcWFhaYDw+SPSDIvJhumQRFItZLoRuoeWFh4e23366q6vHjx2fOnLl9+3an09nc3ESkknxeSWM7JQTOjyGB8o0whAglBgnw9eFw+Pnnn6PKV6lHr4w4VMMQSpp5JGzZ2EHfDLtmvbt6BVQCykJcA3DEXQRJX/KeNoqJhTYLtaVS+8oYiZ9jDEey2rX5+XmCjuEvbgpfiXbuHWGlWpriWDeVzIFOki0pM2QQRsm0KuooausI85JN4OZJ+oy+4evD4fCFF14obfwLVxlj3NzcvH79+sOHD5ElDSGsra3x4ZnGSE0FpSZHsu5HRUywjN4777yDHlzg+9y5c7du3RoOh6urq2AbZ3a8IpUhVEaxiDCmGigvaW6GEMbj8b1794bDIa2RL6YG7lRvTuIkKEBU6KiiV3uVctFLqbC3gJgTJaNelmtaJvg9swjaMkgR9AVUrn/qHhXLJGtOLSBsuRK4nRypSy1N5Uz9QxpQpQ1Rrk1nT82BQhpGqQ3JBlNTU3Nzc2VZYmon5VO0gKuKLsUZfoE1vLq6ure3xzunp6dfeuml8+fPdzqd+/fve+9hKcEByNoFCXdFTyaZgG+2+dLDW15eTinhAPpg5WvLy8uDweDSpUvZwBXXinxzj4QJbAxaUNCwwBlg/eTJk/39/WB5w1NdwFOpJ0orAjbL92bKUKV1lAgBeTJKEpPUHGSkFIkmmRdLVUDqIZ/wK4oCXX/GErxNNUaGNddU6SklTElaWFjgfOKMrkjTqZn3oERXUUJAORGFwXLnQeLRdV2XvqWV+DiqDFaDstSOu6Xsp62s0cy6rkej0cWLF2dmZgaDQV3X09PT586dW1lZ2d3dffjw4eLi4oULF9bX18fj8dzcnLNsSLYegj5Tvt50FDEULDWLJaG/rCiK9fV1zMNyzvX7/YcPH547dw5tmYydK6HAqWAMjhYILWx8EdIB7xoOh3fv3iWI0nOMn+yTtrrDRiiY2ddHM4Ybd6JRGe5IcsaZ0ij/pH/JzSaxwXSpqXmUgft5l96jkkux5kTdEcsppYODAxiTDN5rGIBSv5Z5ldS9KsLoKNdS4e+sQtlLzBpk8/RZmQbhihGyrK0qht5C5ouoUaTgWF1dPXfu3MbGhve+2+1Ga+nodrt1XV+/fh3JspQSRsHFGDEvpL0xpQ+uEPBCXpl1oGwjwrAtPG1vbw8yBubm5uYmqoZA07UdQ6IBFpoWhAYLrVhYy777qqoePXrU7/cLmVGsOFZ7Q6lcJSXlbrBADW0VPGRmZgYaUimY+Tsqc9r31Gl8UabllBYpyKjMXUsmtvkkk0fcDiFA6AWJJqlEw517e3vr6+sQKGTR7M7aCvLp4keJ6aWmscCQRi2le1QOXMazc3WceJy6K1Rugrc4GMI1e+RxMzmvKIoXXnhhdnYWtf6gS4SDoIwWFhbULUNeLITAG7j5jD4yOZRSwiEDsH/wC5d3fHwMipxMJvPz80VR9Pv93d3dK1euLC4ugtlKmw1MXFKfsAALClD3C/8YdYFAQKfT2d7eTpI+I0F7CdJlqiyJmREtrcu3gMGocGKMCJNnQPASsvPW8BAt2E/KS5YAzoibb8/WnK1Wafp5l373i+9UWUZo7+zsXLlyxTmHY3OZtwIEfFNPKulTBDOSQR5Ocl4YnWMaflNTU89MoOwFhIsKeAoS+r6q4Lj/5eXlpaUlogSf01bWRRNhWBBPjmmjWaHMRZZlCdUBqg2WCXbWh97pdObn5xcXFw8PD8uyvHXr1uLi4gsvvIAIVSUt0l78JFVBzuQZxUxtc+u9JAowxyVZ5MGJHNGfGeURW06kJhHsbTzg4uJiWZYYn0GkUjvBU6eTQz1Ae5fkS8+kLemIbifiJjSbhn+uS5M97efeGcXPBu2Ox+OFhQWikmYP168qlIYoP0lNA4S0rZEfJ+xXluX/A1Q7XEawWlW+AAAAAElFTkSuQmCC'" width="256px" height="320px" /></mstyle></math>
p15860
sg15
I4
sass(g1709
g15193
g15833
I5
tp15861
(dp15862
g6
VImageDimensions[%]
p15863
sg8
(lp15864
(dp15865
g11
(lp15866
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>256</mn> <mo>,</mo> <mn>320</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p15867
sg15
I5
sass(g1709
g15193
g15833
I6
tp15868
(dp15869
g6
VImageResize[ein, 256, Resampling -> "Bicubic"]
p15870
sg8
(lp15871
(dp15872
g11
(lp15873
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph src="b'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAQAAAAFACAIAAADcSDVdAAEAAElEQVR4nIz9SZBkWXoVjt973/PwCB9jHjMys4asrKmru9SlHjV0y0zCpBYCyWgJYYAZexYs2LFjw0YrMGOFYWzAwISQIQyEIYSpZWp6Uo/V3TUPWZkZGfPgHuER7v7evf/Fqe/keS+y+f3fIi0ywv29++79hvPN/lOf+pT3PoTgvXfOhRBmZmYajYb3viiKlFJZlmVZ4q+4Yoze+5RSo9EIIeC7IYSiKMqyxO+zLPPel2WJD+sVY8S3Ukp8dEop2pVS4rOKori6uhoOh+fn51dXV5eXl0VRhBCcc/gYbogf+MWUEj6DP+G98Dh8DD/zw/g8v8418wPXP8b74DNYBn6JL+JffpevX5Yl/so7cLW1t6g9govRs+CD9Ae8L+7JrcZm4gdsC3/23mdZhg/nee69z/Ocm1wUBT6Go8F/sQysPM/zPM9nZ2dJDLp4vqlSDu6Ah+LoQSogNq6Tr8/FeO9nZ2ezLJuZmcFzcf+iKPBfXZh+kXSlKynLMr+6uuKJYvWgMLwGFsQDwy7wJEDlWZbhMUVR4NmTyQS/wRvWyFS/ws3CISlpkh+m0yluNTMzw5NTWsdX8Erceryw0jFfnlReo+YQAu6P3+uCsS36uBpRup9xKUvUyJdvUbubrrB289qClbauP5c8Dymmm+OEgrkYSqLaerIsw2aSEq4/jt+tLVgFn4oG3DDGmGWZbsJ1oeNElJAwlFqSiVFnZI074JVJeEq3uv/5cDjkw8DBeZ5ndhVFgYPn7uM3pP4QAoUHNkhfm1sD1nTGNmQPkqmKQGwKPl+W5Xg8xp1DCHNzc41Gw4nYwPJwTy4b65xOp3rz6XTKRfLm12mIwoOvUJYll1ejYH1f3X09PD17LFtponbMel3/TY223M+4+CxyMuUoF6kaz4n4ww/UG7pdelFYuCqBKl+p9FFhVNttb/qHEocEgKfUnl6T5brD3NskEIBk6ap89TEDjEYjfgd/AGVToUA3pZTw38lkQg3FvajdgdyMH6BPvYGfZHqTx8NPcvdVxgNZ4WMhhGazyUfzT8BshF7EY7whNqJ2bIruwDMfb0qez8zMJNOVPBioI1zOOTwUqC+E0Gg0yKi6fv0Bi1TRpYK8dgr8zBOp/DpRktv1KzVUWeNeb4qidgpFUWCd3nAs2alG4nqUXP91oMg9dM5hx7g8PXp8EpuJ46jJFEKasiwhQMEwvAn2jWeqtK67RDLISVh6EjFGACG+M0mKQJ+vN51OwcF8W2V0fJEEpIIQ667JD+gfbA3oTNmJKFOVMvaUrJhlGVeopIb9IjSskUue51Bu3hAwtwWv4A0BjsdjbA7Wz5uDnag9kohP8tLs7Cz4ZDqd8nHQaTHGyWTC9/JmLTiR5RTeVLwkTSxG2Rs/53muxKdcQfXrDKziPtwl3kohMe/Az9eYiueuZMDPkBt5B74C3hE7qepUf65xoNK0fiCJQtCH+ms47TEy0WXxXkDzydQoCAs/J1FqupX6ddI6la+yh+4mdhlET504mUz0Pb1oZ0h0EjEsmTzPYZeTaXFCIAJVhYBMlHykEr6aQimujRyu7076oOzBd8nhujOdTqfRaEyn06urK7wdVoLFAOxR6BLC8T7YDbwmvqicTwLlwVPE1LBQjbAo9XAoRVHg5l5MdspjHpY3mABLVE1HpQRlgySAQndSzwULVlmp9Io/TSaT2dlZJRuF0F4MTtVs3ECQyse4ht8kL9aWVds4X0V4fJLqRydiO5m2SqZP9SYUmcoYSmeueiXzSjnhdRC3N0gDeuIBz8zM0J0FavYCtACfeLQppel0enl5yV3TUwHLUQrg4JOAAewGSIHMyb1S5kyCE3Af6nSSlDN5hN0jcYPBQH+4J2UBN9AbOFFIQOmGm0DRkdBhbk0mE2gkfSlKk2azmQQLNRoN4kBIbm9moRe7To+Pr0YCqMlTanhgDf0uicobHE0Gp0no1NV6qyjeJy/aw3ufO0NO+H4yd6R+tKaDdDdriLPGtbUPk/rjk2xf/TwxDKmkJrp4ML6qDaN5TvB7lcFRbMFk1rwXWKVyHeKZO4gtVj8vBLaKgDzPQf2uqqy82WTQVCEEWBHeLtWQjUaDfEXxwaPRDddfcpNrqjiax9kJDHDXzDZvXgosu6ZVdGdC1RkA4uOzyIfKjQRX/C4Yr9FoxBgvLy+vrq6u+z191TLm+/Iz2JZkcJ3PggQk3euJc8OV9nKqb2dKAHKILEX5hMcXRYFt5be4I8ozNdK/znzcNWUt5W89oRoD1PhNz6nGBjMzM+qK5TF4A9P403Q6hSSjZkim92rvyIsGtAoOfhKCTRkA5w2ohi/Sc6Xvq8dMmqPG4Jp1hVA4eKIzKZPEmoISoHaCtMbvFYBBQ8J7FkIAxuC7UN7pVsCYCSHgW7DZ8FLkf0ofbAg0T6PRgDIpigKyhpsJIszzHOw0MzMznU55oKmq6PQ0nWgVbiMFqBNBr9uYN5tN8jHeBLtJroLRRlWQZRlsNcJEHnmNR50ohHDNTaviVqmZ39VXeiL162e8GbJzc3Pe+8lkgsNQiYj3wvEjpIBddgZaEMqJFo7R93LiUPMi9RUdEfkoDOP6obKxwyqNcBF217YUHMi3UOGqFlQSw4yPgJ1NNJIMK+KLCiOBo5w5Hq6urnq9Hg8LXME1UDB778fjcTC7uQZXqFhA8d4U6czMjJ4FVnJ5eVmWJQBVEPcDsZ9ShdIM+EodAEpUCq5UBQVxhOTz8/NKQxQtVGd02+EZpVwQIc457DWRFqEC1x3F13T9NdI15aWy34mM9xJDURbChzudztzcHCQNJTQ5kHfLsgwbDdnDFXLNRL20rtTxxWXPzs6SKIMBcSeWD/Eu6U/pA4INxAriCCFAHpHNormG9IxwltGiSKAzxmeS+C694Sueix5xFNcw6JjYTO2QZOpOiYlCgWKb8h7QnOEjnpH3fmZmBi84Go2gAa6urgaDwdXVFQgJ5gfxhfee0RtuNSkeGwXVXXuQFwypJETsR9WUw+GqitWbGsJjwJe1fSR7ULHiOPFFnOtkMsE9+Scok1LiZTzpUrIt9Pd8KxIBV+Lk4meCGF7BrEBncIi+XT4CfKv6nYYyd1BNBdIfWIh4nRaC2gB6JNw9ZXvQCim10WjAv+HNlFSnMzmfxw/yxQE5MbTwe5AySUfd6kkcG1gwP0980mq1kkEU+qNVOpBmoFGD2OKpGjSgMoGRDRkEq2M8HkdxVlLHcve486XFW5SOuRXKlq7qilUNUAtZOOdy1S+U2aQ2SiN8E8pOuS0ZBqUnEQQHNILfTKdToiagjij2K8WhLl1FqTJGMlCuBMrzgFWa5zlYTgUwWJTyDJ+E4iInkM64406AGX6vYXL6UrkhlPR0oZIDSaC8oTMNXorvEppQIzu48Bk8dDKZeO+bzSZUGZ4VQpiZmQH1Q6jp48jhfJZuNY81CEbvdDre+9FodH5+Tgqp3dCbz5dCk4eoz1LqonDhiZORYFF4MXtIikpvKkFwUurC0XVSVnqzuFQPVBgAkgaLBvV47xEN5UmArLksvg82nVJcP++q4clg5hFlahKAdP3AiIVqItmJmnOiMcqyHI1GSdJasAYujzq6NFem7hTPiSqYulF3HJSnT6cOoW9HJRkIGltH7iLiIgkGS+VQRZoEvBFMw1M5MzODsBp3HpwG86Ysy9nZ2fF4zJUTYSp5kbd5UpRiZGk1QrgVPA6sPFoM4WdhXRXJNdpIVWwJqeGq4pjERmLgpTpBDRt9Fqk/iDsIj8uTXECcCH4x0zMZBsBf9ZXwe3oJVLSTbhQ+qm3NHXGWFMTNxaYn83zX0FESPahKgASHxRDqkD8V5eP+5Ge+kVJ2knTFYHGfZrMJde/MIVazSRRTcfcBkMi0tE9wW2w1khwhd7D4ZrPJiAQOhUAZ2hV5u6PRyImuwCs3m808z+FhpIHuRLWq0FHeII+NRqMQwmg0AhfVqFafiI0i9E9V2OMFEfEO13mDn8RhzczM+Ko1qKQfxQejEoo3JOmSSSj++UXQQ55J6DuZ7ww2ULBL36HCPXkezeJ01cQ1Si/uSJKIVRD333XWxKOj5Lo5CQkx4YeCgTac6v1gxiuIj4/mkc/Nzc3Pzzebzel0enFxQWFJZw4PBr55YIzZ2Vn6NGh0JtP4QXKw9TW5acn8fTABgdPAALAOW61Ws9lsNpsXFxczMzNQwjHGVquFzby8vASHQPbT9lDpGMytNzc3V4oXi+cCYqVipDDC6YMB8I7n5+eDwaBG9Nxz7CRVhJ6IskGq4hbKoCDxdf41iNchVZOIlFW8qCNlbFw4GopXLp4YhMvIM0kCUaAJNuDdo7gUlJ9wkQGgfxVakHzVdCZw9JKRRjMD99dvOQmikUVxNyZLU9AChyTLkMGHkcCj29fv9zc2Nubm5i4vL09PT4fD4WQyIYqD7ws0DYqkRNBTpGajQqCkIK5Q3zNeB68AOU3Zv7CwADkKm/Li4mI4HOLptCUgX5is75wbj8e4P7W0EwHvJamRQhEnTu5VKUOdmcxNlGXZ7OwsP0xDhTFgHiIYMplhTQbDVaNyPQjVwKR1NSdIu9TMSpZRPB9kHmVXflJJi/fMnZmtlByZZflnFkDhg7m4YFliPFpn4pmvrRwCsYpDIr2So5woSp4u/mUchPQEuYgjJ/ZtNpte0A7uk8xEKYoCwhvmOL41MzMzNzfXarVgNMNMrwkJLsNLqin1CfGPKkbub6wams65drvtnLu8vCSr41263W6WZfPz8+fn55PJZGFhwTm3sLAAzyb0alEU3W631WrB0oXCmUwmQEFFUVxcXESLieKYo6U5BfFkxBiJuKjHyms+62QRJVS68JWpwLFvahtQJzvDvVghNpZ75cTLmVWzoL242qiXSL7cW+q9zBJmySQ1co3iMVPSp76KMX4s1ehH42q4ceqJUzVHcUKxR/bFy0TJBsNmZRKUVRlARe8sTp6qJhdemAiHYlV3LYgxxIALKNtL2lYIAeGb6XR6fn5OCUTWza3ISPfUSaSPpo4TLecl25SyoyYLIK17vR52o9vt8llAWQD3zrAoQLxzDma3CnKIW7wjHtHtdlNKFxcX3nwsMNhKcVjr2dXoLzwpv18pFQSnGgBvoVtxHQGSEtQ0IgrnF0sLTpPilZp/FqYAfybJtuRuqC2na0sWVuOz8rm5uUz8dDTkVRJ7gc66ZTQiyYXUsySgzGoj8Sf+oBukG8cXTmLIq24lrWfVJBPuKaItmeVmOefgyU6GO/nXk5OTy8vLZrMZDYsXRUFVrmdQSsC4rAbtwbRYPzg5s4qflBLln/d+dnYWf202m91ut9vtQkyOx2NooSzLOp0O6TXP836/D5putVowTL3lgeGerVZLjRYuHhAOT6fD8fLykqRPjuXZqbjhzmOFzgAeZZY6M2ooRREUbsVAUCaVgJl5iqOgAEJZlbb6XxI03ws6rSaMogUWk+HYKKmjVAIppbzX6/GbFFpEI94Mc4ZsnISKCBn1K6UEg7zBqmSReTJAMJczTwLfAnyEvA/mg5tOpwwgZOYxrKkU/B6OGhw/nVTJkC51HeRrjPHq6ioK3MyqiUPOfOfR8rQpsL3kQTjDSBSfFK7kBDwRMj7Lsm63y2SYlBJ4A9s4OzsLrYVbwfyIMQLwwMgBozrnzs/PIQiBXRuNxng81jBIaSW2YPvxeJws2Rtc5yXIQN4LFthBIIyWGA6OK48WxFBZmyzvI0rxt9J3sGwfSCvehLLMi2sxSakqhSyFI9ksXXPSkCScpfBcF7LOuXx+fj6KKwCbmyQNHY8B9AQlwbdA30iq2iLkmdpNNBTlvYf65n+jpSXjl4CP0Sw5VIF5cRYRkhVWEom/olbai5caN1QTjYBN/wsJjcfVtJ/yJBh4dnbWWeYMAJUzFEGHjGp5GLuIsHa73Xa7jeA/GKnb7YIPced2uw1jIMYI39RkMrm8vJyfn7+8vESgA0l+KiNLy0zpdDoQ9sPhkCZ1aWFUGkuEJXjfUopvVBRC9iFnxItfyxnQv7y8rL1ssrg4gCiPjzUMGgyFmirFf68K319LFdOL+idKxgBWBZ1MicnXIf081gBYDU1GSAXSJXUrzo9KALQFiqFypPa5jgUh2rERJE3cme4d7iD2nSQbxB7VzyRxxlG9ZlJJ6C2PA8CaAI87yM3CfmWWIxksDEIYgNiZOqxwB4ZNePDltZwZEnq73W40GiD32dnZZrPZ6/Vgv3ITwGytVou+L+zz8vIyk/WxIeTzYKEPIjecCNAUErApIKi9SRw8CxKQshYEohJ3EM9HtNzh3KpnvXkLyrKEu9aLWah41UlmsQpv0nSNJ5/IAM7sQ9Uz/EAQX6VySxB7NSdD4z0J2UsrMeHbeoPyWChNmcwK+4nsSalcIgkrVAOr8VoheZA0QL5VIa04eIdkBWvUP1whP+zF6cRzJa51BntYE6PrB2N4SQFUSMrafFV3peTtUF5m5vEE/wOE9Hq94XC4tbUVYzw/P4dgThY5YfxrOp12Op3xeDwajSBrEbgAIqK+ilYdwvOaTqetVmt1dfX4+Hg4HEIeF1ZCTWwQJD0GWm4wGGRZ1mq1vMGnUgI70NtJXBQ0zb2F8AAN+AgnLh0V1fiBUIS/J2nyKaRd/aKXdg/JHD7OOegcvRu/rufFO+fM4eZylUaza/VEvJE3P48uLlXt7iSGS2bO1p/l4eKir4tzFstGCURgN9U7pCt0olKv/5IihxSgrFU7A7IupSzIGiavHo+3sKj6FUII4/G42+0CT+d5vrKycnR05Jw7Ozs7Pz8fj8egcuwSOAQgJ7duGkiK5LMmk8l4PIa1AzLFJ6+urvBFCDIArdnZWch16BBvUQLSCvgKsJNnRz2T57n6jon0lEL0yBp2cQeYdRvMhVBDFlEi99SilKH8mfxDYcHVelPLlGI1FlIAnCSj7GNXLv1Q3B3Kdd6OPygF8/FOtA+tKCcBFwpFXwV2SqDRqqK4HcEsHjKnilXVBrGajES3D3VaMqctrDqsEOQSJACnNF1YnauS+HUOT4YelYWCBadDCCzLnJubm5ubg9BpNpunp6ej0WhhYWFhYWEwGEDGI82h3W5PJpPz83O8yMzMDFyiOCkyZFEUAKKg0bm5OSiQVqt1fn6u8AB2c5Zlo9Ho4uLCOdfr9ei2gvMgz/NutxvE6KSQxpqJ/WrHzffNLNU8CF4lCldypPrqdDqZpZzo52vChUejlK2Sy0u9C+nziZeXqHmufJyq1mHtC0HKQwmFvRh83AjiP3etJZsyMQnFiytJJa6TkDhvlUn2FT+vNydwUgcFP1Ba3RNNmiRJhbwV0UJpCRRkUdjraizp61MxOokora6uOueOj49HoxFM4dXV1bOzs729vRDC0tLS3NzcYDCA+UsIwYxrBIPVt5NSmp+f996jrVMmYfVer8dKg/Pzc2cOAGIViGfgok6n0+l04J5qt9tQa957LSeiFNNDxNmVEkEjVVGZ87y8+SVJYNFyB8G0WZbR+0IKCVJioTzgRDMr9fMK4m/l4XrB5E40fE4uJ5VQproqMnPiIVaBzQ9nko2jfBaqLgJv6QyumiqXqgYW/y0ti9NXDQx9PX44iWZkKYnKiWBxgBqRgS4RWOUO0PBNUkESJdFaXzOlhI4Pk8mk3W4DcyPKWxRFr9dDd8fhcLi6ugr3H/PsYWfPzs7euHEjhHB6ejozMzMcDkG+iGMsLi4Oh0NE04BnYoxXV1fT6RRUCzIaDodI5cfykPidWfoDd8A5N5lMLi4u8PrgmU6nA2uE9K0q2gu0INmQJXBxN1QKlJIlSkKKVuuDGrTxeHxxcQG3rBIGz5QUEsXzgeVllr1GjiXpKpBRWiUz1NMha9wcq23oVA3pmygX0WQsqx5iZ7pPiZiM7s1HkQyPecF5TFZx1T4CTnKJa1JBFUiwfB4AHi9ITOkexh9cnMrketXsDWfBZiTNw51/fn4eQphOp5Bt8N9DuPb7/ZRSnufw/PT7fdwEgh8/P3r0CJ0pAIQuLy8bjQZWhdWCW0AuBHhRSn7p3QLcKi1pKkg8CJ4xhMOzLOt2uxcXF7g/3NylRWwyqxFn8g+VgJqISt/8DaGUUpH64oqiGI/H5+fnZ2dnLM8g6XsxZPWHIJHs3HKn6UlTkVcTwUngAH6ZqxTXdfNG/L0yA/nbizvIi4MZGIP7xWcraifLYX/5aEgFBST8mK/aD0kSmPmqwAzBXH7Q+L1eD17IYLZdQ/ovJDPjZmZmOp1OWZbj8Zi1JsxyA8VQR8NanUwmV1dXAO6gudFodHJyMp1OkZ4AxpibmwsWQsId4NPEU5xzyDMNkpYCWu90OtAbBwcHEOdYRr/fRy40XLHj8Rh9IynyS0s7jRLFc1aWBWGPmoGzszNw49nZWW7NcUmLTLNrSE87pRBfhT0UQ9g9Wsle/GlJcBRcXtAAND8yS80MkqPhqlDHXdPtSWACOYQErBzFOzzOlFL+cNUrmlkczBNCAUmhwteGR4KrIWkqqXmxbikkkuEo3VxmItE/TeYpLeQEJIMMiJmZmVarxfyOYOGnVqsF6uem4FuUmswqLa2iiivERSZR0eW9B4zu9/uXl5eXl5eU9OAHVm8hIQ+UihcEM/T7ffSkOD8/By7y3sNJipXs7u6iLTYwEv5dWFgAbGCgALLcOQcoD2pDkA5pPJCUwEvj8XgwGDTtGgwGx8fH4IGU0tXVFbKvqatdNU5MkmBmikIjMgMPHUxFZa4kEa0PElEl9YMSzxMpkx9TAa+qppAGTV4wjpOM0cdFg0HiGspeTty3vJEzFzJVqhJHTeQrIypJQQrqK/mqCtL356p4Hji8ubm5drvdbrdJ5eAEpmoR6HNhhdWIQIQX0vKROoRWWk3LJ7F2IKKurq4g+OGlweLn5uZgCQDmXl5eLi0tZVn24MED3AEy4vDwkNmdkIX9fr/f7wNTzc3NjcdjFLVMJhMgNJDy8fExQ1qtVitayk0peUree7Q2gaIYj8dIPh2Px0yMhb+o1WpdXV2NRqNcUr5Z+eDMsUF9SyLmwZXVfmSUx/yuUkJN6nHBTixPRfNKHsk8mDhZomUiXlcFTlHymlR3cXkfR0DxiVxKvMmg4Vp4VZVGJhlpyouKrPTdkrhcatKCTOIFTSYDSCRirLPVai0sLLTb7cXFxW63C5DNbBykiCGLuLCybjpSQFLMmYFYApLB1+fm5oABIL+DuJnxsjA6O50OyA4aA1/HU1DOAp0J2lpaWoKnsizLi4uLzc3No6Oj09PThYUFvPvc3NzZ2VkIAb2ivPcXFxenp6cpJWRGzM7OnpycIJ7Q6XQODw/hV/nggw+cc6Bjnj3i32dnZ5lVrMM9il2C+AdYPTs7w1Kn0+nZ2RkJuizLdrtNqs0kj81LIy0eU01ikkJwKyqlJGieH6M89ZYYVmMAEo+KYCetjXg0JB4CJ0XOyrf4OVfxTDta2ddVNQBdraHa/4hvTmHAIA4ZgKLdW14etUeqBgpUjAULryAbHiCn2+0CBKOOJFgLXoCZk5OTZOgchI4sGrAE/mWOlwp4rBZWrLOEeIoWLBWghdgGuZzeexisKaVmswmWg7MFcAh0hkrz4XA4HA6JfeEV3dvbA/BArgTegpsJvlpZWcmyDGSaZVmn09nZ2bm6ugLEShYa7/f7rVbr4uJidnYWGaDI6QeV441g5IA6C6vTmE6niASHEKBzgNO8WGIKeOj/IP0kycWgAC2t7txds2upLpS+yRtPxD+p6mylpNZDVJHPz6urnXrpsWuWZgcfyYu/SeJkDBbDo2gk+5Ks6a5ReY8vcte8GDGqQ7Ism5ubg6EGokfEBMcJv7WzETJwpaG/Uml1GGQAmH20JSgbdH+dZTfoeQTrljW1hqFInQKZgl77/T7oDHrp6uoKbIPnQhAsLi56Cy+srKw0m82dnZ2U0vz8fLvd9t4fHx+fnZ3Nz8/DHj0/Pz89PQWPcStarRYQUQgBuqIsy9nZ2fX19SCmDmzr8XgMPxLEP+g+ty62FGrdbhdmND39yE2iRmXNDSWX0gZ/U1jNGgkaUpySkeI/iZ2qPKB/opivCWwnCKImoJVK+Vc9YjoYndmWWOHj6LG+oTITb63Cm6qAmWQUpV4qy4CV3bVZGGQPvaG+nvd+dnZ2Y2NjfX0dsJ5xe+CWlNLZ2RmoHyYdgqalpS5TthEIKktzqV70KS/9PCwKNHPu9XrdbncymczNza2srOCT3W63YZMBsizr9XrHx8cNaxkLuiysIWGe5wcHB7Ozs/Pz88PhcG5uDlUBw+EQlHp6egq3DHIHsyxD1JYtHrIsA4CBKXx6egq+PT09ZUMhkjte5Pj4GIlxMGlg+WB5SrU8gkIu3IoyWMUqd5IwCTekG0f3nEKdDpVMYoU4YgUj3ixspX7+zPWo6tAV1qQ2CZiREP7ycUCH91Wop+AnVP1FeG0m34MuKV+ZCsuAQCEls9QVtP9ogM7OzgLT93q97e3t9fX1PM8BiyHRLy4u8F/+C2OOp5hJYJjb5M3D4K6pOPVx4TfB8jhgeyA2hORNfABmJc4b/vibN2+ORiOIbcBr+liQMo3jXFhYQOpbv98HJkFPhyzLzs/P9/b26CLk5sNKBpQ/Ozs7Pj6eTCbLy8sppdPTUxjE2HY4heCQHQwGS0tLeG6r1aLzh/IVq7q6uoIRMhgMKOwymww0Go1gBqjDjXKUROIl41BxrzdQhAt6xonIp2EAdzAhgxeXQ7jWdTxZ172ac4VwMYm3yokxUEjrp2iZsB9XKipX1bB4kFAA6QM/ZBaBUykLPQv3Nj10DIpx6d5KArwF3kMInU5nfX19aWkJfpX19XV4V4bD4cnJCZo0XVxcDAYDHC3uTJVC5cNnBXM4qOgi9fNcU0pq46JKHQIDtgfiUHDMO+dgTfb7/V6vB5vy/Px8OBwCECI/xzkH6Y73BdLA3bCf+E2/35+bmzs8PCSEg/0KXpqfn09WsYlCmTzPB4MBIBmKH1JKc3NzFxcXV1dX3W6XtTXD4XBhYeHy8rLdbp+dnUFxlWUJpHRxcQEP1cnJiWr+aKFZnBGiYzhN5o8oRdIkoPZQluAP3Gp6HSibcunSTjmlR6P6RxkPBEbHlxdkpd/iz6B7Z9oJ5PEYFJLhVAMoS6WqRZskDThKqAJ/Itl5yxJT/y7VULAZg0iKWl5e3traWltbA4S9uLg4Ozs7PDw8OTk5PT1FKoGGpbhCOiuD+LwoGPizt1hMVp2DEuRK5qYsLA8eiq60RGJ8pdVq9Xq9Vqt1dnbmvT87O4sxot4Xy87zHPoK7kX4ZMA5KSV8azAYbG5uAsjRVQK6BKnBBkXqDtYJxyUIFIGFGCPnXMFUQJ0nA6uwl+ikyrKs3W6Dyp1zYKpM0ljgKGu1Ws451N+0220wW2ZFfKUlxqu+KqozMmgGaPCLlFPD8V6cKLE6S8Vfg6nBCjac4BmSgfowlSBLSeKkFZq7quM2ialKbnMCEJ1ACK28hhRXzK34TP8bpKoIwBdh2m632+v1kDd2cXGxv78/Go2urq5A/TgtXRXZQLUk35A7qJq0kAqMsppolUkioZfWIDDv2u02dA4eura2duvWrdnZ2YODg+Pj48Fg4L1vNpuLi4ssyAL9gWSdWQvIxIRag3k9HA5BviDZYM35vPedTgfQBRbC/v4+dqyw3mnOOSTVnZ2dIR4yMzOztra2t7eHlDhoHhQVeO8RXMNuwJ2K7leUBcTlCCBgBwD2YPTTviIp6xdV1lIbZBI/JS0my8wNklEbJU5MUklV84PCPrckdiemoxNPjIp/Pp2rfXwfFcaZpGFS44SqKaNEBlFRWtakxk1UGyiZkhlgJKA71fz8PCstjo+Px+Pxzs7OwcEBuulfXl6yORnv4CQ1QyVErPbZpTzgMnhU5CInWJbnx3cBcmXFzNzcXK/X6/f76+vrw+EQuGU4HK6srNy4cWNpaQlpEbdv397d3T0/P4eJws0B/kFmBAQ/pPXl5SVSMKbTKbOUy7KEbYMdQ0Y0IsogX1j5i4uLvV4Ppm1KCWmeqDGAfDk6OoJ1DjsqWEkn1Fopc9+4LXg0kkqcND9WAqgJ5utYwJv7heKGcoo3KWQCFcm0Rv0q1AhMXDUGrNr7+reCJWKEqi/Ee59TwDOmoFKWHFPbnShxCqZkOWn5Qv7hJ4nAoL96vd7Kykqn02m324ibQtIDMwCzOkFiunc1kVDTxaV0gCMPxGslF+RPqks6c/jFsixRjQWkARfQ+fl5t9sdDAaDwWB/f78oCvjdocdCCMfHx7Ozs3fu3Dk4ODg7O0PbATiyuBt5nkP6QioD0iwtLSGdwVkPFXh40BwJYiKl1O/3QwiHh4dYOWJkYA8ARcgXeJmYP+e9n5+fJ65jQaYTDx4scmceC+BS6CtY2MEgeymFrNxYKnlVKcGGTqhlT5dDlKQyJ2LXi8mrMpeEpL8h+an8pcmrbKPfwuk/HoyjFO8l5YNIS5foDV5zvzJp1qDc4qpZ0957uK5h7GIrkYuCyGghSeE1vsd/Q3WcNddWe4oKldLqa4NYCMSaNfbWPYJoPDs763Q6i4uLoMXFxUVAiDfeeOO9997r9/ubm5tPPfUU0MjMzMzGxgbYA9kEoON+v+/NRzkajUajUa/X6/V6ADCsmFlcXEROEcJn6FfnnOt0Ogxpecv7R6UVtRP8DeDYfr+PInq8GorCEMQ4OzsDv8Eahu2eUkJVGrelLEtk9ZEGKCwobrn/QVLwKfUyyTAgOapsVdLMpBmZkr6rXsmSDyjCnnjoSh5KJLyJt1hYTqnvpaYpmVeEsImagb95IqEraIsSzCusn0K73d7c3Hz22WdRz3F2dnZ0dHRwcLC7u3t2doajYjA82KUQs8YPPI9gFVK0hFRExapTrJSWVdf5DXcrrSqaumgymZyenq6trT3//PNvvfXWRx99FEJYWFhYW1vz3sNwDyFsbGy02+3BYDAajWZmZubn50Hr2NUQwmAwODk5gQtye3v76Ojo5OTk6OgIeXLNZhPOH+cc3Dh6YOR25xxS69h6HuSbUkKnx/F4vLy8vLy8jDv3er3BYAAqx5XnObA+OK22J957VBewpAEBR3WX8ayDNblJVX9/LhVkTiJW3vJu9Ix4xHSR18BMkoqRTJKRdVtqKIukEp4UknPO5SzdIgVkkv7lRCvxdiRHFqQmKxNj8IIqj84NNERYXV29ffv2ysrKdDo9Ojra2dnZ29s7OTlh7VKomgq44FkvpUI/WezdmQe6kD5CXvq0BWlbi/XXcKoXEOmtL6y2uMIdICm3t7dv377daDQArF944QUsDyHYfr8PaQeiB8BAdirz8wBmGo0GHEFQDnAHXV5eHh0doUUKi+5BlGxMkiyzH7gcjib0RcS5IMcBGAlEiVx/rASFNc1mc29vL6UEFxAMA83ZpNREVA7qC3ED5m/XaItkwy0lOznzkNIEh0+JFDKdTmFjEMzQ36B6g1cQn2kyHwZ2TGuMKLXJpXD+FDJ6PW/IhBmV+kor5Et+spSaaCf6iJ9vWJMf/BI+irW1tRs3bqyuro7H4729vfv37+/t7UH21FjLWTwht0Gf4K4oAxW9pON6ycIgzFWmr2kPVbVZdcoIaglIbcDKcCMiI+Pq6gqgP8a4t7e3vb29ubl5+/ZtPBokRSs2t5pXLjuXC94e5BpARayvr49GI43Fwgpnl6SJNS7PrLUodCby3rA/WCeYZG9vD5gT3ieWDgN9NRoNxBO0/UlN/J2fn8Nqx/2RekSycRJpIjTSfa4RK2U5pSTIEa9JqlMdrl/BhRfPbbAdNjOzXml0/kZxl2fWnEbVaVmWOdcaJGbkxbJRwzxJSS6XxXdThZUs6zql1G63V1ZW1tbWlpeXQwinp6eHh4cPHjzY29tD6Ieyv2EtZWhvYdEQUV66nuC/cJPjv5AiIFknxrcKJC/IUhWIr5b1BEvlKMuy1WotLi7meb6wsNDv90ej0ebm5nA4RAXTjRs3PvOZz9y4cQMpPQgzOWmoCnbiypUt5+bmEOWNNj/KOTc7O9vv95FACqcNIrhQtgylqSfUOdfpdBCQ5pHled7v96F2sixDqfvu7i62dDQaIdca0THUx2DZ6JcaJCMrxghXVbA0WDxIdYWzwRa0u1SIkK7ooIzm8Sys0d3UWiATxPuqPcYL8oVkkFXL8L2Fn5UzKf4JFtgNP+fbkolVcnvJLKixr5fyBZUZ+uaQf5ubm1tbW4Axx8fHp6enx8fHiOxSzVHeK49S6kRrg6OeVpVSXBjfOZPCBlzq4VHl4KyvNWiXp+u9X1xcXFxchN2J/LZnn312bm7u7bff7vV6n/rUp55++ulbt241bWoG9yG7NoAjs1xDbix5DAnVzFTDxTA5VgKPcKM6rC1a0UJKCX7VZAl8zjnEeunvR0LHYDDodrsICWdZhu4s+HlqbeQmNtwtWI4tAhGj0WhxcTGzWgjmO3lzKrDnCoib2xvE3mXyWGH99rADRbXuvpQsXaUu2C0NmWlLkiBZ5pLUjB9yG++AI6at4r1/nOek/OqrBoDKeGUP/leN1GR2erPZXFlZWVpaWlpaWllZOTg4ODg42NnZAeYppc8uPUh8IjVsJt2siHxqjjPSdG69n1TzqkhIEqtvSKM7fH1ubq72RggtlVZbiAqEoiiGwyFwPPw8EP9BWrG6qpOAK1eRSe0KqYw0z2gFGKjZBVnk1XJvZxqPTX8Z9A1W1ZRZSjMqClJK4/F4ZWVlbm4OuXoATvCQzszMoB4N1FnajBZ8ESkYw+FwdnYWziu+S/mkVABqAPxAoZZZ/QqlTzSHxNT6xqoSIDPoW1OKawKFq15RMlJDNWmfII3O3FxXTBaMEjLgKVLwuCrO0fOmmgPu3NzcXFhYAFbe3d19+PDh8fFxSgmby+96S8eg5VdI2xK+FYVNTYorM1BaKM0FSefS91Ki9Nb1ifoR4AcUhoyx6XS6v7+PFDfEdNfW1lDsS5HJZejyouVfkCdVy5fSbhGCChoPjMESSiygtLYupV20E5xkmCGGhf8iiA7RDhqirbK8vHx8fHxxcQHvEPKfsfJ2u40QdbJ2dIiBcJSTM1TjqjEplVbUV6Q8V/UoUi2DzPhGeojc22DGHn7WYEISjwUZwMsoFrpZ6ZDFoed6SF6wBBWC0j3lnDKlr84zdc41m83l5eW1tbWlpSXv/enp6d7e3qNHjy4uLpLE/0jctXgCFWImSUvKdbqtTtQRRSPXX0N0Ubpbp6qborQmoShnASGGEJaXl0ur9Ef143g8RlbCiy+++NRTTyH5jM+qbUi03NgaYs4si4sHE22SdrJOVWAAmqeKGcADzjmmmurOqC2XZVm/3yf6QgJplmUgeqQJxRjRxwXVCCBERJSTNUDgAGYnvbVJlOT8Uho6kAQppEj65B9eXL+yBL+IA+V5qTjnV7w1FqE0pwclmVu/sA7kpaW65K5qbSgdK5XjLnxkEEs0CUSDyltYWLhx48aNGzdSSjs7Ozs7O0jsSRKsJYPxVTW4WEjmam0NuilR0kvI08HilORqPRK2fFL1TbDonOt2u7CnCXOBJWCzzs7OPnz4sNlsbm1tvfTSS+j7UNtDvSjJknSx1b+STMm3dOTRHc5PUrgWNguegpZ+UlIJwBus57W1NbQ/AX5DfutwOFxcXGy1WqPRCHDoqaeeWltbu3fvHlqzhBA6nQ5IChx7fn7e7/fhhAnm18qk2sk9qVuWCizdJT0XSgH+iZ+naiXE8KL5VYqp81TDQXxulKQjbOPj5rh8ZI2soUT4GhQwDekOm2xOoPe+2+3euHHj9u3beZ7v7u4+evTo4cOHhdQrst0IycJXO2JTzHhB+YwmkmJ0C5JgG9x/Kj1PCSsLmVPiBEThM/CxgKpmZmYgGi8uLojRFxcXUYCyubn53HPPIfczSdDQi0GifEslRh+XHiqlQJZlExuogRNCFoaTSa9kiRgjHPPQACp6SXzOORRR5Hm+tbWFMmKI//n5eeccsuiWl5ffffdd7z1S6KD3UHcPcAV5D46CGRBCgKpUeUSpT3KkGyBI1IzQBbuRrINlkvaJPDUSp5NgAjkqigONIk8vUBHQYLLoHt4LtbIfe4EySQ++ztN4pSB9H+AOc2LqlVbxdOvWLbhKBoPBwcHB3t4ewCWJFR6P0nIeSS7Uj+Q67gspu7TCKz1p0pDiP72bk4Ib3k0/iZ2KMcItu7S0hPpj1MX2ej0EkuCCXF1d7fV66GdIdiWjBvOcqCTLrPKDopRHC6mczOVCZxEQEfyDwN9FdTYZ4wNImPPiaSWhEM8gGoDsCdi7SPTHUEpENt5//33oXpYZOcsfgaGMqAs4Cs6A2p4rFZJeMymHT4buaODVcGOSPAMlaKpK+Jpgh2SWu0onATmNYk79islw5tRGxTn0BcKtc2vmA5qg5q1ZPMl8w2QA4vVGo7G6uvrUU0+1Wq3BYPDRRx/t7u6WVlfuzRcLBUo0xkdQclCQlJZEqQqUr0e6p7whDiHy4UWTMVbji4r3oJ3m5+dxqIeHh7Ozs3fv3j07O0MoA5AAGWbtdptcR3ziq+ifUkf1b7qGlIhtqBULq/XJZQQJKG9igzPwQ02nFdLiBd6bZA0bz87OVldXEY/H5iPNFjdH/d3x8TGy9NCWgnIXVIEsIxhFKBbLrGFElAFESbBrTahTKASrWyolwY7Qo7ZFylq6afyrN0dfIXX3hLicSuEEI0Uzk3KCitqzvcWDVL8r9iKx4vCazebS0tLW1tbs7Oz5+fn+/v7BwQF2nyaaM4870rZi1U8fJCMql2xvZwrBSS4q9zFVW7BE8V9FibkkMRj4CkmsxhgjHJ3s3nxwcEBVsLa2FmNEZphzDvmYXmLnUcBrTS/pOUXJEiOtZNbiD6YtNg0KOqWEvJ3CarqhFljmry/Fv8YYwaV8U+iZ09PT+fn5q6urd9555+bNmzdv3mQCIni7LEt0qTg/P0e4DWuAdMDOFJbeTFOYFlewjCAnjo0kLmm8GjsO4cMTmb7uxPZ1gg9rEIs/O8HMVPJ0JQFo0CYhJVC4l0yGo6zykubJcwqSjuYEPHB/G43G4uLizZs3u90u8tu0pQehnlK5AipSuQbY9WOkm2RuLALowtLsMmmDTmXKBeNWSv3cOPA5Ct4BAJaXlx8+fDgzM3P37t3V1VX0O4ElA4q8e/cuNbVqrXitpFX3yldtLaqyrNq5FtQ2tZ5FPA7VYLxPYYOn1LPhnGNHIxQG0GgG9r158+ZwOLy4uFhZWdna2jo6OoIpvLCwgNI2xLkzmbWI3ArgftjWZHJv3sZMxsiSgilJlVidgMMZ6/xOqaxs4Kvehcy6Guf54yQGWlbYH6hKJelgDYDJkMH8RfX26MoGSawWXYG3uAb+Cnvx1q1bGOODTAfi4GBt8pPVtmaWNaVMRdIP4r5VHsuqg8Wp5ihLnNnlKpOitcUsJQzsLX5JU2fGRsAj5/7hw4dlWb766qvYtWaz+dFHH3nDx5/85CcXFxdJhUH8386ijK5qE3Mzub2FZQ3yi/DBEwLVInqUZM45gP6yOrwx2pBw3hC1SqgFwzKOjo56vR5gdK/XQ50d9B4gzeHhYavVQpu94XB4fn4+Go2A+g4PD9EABklQYEtWipKEVD9H8ZqU1o/EmUHvr5Xgqsy6fpEmg7gusJlEfbR8aDnkloBISquB4VwJSylD2VTxFl+V5DszM3Pjxo1bt26Nx+PhcLi7u4vAexR/n7MYNXk3iLuAYlJ5mg/lXwk0lbacgCuSFK2izHJlcR5ELJn00wOzxRjRXO2dd97J8/zll19Go0WMrhiPx/AY9nq9jY0NTYZRJRCrQzqcuC99FbzpyhW2MaaLH0jfqjdwfs7CJlTaU2mNiP6HeC9k2oYQzs/PDw8PEfDOsuzZZ5+dTqd7e3tITV1eXsbOo7I+z3OYy6hxY8to3BnceHl5SSuOQQOaheRkL+ZcbQdUThGr6OHqRnlxmDKDtbRB4qWlS6ZqGi+tC2eQoZCGaDkkFjUaSZMaLa/mbXOVzuTf0tLSnTt3FhYW7t27t7u7i0h7qg7U0FtBD9CAK6tJI3xDEij2tEZtuncKJ6K4Vt21+RpqjahQwTIuLy/Pzs5mZ2c3NzdTSs1ms9vtoqVcWZb7+/sgGtonVK9k45oKfSJ7M7DFXYWRimVAd6N8noLKCeAkpATF4/XhDKU1jGeNRiOk++fWlgIpD4uLizMzM5eXlwcHBygXfvjwIfYK4QI2Nl1fX9/f3yd1ghkuLy+RSEfxURPbxIEkEh6is6h8FG8Y3FlY/88S/6QQvS3op7BWfzxoGCc89GA5p04MQj4oZ9KVu5b1oDBLRRo/lmVZs9m8desW0iQfPXr06NEjxNhTNZ8pk5pJLihVe+vh/vyWSgt+klusUkG/S7r3VpBKu4caiVvpRELjhoh2UYc459BxBOsHDo7SG+I6O8Vrlr0zHM+T4+uUEowryxKuyZQSCJeth9BLAg22aDjiQYgEA/Fzc2jCcf+RBzYej9vtNvoFOedWV1chLIGLms3mG2+8UZYlmqbEGNH1GqWqSGiH4xVNhKjM2QAqWO0vzzpWY6bR8tWR5QquKC2bA7SrJFEjei8DuvmmjFo6sRuDeEei5aHo/vP+jz2yemzUNaHaISJZ4QvkULvdvnHjxtbWVlmWOzs7Dx8+RCWropTM0jmJOpJdipGCZSDzxfhFLkm5tLAOHEp2/IATfxFZWh/Hl03VHhYo+IBQgG5FuQky7FdWVtDKIVXBK9fspQcMT67GYyEEBDRUd+V5Ds8j9hYyOEgcZmpjxZCuDP1MvU/KUwxGHIxStcXFxSi9snHDGzduvPHGG+PxeH5+vtPprK6uYiAxMj4uLy/Pz88XFhZKa+6J6rBgSWksjnESnPHV1HrdbUrPlBKYkIyBF4chxBPU8yLRo5aNspJO/SBDrrx0SeFBU3B7SWJ9HEHg32qL1jiA3m5mZmZ5eRndQU5OTnZ2dhA01R3B0ZaWA6jCkncLMmAQJ62cSn51YpAoLCaT1JSYIivdUNVgXADd7e12m+3f2u02utC12+3S2vBr/FvhVjLcyYU5ufigUiaOBavddjZ3Y25ujvQNLyR9nTh7jbzSQuAJlhZVTWJqZ1kGjIFecTB/EQJDqBtuovPz85OTk8lkcvPmzWiVNyh8efToEUpwUNo2NzfX6XTYqD1UY4vRClwoN2vHFMRlidcMltMPTVJIZx3emffJJHEBr4/YiHOONViZZMVRF5GuokQqUkofT3Dg55zFJvjfwgZeUFzhANC7EzmDOzs7x8fHlH8qjL2UQWQWBfSW3UAtQZ2DpAOcKMVDZk3YKURJVWW18g1fVMSVxBeprOKqHcvgy8IZz87Oom4QbagRekTPdF9tGX/9HUnrTqzbWPVdklx81aYHMADxscDXiZlO89dbIypsqdYT4jPUS7pdKAHb29vz3qPfHjqqo8ospdRsNk9OTpDs1Gg0AMk4vL60hFb4AIAVqX+CdJylq9pLIQQPSN2AqLVArQIUL1moJrbJJDxcSATUhQbpRk5KK6vNYaPNLlJayqkxlcOooCmYUxU/ee9XVlaWl5djjMhzxmFkVpamFEkXWJ7nKP/jb4JYkNQeyhXkHKUqOqC8zNtLBs9UYOAR2JqpDPqkgIESR68H9Gi5efMmmgHyMzh4JOi7qtOmpqZjNSCq+ofbS+FXWik3kUxKCdTMiFiyIFSyYDCsgkKa+VG+EvM4MaWAKFCBHUJYXl4eDAYpJRRezs3NocWqcw71SeAltOXjRLOVlZWFhQXcB+lJSIbDW0DqxaonJ0kGlApy0liyeDDfBfAyWGuwKHErbBQaSdE0JWPUtDrpirvtDPZQDpKMH/cuVZlNkYkLrnS41XCvTqeztrYG++zg4AB7yvckWTsr6QjiNlEFpL/xVbvHVXG/F39LkIBAJsXv1LMq9vhD7Ri8xUeY/oCTRmMSMPNoNGq1WsvLy1SgNWzD/1Jl8cD4Mxm1JvXxewpsL8n0EMZsXZisQxHfemrt2ZwEyPgsLjVayRiMGdT3wAYA/oGzH79Mkm+M6Ac63sFlBGkdpfSeycZeKuJV5+gJRsmdwYKp9pF3hA2HqCJgxid5Z2IE3JzMkyRaQtcwpUCw2DDerrSR2FjSY7tTCYjr5orpFYHUhPgPIezv7+/s7GjU0IuPnwwdrCC/vBYe5hNz61BJ8tIj4XpCNW7iqtCIi8ykITvFbW7lTt4QKjz9aMy4vr7e7XZxxhcXF9579ERYWlqamZk5PDzsdDpEGjV24iHxmMkV3Fu+gjcESPVSWiohdDoewbFLyVorl3YlmQ7oJCLOTePySvOOA1s+fPhweXkZsJb9L2KMaC6f5zk6R8QYEfCC76gsy8lksr+/n+c52o+iCA5LpR3iql5OL+4TCmk9x+l0enx8jMIDL9EnuiyDjauKFivMrKCMEgfQiKTCHWAIhRoyVQdt4Q6VonhSlWpYHhiNAeCEZrN5dnb28OFDNK4h2+iteCpYARWTM9tXoQJVmyIckj7tAdUSQSbtefEw8PckTVWRvCGa9gD6o80/6mX39/dxtFdXV5CCaGREM8tVgQ05geet64lVw8NVkSQJkRhaVUS0CFphRVJJOgrzcSDQZIE/GjZ80Ozs7Onpqfe+1+vt7OzAg8csXUxi9RY66HQ6mGrsnENRGMmdCgRbgSE0QCyZ9BcjcuZuqEbivyklNt5z0mGEQIN8VUogOVVz/ZP5rGuSV6mcm6myA3/NmT7gxJPFx3hR8STT5eVlFBmh9V8mGQ38gfokCf4hk/DFuA5vuP+6Ag3iIQVlAJDUxHAypHHdBaGQgE/Msmx+fh4Jkui4/9xzz7VaLcysPT8/z/N8MBgMh8Ojo6NOp3Pnzh2tAtGHXidxVQVk4xp/OktfU+FEvRTFOZtZga83W7mwZgqlxDecBJIRiQ8hoJ1oWZZ4zXv37uGGiPcNBgMMm3FWccsmFNhkWAiYauOcGwwGCAkH689MschlkPq9wFeeeGbdXGik0mvkDHUT+lPKuKrmd1WQwvUDR6n0hGVC6udW0159DOMUiSrJqjM1xohOgCmlk5OT3d3dqbUKg52QLOFHz1tJWalEH8ffODGOa+CBYjKTepoaefFWriqkaVJHy9gB7IHMu3379q1bt9rt9vHx8VtvvYWBijh+b02yhsPh0tKSyjCukwK7Jiy4fpWCXtRRLVxQWEdOpIJC6qMMpbBLwXEUjx4BrhfHC6MlnHpGX4Vz7vz8HN9Cdjqq3uAOwuzX0gZzHB4eoqP6xcUFEkVTSvPz85TBfBBu7gXwJItCkq6CNV/iGfFoSkvoIGTnbSkOKD4UZ6rO4RO9+cp0i7j5+Pdj1EENS75RkiXzee8xFSLGiKaW/CtT/LkL0Zrcl1L8ij8Fm2Kt3EVBUhMGfLFMElejOKmo9MtqmkZNTpOl8QPzExuNxtLSEnpxokvzc889t7Oz8+DBA2xZs9kEKILXSwWSE9WnqiBWHaA13vBPMiHY3wFmwNRmwRP/sMdtkMubyy5KPIck4i0bDIZsWZacm420tr29PTi4CiuS8maYQjDD8c+kgyzLBoMBWi9iKBOMaSiKmZkZdLdXqR9t7DnfmjvPnQnWCqAW3KAgVmxSSva1gmol3SiB9lQ1iriqjxdTO7xoOXRlNX0SP3Q6nY2NDezmzs4OoBtZGb0DkoHUmvcXpEYqh2BTiEKDpubjI9FQuigwIPeT9Z3kSAZpUlTKwBiY9QygYKQFHr22tpZSwp/QMaEoitu3b9+4cYP3pKQhmylBl5L0pvtO0i8tsEppR68/fomWE2hGgo6ccNWDkgpLgQ6S5UJBQx4oJOHUG3YiWEdaxMzMzPHxMTaB1A/LGx/jKEtuIDKir66uMARkYWGh2+3i1dCfCwaDvj5PgRSMF4fdAuc4iMeLLRTM4ZOq0XpuY5S0X96czwUX+WpCwPUzykkQeiPiuSjtUkIIa2trKysr3vu9vT0kjuPz9Pjm1iyAgkp9sUQgzow5UmeqohcVjepVTObVQtDECeLEtuZWhJpJ5SH5B/tOFeScQ0PCg4ODZ599FjfEwAs0UUN8wHsP8Qn/N89DX4onDYqsbSNVNimgsF5oqOtFZSM0AHLyMPII1TDwymMyEszQLMuYPUaOilXLKlgeMqQSRA8iCZA+qP/C2LLcipvZMo2jATNL2YdzLNoYKCj509NTAPqiKK6urq6urra2tlguR2WoYA9insq/YdOfkOyELO6iKBAd49ErYai6U4WcDFjiUOiDocQkY5Dw8lJCblHsMIoN4paZmZn19fWZmZmzs7OdnR3ASi+Ynivjz0SlxANR7EX9N8gEF5Is/bhkUSo78iT5J5Oq6lzGllEaRUnTdc5hi8uyvLy8hEs3z3OkA+zv72NiaQjh4cOH5+fnRVHACxQkMlha+heIjO+odlhRLd8B46EwFwQ6Go2Oj4/39/dPT08h10ejEef/gT1AwaWFAgCgS5sGy4Q/8kDD2mKqgoLwxlLRehGTJ3u93uLiIkb3YRBTjBHlzs7COAgCXlxclBawUwpB7y0IFBTN3bx5E9CIMoK0EaTanUIQbfnQlIAOjzzPkZWt5rKKmyipnclaNSsPkAEIv1XyfqwBaLwqaaogIRmhIRT62u7v7yPrkx9WzxRUWyFZ11RbwaxbhShUZwp7ojg3yIdO8Bi1hFpFKv5zmWYOusSR4zNFUaAR58nJycHBwRtvvLG4uHh4eAhUsLa21mg0BoMBoqH7+/v7+/u9Xg/J9Nz6GCPG44EIlpaWkC6WW6fHqXVy5psWRQHEBTRyfHz84MGDw8NDLBIjofb29pAMFy19EjYxpPhwOKT3HUEu4iicNO7MvQJfOfPzpJSQ0YluX+gZkec5xvIxAwqRY/RTABnhXRYXF4+OjhQjIFMILzgajd55553d3d1XXnllaWmJ4pWakGDBSdCAIhnUD/U+Yxcz5ChSSTO8nLnRyVp4BItPNH5MJZYYByA9JRntRGLCWnu9Hprj7e3tgW00aMWvkzV5E/IlbZokIVKigsxKcxS08bsKtPh6NIP0hpRPyiTUM7k1YMMvj46OOLgOGd3oTXtwcIA27h999BFqgiG2Mb+oKArUCQwGg8PDw+PjY+wpombLy8vIpXEWPPHmjoBpMRqN0L+/KAqUjx4cHAAFTW16KWQefvCW20iVCCOVVgQ/SVYPlq2UBIroeeG7sH9A6EhD4tepLqg0kKMVQsDAP91eKuRkPbGpjnQNvto51FVTHnlqWAkSUlTI6spVtyhsCRIaosdFWY4hXXy9Ur/nxR5VEOKcazabN2/eRJBoMBhQpDnxRmXWpJ/cyR3xVUckNVQybBqlYxHzDughVhvXiydHGYA3p0hQHcJ9140+Pz9HVDvPc2QaP3jw4PT0tNVq7ezs3Lx5c3t7+8GDB41GAwOzCuvQhsl2o9EIoz2m0+ni4mJZlicnJ4PBIMYIPmm1WtRC3BOME4ZbCWYurA7csJBuydgc5njxZ6iUZBYzM0Z5fDVJAUXEIw7WBAnjbaCyvPfo/RZjRGwLVcIXFxds/YvNhyGEs1YQqwp8apO6NWJDIOAMWSk9kJfoBVHhRS0EJQmDJJMcSsoIMhWUCRUveYwc8jED6DNCNcpDyZFS6vf7y8vLMIPQ4VDVEIV9ZnXrTpwAigWx9dDdwHz4GBdaWmyIvI7wO2U8NRK/wmg54y8slUoC+Lx4CaL4ZNAkMKWEah7n3Nra2v7+PhR9s9lE0PTk5ARC8eTkBFPA4AgGvT548AA+lk6nE0JYX19HKgEa7yRDdJeXl9AYw+EQEB8GAOYfQ647Q+Eo0Wy32yDiZrN5cXGBrtrAu5Bn7KqQxAQiaZKYVNVHc01OJpODgwM8yFl6bIwRdvb5+TlgVSa5JNi62dlZaieKXmfTQACxlpaWnCR96TJidUYtpRVtNoUr1BvT6RTJS6TPTLrkqoeQgpX5JlCYXgIU+PmxG5RSv7CBX1PrXOK9x0zcq6sroH8uLllnc95RT4I02rA2/848RWR9qqQoflhua00/qoMlt4HbeP9CejCR0aMENMgzUSJrIPFut9tutxEKgFfk/Pz8nXfemUwm/X7/8vJyY2PDOYfZeHANwT84Nze3u7uLiWAA06X1C1leXoYS4PphtpZlCTo+Ojq6uLjAXEA4PVNKnU6HNl+328UgKdR8FUXRaDTQkYU5QqVVKnoLlRQ2d9FLcYXSH80w8DNzjAl9MdcVAAlgA9gMPgB4S5kVgl2l+3t2dnZ+fh4fjtUYiJeLLEG9ykOnManuGbjCcBFWqPKnEsB9SP2kqCSWm7JBpe2UAm7SHCynhYWFLMs4NS2KtycJPtMtpvgP5sYhz0TxDkWpWKPCoS7yZhjxKyrMvDhb8UvgHD7RV1PT9BiwrXD8cYBujBE+n729PaS7oiQKGTLoip5lWbfb7XQ63W53OByGEA4PD8/OzuCiYVUHkkRQXUA5V5bl6enp6enp7u7uwcEBRCyM1E6nAz/g7u5uu93+/Oc///zzz4cQoC4wTmowGKAnF2guWBiISX5YAPlczwh7WEijz8JqceBWwtiyXq+X2bgxqHpqFWgDJCSDMXheUJKQSmADKNUkvkQ9NV/te1BanZCevjPgyjaGxLQ4dAgask0myTLkAYo5EokSAzgwJ0NkktmXrAMP3hnp4JBzCjcJYEj0CsUoVHIZvkSlnMROcuboJKF7Q3U0IpMFAZRpM6nAVBngrVUB5X2SciEyG44ZpmcIodPpPP300xCB3W4Xdiri/0tLS6PR6Pz8fHV1FVoLdVUrKyvQGDFGFMuurq56G40It/qMTbcGbxwcHKBTfGFtsOD3ODo62tvbe+qpp371V3/15OTkD//wD+GsPD09zbIMGhhZ+8vLy51Oh2fB9uU0Eri3fFkSh7Mmk4W1VOJAGoTDcBPwgE7MpogkwiQx8dXW1tbYdDqJ/5e0AXnK2rpobi6eNbP6Cst+ZfSm2WxmljEaZYYi3zdIeN5Xkbyqi8yql0IIOZelqqoGPJAZAqnGQInKeDI3mS9Vh6J5KexK5u8HxdNjgAuiJdqAhlxaxAWJPQUx8rBUdSvFalK3MoAXMMBfIvyU53mn09ne3nbOwQuJZAFvzfKdeauAnofD4Q9+8IPpdPqJT3zi7t276AkAA3d/f/+ZZ565ffs2V8JpSGdnZ4PBACl3sDVJHJeXl+vr65/5zGd++tOfPnz4cH19/Stf+crFxcW/+Bf/4vT0tNvtUuC99dZb6D4P4yRYsZG3Usbz83OwFg9FNXyUUlUAa3RGAowEpgLUgZ7BKG+IDxjH1yGA9x7VkmhKp2JeTQVVwq7aJp5ETO6lcU8xTbcsbQPSAP6lzze3coVYdYwGK9WHFHss/rk4luuDUdDzENnkODMlR30Arpq5mdvFYmcn0MULGnNiIVG6U7Vx9TWPUGb1DOQEFXV8c+44zRJlWvIwHDtw+CLyGkKgqwQRe57fd77znel0+hu/8RtvvfXWn//5n7/99ts4qvn5+Var9eMf/xgSFN/FBWRM6ZtSQox5dnYWzWuff/75n/70pycnJ//4H//jwWDw+uuvv/322yhOmE6naNOCVSFkAc2MrIQ8z9Gi7/j4eDqdAqtQfiO/CNsIQoe1AxpdWFhwzmFKOei7tCIb0ijyiE5OTkhbAEuQFzFGMDNWEmzQgRNfNg9RcXyy8UrMb4WGKazJjwrWYBZzac2Vo8RkcH8sGDHsmqB0EhWGSMqpUJSmCcHhgcGcC+SosB6HlEQhh11m42jqndy6ARcy1DFUnVZOeqxSXJVWJoLP6PK8DGDVZSS5uHGURsqBxKCYcBFtPsWDBw9WVlbQmefq6mptba3dbqONOJJnAH7efPPNnZ2d3/zN3/zjP/7j//pf/+vi4uLf/bt/97vf/e6f/MmfzM/PP/PMM+12+8GDBxgN6L3HvmXW/hFHO7UOuM45zBs+ODj46KOPvvrVr7788ssPHz78z//5P7/55psUzJhOifJc5q7BfXlycoJp3qBIpHjo6VAkUVseHR3hvwsLC7CzKWghAXmslCPgBLjmvHk1vDWtQBc6ipVQzW3huSsVUu2jKmBq8z5UnkbzIynlJPGu8gNUILl1BVU9ANpz1kcZ63wMMK7jBxzVzMwMUB2WSLrxkqpAmA6g1rCRhpmVCCdLhiMp0/njLTtfJbRSbbAsI3fNt+Mk7kPNWEpOKD5GDUPm4Z/gACkt3Wh9fR2hbu89HJplWY5Go9XVVXAvcgQuLi6+8Y1vLC0tfetb3/qzP/uzO3fu3Lx58+rq6sGDB8BRzz//PGzr4XBIkZFSwunS8HXOAf2vrKygDfXV1dVXvvKV1dXV+/fv37p163d/93f/23/7b++9916j0bh9+/b6+vr5+fnDhw+R1h9jxCRtAGuMcy2Kot/vs8yKCjlI0pT3vrA5k2VZDofDZrOJMDn9S0oVKiWThWioZiGY+/3+wsICXXw0QGtCJ5MB19Gc3aUlRwGL8sgo3VSeUjozgU8Zu7S8YPjHkkxhosgOUi+Vq3HAz0Xp9ojmCNPplI4OSnFSLeUBJFy/39fm3V6iYIpSKNq5GlxgPPX38yT0YCjRybc86WDZV9QtSQCr8gCyzRgHnU6nSPa+uLh49OjRwsICeucvLy9/+OGH5+fnm5ubs7Oz6BRUluVPf/rTfr//1a9+9U//9E+/8Y1vwKe+tbW1vLw8mUyef/55ZE8Fiz0htITjoSKGDEYnts9+9rNwMcUY33333aWlpd/+7d8+OjoCZRweHp6cnMD1BFLb39/vdruY+DKdTnd3d8Fg3nv8hoEF3QEoMR4H+AEKgSIWooSJd5Q1NZWC7y4vL29sbHB8WKr6mvWYgvktcqvojeIGLC1jlwsrpcCSLMHXyayGlqwSrNighnV1YfyTYzo0f8UtoFQG6gUDQNiUNtmXO4t7MbsY4i2zUlfuVG55TkxWidYZL5d6yGDzaHHnTConk8A4b301IAmSeDwy67dMscE98hIrgeCBDAY3TiaT+fn5wWCwvr6OptDIm0cj5fn5ec79xVvs7e11Op1nn332N37jN9BFcGVl5dVXX11cXByNRuiZFyzPj55s5htzqUjvaTab/X7/xo0bqNT56KOP3nvvPXjeTk9P2TC90+kgDoVbASUOBgNofMTOcNIItxEia2Q9SmYEGEYhACkMcVllHh43j7XZbM7PzwNJltVUH96HGtsbJFYkA3rFocMZQBnBc8eqvEWdo2UxUybiDkigoMZQZOEFznFVlTFEoeoLwgMAfCHRIa5Ykqe8TmZttVrcUN6N3sDcssRUNpCby2qTn8w6ipbSNcSLs3Vubg6OeTjvmXqJR0dJheApqhXlpV4J4MR7f3R0lGXZ5ubmo0ePgGfa7fbs7CxAQrBSh/X19aOjo7t3737xi188Pz9/8cUX/9k/+2cXFxfoq8VZdBMbb4wCF+Q5o9FQaTFX/BW+zqurq+Pj442Njfn5eQwlePTo0Xg8RjxuMpkcHh6iYBdDBwFQFxcX19fXESnDfiKbTQE0N4T2FXeDgk91hfce7356esoziuJeo6Ds9XqdTocVUdftTkpuii1SXbRqd8yEhtOZhkGsuoCi+V51/RVxnueM65Hio7hHXbV6LuqQvCQVNJk1enfOwSUCrzAD78F8akn8r4o6WOpRWDERSa2mtnSJ+GQuHSiQglpIGjOlS5AwEFQBeAD5w2U15pdJ95RU9a9Fa0kLRirLElMkEKNdWVk5Pj6eTCZLS0uwCrDRL7300v/+3//7t37rt7a2tpCWjDsAKA4Gg52dnZTSpz71KTRRYxEJ0p69Da6C4HfOHRwcwBd0eXn5k5/8BG80OzsL6VNKxQXCCHjQxsYGGhQgoIHt5euoCIDI4Lk4s+IIZij4KA1jjEdHR2pT1T6DPUR3N+b/XKdyL0ZIkIgYjwbaA6jMWxMAeKKdWC/OesAk8y+RTqKFuphDiu9OZIBsqpaSfpxokyRaQQNCURBywa+urkAcTrAEeZqSg0ZqWZYopyAfB8sKRmphaQ71aBUkU+t1wxx3NfbLagMvrOTy8hK9OrARzWYTTuhok+XJ+iqxkgTgaEOTJ+Fz3Nvbe/DgQVEUaCeIHGkE+WOMc3Nz77//fqfTeeGFF+DEhBmK7KB33nnnwYMH7Xb7C1/4wq1bt+gKhJMR/OkMQ4Josiy7uLgYDocYLZ5lGRD/3t4eSmEQM4YJcXJyMj8/f+vWrbIs0ZyPYns4HOK/JAsefLzmMleavn7BEAJWcRLtqd0EJiI8URTVeLVwLQpGIM4iSWYrNGxyHHYbSIbZO/CD8aUI1Xi45Lrcmq85C9pEyYNU8Q8aezy/lol7NIudJRtNp1PMSiileI+7XEruYbJ6n6l1LVbGcIK82VmJL0OxrWF28oAKAGyuRtPwSdiCQBd4+rTasKhGDZl1LyV74DOj0ej+/fugpDzPV1ZWnHOYiIoF7OzsHB4e/vIv/zLFx/n5+c7Ozv37999+++3xeLy0tPTFL35xa2sLBJRSAoCJ4r9SQQslgKJHYI/V1dXbt2/DBwU+R5EAJAvmVsDvjhe8vLx89OhRWZaciOgMIpfSe8JZURGpR6UYBTOVRmmzYmtoni9SFMXp6SnyOLxclPQUf7w5wTPcRw3pDl/KBEhcZTWzlZvmzDFIdFBKsU4puRWEISSeqcxeeJxsHa4lD4FBYVFNrQN1krpb0qIiGSoEroZ/4tbTMwW5CxLkI5z5asj07lqoq5QaA7489CaGt6GiTw240rJfqE/41rllFBKMMa8TwA+ZsJlVKq2trf36r/86hi4eHh4idfTBgwej0QgTVG/evAnzN1ocCgEsZw2hgNezah4HTRHkZSAhtNfree+feuop1MrAhDg5ORmPx2jmPp1OZ2dnHzx4wExMSB+47FSsRJuV8v+4UhW1e2lLkaqwnori4ODg8vISqXsLCwtILNX78Oa+GgANlrFXSGHDVEY4JjHkorSXzWXOJBGEsx54wep+olXZF1aASuTz2MAI4s314kxU4sD2FdZnlG/1ROnON6f2cWJS0xhIZnWV1vWAHJ+qriu+P0UIWbSwxFVnXnbsSJ4/nnwTLH2otMLFaLZgJsmkJET8DLQWY0Q8eDQazc/Pw9EOVYMFXF1dzc7Orq2tZVm2vb0NT1EmSVd4ERhODHt5i+IRvKElyXQ6RWIpdh4deDLJ+OWq0FMWdjMTk1DMxYgSIGhpF7irRlXXL1UFzorI+Kck4UgKoOl0ikKInZ2dpaWll19+GSncfBZOJBlSB+fzNAF7wNjUeHRpeBlvBYmMQFNuec5l1XOKti5QvNECxnSgRZsojsuzNeLUppNTnDvLGMG+0zbHlQSU6+Low6Hc1fdP1cJtPQlveL2wPn5EJmQSBaO8v/KeE3UBaqMVRdhTSieplBITV1Ri5XmOFE7wGBok4uu9Xg9wBYAVNDo3N7e1tZVL0p5zDjHjGqt771HnmqpWTZBZxUzCwWwimhBlWcLZgrQcoB0MMMbK4atwzgGv0qYiDKAngOSr4pzr5OZwkyme+Htc4VqbBjQTePrpp5GjQWHHJADIpkZ1IlE0j220SWfFtYHYzlI+6TIqq321kvg2pjYYjva0Uq+TpIecpMk3jxJ3QISIzuAosUByWC6NwWC78O40PvhdJkqk6kUs6MVy1SWRskuplPdWdU5pAfDD0DrVxVTGDugxx6qfBBc2mgAaB7C7u7u3t7ewsIBS2mT9PNjYlcQUqqEcL7PD4KagZcnqKmpnQHykKBOwZpINFW0oLUwybz1LsIG5JXKi2qawKnL4Fa4HBFVUEfO4KoCpYVF+uMYq3kKiDx8+nEwmr7zyCmoheBNqdcIK0DcACTJqCV14mtFMiBBCs9nEdxG6UUmaqv32apyP09d1UoyGIMn0pA9SG/riJzGesBTaEw2b+pgkXYlagvqU/61B3hobYEMzm2KSxGBNZiTxN3xzCMvCWgKyqRsow9nU0VICKyBZBiUy6aykyAQLQL1ijJENGlQygYJVTFIiUgqA89FGigqH4sqL1URBkyzVTH27jKzDHQQe4AvSKMR/sSHgKFKGq/pz+GilbOUBLFut0hoPJMPPKKEGSYxGo93dXZ4aD5cfpv8Dv5zYvHv64hgsy6tdtYNFqTPJqqJ8DNKPhwekIk/Xj+txg9Vo5poTzIC1jm0sc7JMZsUh+niiFGcggZIGf6UHMEmRv7OQMCWKFyTKNyQPqJYgS6B5PAarwEbEPXO7ovU2A5WjVMVbnIWSidSsr3Z+fj6ZTHq9XpCKUi4jSGa8SiZuVDTsy44mAL6M7sF1471Hij/iu1D06Fyrh4eQAnQvuUKFcbSgLwzKQkapBnFNRsnFcpZdUtv/YH1clFevX9ioVquFXFEkBVEEeHFApyroItXxzmpG4vN0mHrJgyilUYqTNGG9OfbWSWkUL9JPXkqudrzmPwYsQc0e1zq1eghX1fiUqdQGhbSM5LO53cqdpVW4OenewVg9HWe0h5QgyKsYbHp6eoryFCpfvm2oxsZBWFRiyKrw3jOwRZgO1DGZTPb29m7fvq3cTlpR5emuidVkxUCkRbSZAG5Bo1J23aIUR3i1LEsmnsCd6mR0VTTvYRQHYimu6lJaIqvk4gYGcXzrgiERYFKrEE1VGInTRP/Qoih6vd7m5mbNIlJ9SCiR2/DqmhT2FiuI1Qk3UdospJTYQbXGnCS20oppam/NV/Awgnkk/C2fh32fTqfD4bC2GnokVNTx6+p45sbV7I0gdY/BMkOiWN5T6TalgFVVTbDOpLBH0aWH9hMBPXatYdOZ8CAm0mBVcE0qmSap5iFUjVLZw1dTlaWEkskAXXIvfRRIaQ5W3wiAFM3OQaiEWXqoSKQbDSrOGebBrUCstF7oYXMyVJiCP0qOgGoqgmmkrqCDS5A6leuqgOSYUmJXLN0QL5k5pCvwWMOmg0Ur01FJrw8i4iC6KyRxmk9RteOrEQxlANhjOQmCG8GHeXNEQglOr/WAT3JRftOko/lL+ZeqkEnXnSSxmyKNX6/tAoVfZnmFc3NzIQS0FUGojuSrO1JKOSVXyHQd1EZC0pcW63AGCJ10qecrO1G412nCCYqAdU42pnjGWyNRdDAYdLtdUgDfvZQZ6MD0hCWAQ1BZyBiNUiASJRqj69Rz4WqDeDLoPCksJUEFcI1UnHgj+v0+BsuiDIgObhwEsShJwlsThlyqCPUVgo0w5H28RLi4k/gkMyAoJWsk9Fjw5zk+XGkSRPJVe7H2MBKoopoaHKKu4LqpMfD5GlzjMSez1WC/8p2J0/gD9yLLMmThgnyBnSjnQDHXJUqyADbTMagE6KN0BlSoqZwFa3OZyKCcTFIrZbAPuTpYWqgzWAKrgDb3xcXF0dERwknOIp30XzkL9IDoYS3A1od2QjEXuJeike/LzU+ilp0o1WS5xA2b4kr+V2RC/lFpyrvBYdhutxEK4ALIAKRgpWknI+EmNiDQmYrw5rSAzA4/Y446DzFV5T3lHUk9mG3tnHs8WI8fLaThET6nDjU1uTIZhsdobqjGxaIl21Co016hh7FGtSREZ6n8tYtgJphP4PLykoWtJK8kOSd6xsnQLYWrE4hJ/cNQWpLQG0YJIRTgBUNfF9s8IawBeoC9PilW0TgIOzwajfI8Pz4+RpuWaEVqlM3okju2K6WE+NFoNEKmEO6cqpqWvFfTUbVLQaO3DNYaQNAriOlP6LKwsIDsyZ/1LexMrBrlPBTkeBeWAoQ/0bOngzp5ZMlsdy/I3hnP03YqLf7jvW/IeOPH+khfVZeOgyGQxZVVRzWpWC1kODuRgzc05aulicpL/I1K90za/1PDqCgqyxJij1YEiIyHnaRvuLP4EXmysL4Vyh66Nr1PjBGk1ul0artEnU79yTAzlRjsEzi8C+sAjmWj0BHdOVFajhxs7z3+ndpVliV9/JPJBLmlcFQwgFpbWxDP1f/7gm8xl+FzJCkSBjckWqkTUdbm5ub29jZxSE0rkhBVJ0fzqeC/eC9uOCiYwSVuKe8crDAopcRkeycWDn9DAEk/zccMAAqo+Z6oVihxlYEU+wbx6wcr8iJ/l5LfrxuRVRvr6Z+cVTZQwBfWFFZ5oLDcd8jCIF2aVUfxdUgEhD2FNQWJlnKna1ApkgQun52dHR8fo2d6ECuIKBkkSCUAkYyR60dHR2jywyAdrQsoB/x7eHg4Pz+PPB8itGieTeQU4efz83N0YmTnHP5AmaLHqntCavZVcAzpiD3JbchDlNQ3lpLhEf1+//T0tCzLxcXFmzdvUrWSeVLVWCqtmJ1UTk7D4musy7gh7kydTIKkLKYMDdJ6x0nWLbbRVR3rj7mBopcrJtZXKE+ij+au4Yq1Xp4wVBGkRtyCZJ6V0l7cWTiZ62E4UDcLTJtb90kF8aUFHxTz6cGT28nq/FgQi1nlQpRyqsPDwzt37lCt8T7Oer8dHh5ihppzDkG6s7MzdMI6OTlBI0R1cBVFgdouiEDUDKBtdWYdGYL54/n69E3DCIYviD0jchvU8P8ger34G7qqqHtp/3jvkd+6s7MTzQF1cnJSFEW3233mmWdyScFSSayWW5IIIIUR9YOSmROw7iUxjOkPsepmJDtRnySbuOrMdxIlOQ0fyGPVfanMR2ntBFWT7fgt3Boky2eQVbygIxJ3Mksasgof1hpLL1YLnpLJSFoSdKwGNenu9BJ752+yamklDwaEDsmn0M5XB4XwiwcHB2qUq3QpyxJj51ZXV0uL1KAB6MOHDw8ODnZ2dpDRGc2XCr8+GIAyHjdhVzk0ZSK8BCjFF9lNBD+TjZX03c9Ifq6Rjipwb/hzYpP5IIDLsoSX2VtaBxKzn3vuOdTuICnaSftbJ2A9iXchk5FZ0TI62aFDz5pUHiW7ExvuJbJBVcz1x6rjXnegZIERl5jMvUjJ5AWTcI9IFiRubxiXlnUmNV/Kpti4hg0M1lOJ4umnVE5WXeCsiWSUMb0qxckk6n7hD7wz3660HtRE7cC+YGOeFneQrBJjxBANHBV/CWF5fn5+79693d3dzc1NLAbjXnZ3dx89evTw4cOHDx8yooLKYIAKEDF4AH2pAG/g3sWVLCl9ajMBgHZKS3fBGoKknXOLaqRfE5xO0oyTFQl5iRg48wiD8UjBMcaNjY2trS2kjmP3lHgoWLmZZEu8VMN6/zszT0MIwEL4pOJJb/ltpaTDqCCO1xIFau/LB2WWS5crkCUnUD7RSaKIgpKPL+nMfsL7RAlvcdG8swJ0rps4h4xOeqVHCN9Vo0I1WmaF8BQzZAMyva+GSGviELk6CHUpYKBowSdPT09HoxFSpMgAzrnJZHJ8fPzBBx+U5qpH5uajR492d3d3dnb29vaQUwS/DXrRoekqfonQL9LgQN9weiJnLkqCA1N88b5TGyGjsqAm+5UU9OC4FV5wCPgTeam8IdaAXEPMw1tZWUEDC6LzwlLu1NNNMUxzjn9VeY8Ut4kNXvEWUfUy/baQITGkELwUZSVpia+sUl51UVmWOTUFJaszhAOHHSg7s8mbuILVdyp76eEFGejA91QuTJJSqoaHyh7+Rhmahqy3npLciFz6zyWb1MBbUfYTQWVWT5xZ/wuKYV1SMm80foZFi97fyfz6gO9HR0fj8fjOnTvdbjfYBKRHjx69++67e3t7sPBA0FmWoRG09x7iHAAALQiYEzGx7lfkXvyGTiQqHyo0PWbiBJKLKk+V0E4ybbFIPTuQB3xfJycnc3Nzq6urSIwNISDZTkW+FzMvGS6PZljzr8kaJUXz2BBH8PhqApfUTyanHCQ0CjZtsUZvpRSX0VnyccYSbSbyB4PwKst5O5KOM23oriF+SnEv7ktKJm6Tr+J13JZun/LahDw6xag3yEt6zyiuYi9IMZM6Y34R6WgxRgwAJSUpAOViiqLQXCM8CAboYDDAwG1C4a2trc3Nzffff39+fn40GoGZ6eMHQVN2IKSNDFzsP638lBK6v4A/QQelBVJKq5cgNUMiTqQdJWWhF9tGD4JWvqumZuHD4/H40aNHKaVWq7W5uTk/P9/tdqkNqMa5q8qHXpAw2ZKUpjJLBVwurdCwCVk171gPWm9YSgoCVRBXEsxh+LEG0GdTjpJoFM/ogsgYSZQdVllUWzoGi/9dFzmuGgn2lpkcJIGHWg/SQmm9Ju0I0rgXfAvsqf5V18DtBnQZj8coAqQIUYWLl8JoUd7QiVP8mWee4UyAoih2dna89z//8z9fFMWHH374+uuvszG6Fy9TCGFmZqbb7aL/CvaBXh3v/XQ6ZXQpWvEAee9jOCuNWEpLj/PXYIATOKSCwIspSW7X88Jmdrvdmzdv0k9NLc0X4YGqB4nWIxmAUB6ZrbpU8gxX5cSk0cWrQojS6SiaVU3+8dfCZHhiXsqgAV7OUiyhKaieeIvSAgpObABnphJ5Q5GME7RNNJJMlylLECMGabAaq6hdDy+JHRwlQ4FnRhPWV61n/IaalCAymPeNEtGZBsBKjo+PSxsRmWUZOHM6nS4sLKA7J8DYBx988P777xdSkfTqq69+9NFHb7/99tHR0dnZWWG1Grg/wE9mw5JPT08Hg0Fm/VFardb8/Hxu006RDKfGlco82Ak1+uYmKynUjqb2s/4SqxqNRuiDkszWCpLl5iQZjBLKVdEBiZWSpbD0EFeFDzWxrX4Xd016OpNuumxqfidYjpTwMQMksZ9KS53Fs6c2nJBfCxa71gfTU8HtiGKkqwTyMkypkB6l/FhpWUake+IQihwvaKSQbNhcxkLyFFO1ejPPK9kfmeQ7gKthilGuk8+jWUqNRkNzQhWHoGc/5gns7u6+99576OHc6XQGgwEniIUQ0MEFBax4NBAUXpCD2ktLGcLkFSSZUbiqSGKeWYyRRoWeAt/6Oj8oSyiV8CtqAqGk0wuuIF3WwGqsevm4YMZuSf2FDP5JUoCu9OPED+mq+ipJAmWsGv1OdD7P0Qt8yIn+qbzwNfwGrgZE40ajka9mNNSiLcwldhI30EvFCf/LO5ApyaxJfGfJdAV1UbS8eS5DzXSVDV6MEPg6KWwokIKlp9MI06+nquWD9j400YJluXnv7927Bw/m4eEhTpEDAZC3w/AqL/qFMZEFuX3OLGwmq15dXXW73el0ij6EGFVItkymt7knavfrntSInvsQquFOJ64/b1Z4Smlra4uNZ/jcWDW1SV4qO5K0/qTFot+C2lQ3XY0z6QcPkhGDjzE6FsyJn0Tq61lzoz7m7ev74sVIQtoJX0kZHRk10UwfEBbpuKxWIQSZ7KJMyYWSE9gyIIr/ntxP29dXIaaeHz5WVmPY+mpkTu4LUtIR1lFLq6xmiCQrahkMBsPhEGPwKLoajca7774LTz9I2VlFIqK2yKJDaCylhHpiZ9YqdonjAmAfB4upO+dwE5AOPO6q/YiqFfv6aqywdtY8UFdtYkWVy69MrZtGnufb29utVosdToOMJVWtSHKKlk+Ay5lw5Fe4bIpwcktmcVVKBOqQTGLwhTXcvv5q+o7Xr6SRYCfYnf9FjB0NZ8iXNcmKC4QLvETPIGVklKGtXtKNVDMQ5dMCpp3kBT7R/PfWdD9Jz1D+kiTFnQqWm0lOyGyILJ7Ix6ksUAaO0rPg6OhobW2Nt4oxXl5e7u3toUlOSun4+Bgi33uPiqJms4mZ7KQVwC1IL6TBNRoN1jeXZQl7msSB7zYaDUzycgbAcJWSYuAN3ZHO/JMwj1I5OZx7pR8DjaLwl6CxpnX1NH0VgKlATALElT+TYIRkV7CMziTWIG/CE3EGbr3BY72be1IXVFwfA2KlbF0BjC30w1El4sUYAFFqAk9N9HK/6N/kHnELooS0VHhzYZnV8pKFKJ6dqB0ukuqbwJTnQbEBWZtMNRNYO7FJaI5HG9gGkL2zs/P88887SRNCY4+zszMKBaQ8eO9hFnPOLHcml2lzwWrESkv2xv4j1SeEMBwOnVVyAogj7EjOjOI28Qb24GT0P0PDJ7EHuEshhF6vVxTF5eUlhD3CQdvb25/85CeZ7Kn3oSh8Ih1TFNaUfLAGbxBACgew85jfqhXkNYmZpOxE71Cjfn1T5TeP7tBJ8t0pP/C88Xi8v7+PtuCAzqoH+GBYYGzHgO+G6kSQaDU7Uarv+YFUzV8gTXB/nfkKaWaQppMYbZTipH7ehyajqtrCCi+1zMpJxS1FUZSs+jzPMSFY8/8Q382yDNPm4M2EasYXkTeG6V0pJTh8apWvTtpRlpbcCufmxcUFzrjRaKytrYF1k5mM4DEnyg04ajQaqTjX/XTX9ABPodFobGxs7O3tLS0tPfXUU61Wq9/v9/t9hjKCeA6dyH4vtil9RM6GaDjxjFN6avg2ky5VqO5gl50omba1J2Y21VfXo0KWSyJ2chbryJVFSHn88mQyOTo6GgwGSQbBRwu28d1wqYYiBRP0e7FEg+Xuu2obR82knZmZgafPmyGlFjAuqmAVJ8ksEH20env0yMkMgCtALJnkZfBQqVKw4OFweHp6urKyQoahI/j4+BjnPZ1OsXVcGN6RQ4VBuFGsHZA7MkPVxGKPI8ShJ5OJFhbTlYdl5FY1EizZpibseZE+ePTR2iitrq4uLS0VRfHiiy/euXMnpYRUDmamhKqfJ13z1nsDkGqRcw0Q8ChApbTCMaF2FP3odYYxnkIeIPpK5iApJXrNB/GVQaW6A5Ht0d21GkquFcFqBj58NQeYoStlHhVpvLmTeLi37A6eGd/BWfk2PNmFNIQL4q8M1anG1ADkBCxGYTFfLVYTtpK1ugDZOTMqojhAkmWb8IlFUZydnS0vL/PwUMWCfu77+/uoUnBmC1GloOiJTQvpY3DOIU0aU5i8jHlFoyuCsclkgslLeofMmhtgM4MUqSnFpycZhdRsyRDF1dXVD3/4w7m5uaeffhq2/tSaigKPeXNnk+DU0khiOLmfcQXrZo6CL/hUKBxZC5GsUAZhQfQx4J7XwgV8eu0d9a9ORpNMp9OPGSK3BhXp2pTZaANx0YDfGT5L1bTBaOnNhNGkHqo/8hgpMorFSejsrEEi8sOoFgppx0tQTlFHtUt4o49OYhhE8zxwDeo1VyjJD0fx9iYbfD8cDqfW1SPLsvn5+e3tbXQzh+BAcSBcCNg9JAsh0owjIYiCjKcl5w3ROefAS96wTWmXs5YQii68JbY488BQNKRryNhV0UI0XwUyUo+Ojh4+fHh6evrbv/3b/X6f+gHrhGEQxavmr4ETLzCJCCcJiMez0HCJrf0xZxuPQKknaqAx0xI+hlJ6XSbBbwoKatRPIUv8lufSEJerrwH9oigQn8egZr2dPgBpZPRwBWsu4qURbJDhQtwvBZReetMS34MKCytX50OT+eZ5W10PmSqvtiVNglnJM1Q+isdwB54u2YCfx/AIQB3QTavVWlhYGAwGp6enKaUXXnhhYWGh2WyiVU6z2Xz//ffff/99zDQAkZ2cnBwcHCDoC1DEFWY2ODq3NmlYyfz8POaw0/mN/cRngrg7eCnFq97juXsZlsH5qmDUH/7whxcXF//wH/7DKLkGTgxfVTWEIkEM4uuMV1pYd2Zmpt1u93o95EHhZ3R+d5Z6eHJycnZ2NhwOqRhBhyRFvDjzhaJNhyANEAVw2d66sDwevEoYo30QvNW5o1D1+PhYXT3O6oYourisYG1QSe44RXyeOitIpyrV47mlv/KiiIrmvqQUcabUptYPMEiakFoRamYoz3iLNPHkcLSEp04cjqCMRqMB62h1dRV6L8uyXq+3sLBwdHTU7/dv3rz5K7/yK8R7yOR57rnnVlZWTk5OSisVwATOZrOJIBcYAClJeC9gKlo4s7Ozq6ur7XZ7au3OVXUH8TJTS9QkPX/QD1OIoDcRNQYO8YMPPviLv/iLL37xi5B0bEmkFKZERoDgDVZlMskzhIDdcJZhAWOg0+l0u91er7e0tET/L8BeJuFXXN6aonqDMOgUTwgQq54uJzW6JKrAtihByihryQIxxvPz836/j0b1JP1cyn9TFXSSF2ds5jYFLTUUn0t6zSRJw1lVDeiYPr7SMjUob4JEfNI18OcNIMVr4RV+C0gpiaMts1YrMB+pDMlF8PAMh8P79+8vLS3hzmCApaWly8vLfr9/69atZ555hvsTraktLnhIO50OYR6y/xF5zPMck/CYosdCx9nZ2YWFBQzJQ1zMmZmuhJIkKzFKOiB5WLfImcaAu4/widST5/l3vvOdubm5hYUFbhE/U9vwJPUYJIma4tVTRqoIeK/f7y8uLvb7fSwDbwfzjJNZSoljevEi6p1VkVJ6kgid2eVZluU8vGC+whqXpJQGg8FTTz01Pz/vnINBrBvK1ZTVpFz6m4J4IXXdSs3JvGPIuKJ8ovTlqRTWBDdY0pHCAx6b8j05IVWbUeJluV/qXVU3qMoSbBRLn9566y0dBZllGXpHxxg3Nzf7/X4hPTIgqjHDwlsDdPS0Q0cTSlyQPuxCOGdpzeeWJg1dTcYO1cHjpeXH8+xT1bpT6sdRoqcVz7SsBlWurq6+9a1vfe5zn+v3+5n11PCCs2vHSjZwVRReWpa/l/ga3hp6NbNmZ4osnPnZiPG899yfKP2/UtUj5MX3qPRDj9Bj3JJZ8JWEy/OGA3txcXFubu709BQUUFZLsZJZYOSNJGmAKm6n1lqUxwBCxCtxB1WJq+Zx1QpdCgC+fBILyYuDiC+VS29uSgVvAAy/R1igkHEeQQJzCBIhO//dd9/9uZ/7OXA+uxKVZYl2JlgzKBgm3WAwYCroYDCAlQnXHog+t26BYDMMRKKL1lk9JzIRVDuRz7VejL/018wkJd9+v09YQv7h5/H109PT119//TOf+QzbIpGs9eK3QjUxjF9xpkjJ295cbYW1ToIMmk6nsIARkOVL8b3o8goWxwyWz19aVkhtYQqEHGqCSTGkFZIyVoxYYLfbXVhYODk5caI3SfGqCpz4/ohAeDfSaxBHUGbRtMIa9dSAk5cOEYTpIJHcChiUFJxUgdXeyElgXDmKuqiU9ip629JC1FPpv/nGG2/cvHlzeXk52chHUBLMuMxSBgHW9/f3P/roo8FgAOcyo2mYRIhvkfpBAUggjVZ1CZZAzJFYnE8pbf4a3CbUaU7SOki4wRz5/X6/3W5TZEaLLTi5sIf3799vNptf/OIXiTyViyizkmBR0CsrG/FQIDowaowRbi58DI5O+MSurq6Gw+FgMLi4uNAOkCrveEB8qev2NxlV3wgfe5wMVyMOPiDGyAGG8/PzMA0zy4uEQxBfxKtGc4MqOHPi7aE9RP7xVm1DnAAtj7hjXu0zTA0DoZtJUF1XrswQbEKosh9/T0XBmAN9i9776/LGW6UynD+j0eidd96Zn5+ndwiyHxdlEopF2+02cjnH4/H5+Xmz2UQLQQYKFOpQtXI4gBMlDhaicCVhYf8pR/XgazwA7EHcj1+CgjV2RmoGD3zwwQcrKysvvfRSMse0l9AKDbwgWZlJYmRqniIurl93zkHq43Xg+mTLx1htGksdhf9Gu8BX+tZRLFVKQ3zgcRN3Uhj/pfYfj8d7e3tra2tLS0u5NdrnNELSH30m3rq5u6qx66QlFtYKRIsdn06nvAMY4OLiAkl4AI4U/16SH4l9KXtqDJwkn0eVlRfHHxwRlFX8vWp57gmynkCR7XY7z/O33357YWHhmWeeIZAjPXHNyFzABqIzyuzsLEaP8SkTm+1FoslsjgFHVCVpJ0EtBOBUWh0JKIbyi9JORUNZlnNzc71eDz4fFRxUfTWRSTb77ne/izmWpZQl4AM0AEgbTsbPQcTgpEAGlGJ8BA+XwIQhUTXrS0l48VYAxM/QSimvpYL7WiiADKEGO/mJ/pbj4+PxeLy8vIyGTdxQ2sQkF1owyprOpng7qRpzVTeCt5IrLq5hnfs53Y2U4cSD5ASi0B5K1SpV0kEuhWzBfLUhhG6365w7OTlBnCVaplCNCHRVmaWmXl5efuc73+l2uwRC1HJkthACQjw4JOq9zAZlI9sHRRdO4vzYNDAShHppUx9pOkdLhmPkWCMtTtACdWm322Xlvpe4JDXederntk+n069//euf+cxn6AFTuZ7MI8JtpJb2hrcLaUKcxFFDsQhxUFoLDEp3GvcMgESbs0RlW5qjj6dAL0Iy5EyWe5ykQZSst6Dy2tvbOz09XVxcnJ+fR0UsEAUkOqLllDSENEmsUqT+0p+TzCU8le7H/DpUGMWVqimeohcrhWpxYkO29W5OkIMTF1iQAmgIdeAKqm+euma/AH/jEcwLODk5+fa3v/1Lv/RL/X7fiXmji2w0Gphy1+l0kDLIP6GlirPWpTT9MQ7eWVoBeBIqgll0eEE2jeMPsRowwYVfImvDSVAffy2t1xAxjK+adhQi4/H4r//6rz/72c+2Wi2FJRSmFFjK6nqfJJZnvBYkJrcoN1LeE+hHc6tQ4SSbCuOtQpAnxb9qbtLjinXel7BbIfJkMjk5OZmdnd3a2kIvAJKycw6HmstMJC9omxKLr0eYG8xDGi0ITzUSxLPJ5UZJW8CtVLA5cRDhFZgxxt/zUvvBiz8BR9VqtTjPz4m1EEKAwC5t8Cg7ur3zzjvf/va3wbqU36qC4emDt3tzc3N1dXVxcRHRFRgJSLktbG4SzNkLu8DbUALsCA3vOKXVxKYEEGcq4TrnZmdnl5aW2u12sN4hPCyi/1QtaFSK5JmGEC4uLr7//e+jiYaStWoDbl0uafC4nghsqILgZJvYzONCBv1ChAdxb5R28bkqdEBXuXUbqSdjk290cckAaBI/D3qg3rhx48MPP9zb26PGADUjcY+xzIbNqicPcLmZpSIlc7PiKWyDinx3TLrWXrCUZ1TZ3vziFBWkZmd5HN785V4MfV1ASgmdaFNKaGeSZdn8/Px0OkWGghMsBwPAV40Q/LUsy9dff73f73/yk59UA4lbiiNxUh9HRQybG85lQPzLy8vLy8vT01OsgQkw8IQwQwZ6OEoXD46kD+JpwCt3u11tNVfjEEIFvi8X78UiInnkeX58fPzDH/7wxRdfxHAkfIDSOklCTaz6YUnKKSXwMCMAxDkwh87Pz8kMdAlmdoVqFjTBgorXzFIznFinFIKPwXop8YvavmC5e3t7w+FwcXFxc3MT/TFzK8ZlCzE68iE+WRugD4YgTGaTQWEBH4NB8zxHUs1kMjk8PBwOh1g9Mnvx5tEiuA2besSzySwOn2wqBxkmSU9fKhbcDR5JOmERi51MJufn59wQ3Kph8yOUcL33III33nhjZmbmpZde4vsmiTl4Sd2j3PViDiUrkE8poUsuaimpDaBzkBdJLiqtOYU6EijUIJ6AvlzVV0ZYopDaiQe5JhNrv2k0GggOvPjii91ul5hZgRN5gPHKGuii2gEV5dJkDllVTAzhfXIrr1FwQTLgzxS4JIlgXaYphStpg1wxMUOwtiohhJOTk52dnY2Njc3NzZ/85CdMfYMbgVKH3FZYx9YoTqggNit1EyUE3TUQtOz84WywJHUOtQe5OZdaAicgMlmCFE9CTwUeG2AJwqSyLIfDIfdId5agU+XZeDxutVpgmLm5uZ/+9KeNRuPFF1+knk1iwxCSqWTFCYHWQejIeT47O4MHEO3/aSjTzUeqYn61Wm7wyc7NzXEkQo24KYaSNWkjh9TUV436VdwMBoPvf//7L7/8MnIFeJq+6tWg0M2k9ZNqjKlVDuGL0HI6McCbLUHpxsL8QqYgc7X8TWZl6zWM7TAlEp9WJZXsoiLDvx988MELL7ywurq6vLz8zjvv1CRZaV3cIEgI74KYU6peePBUW7QLg/UVRP2UrzpGqFXwX2YceQvFZ9aolDYDN5oYKVhqDVRwrKYMQXehEWxu83exCaPRyFWTCp1zyOXCkNCiKH7yk58gmR5Cl+/O++CwodlxkGgbMbbr+Pj45OQEBSiIasG5SdiDdQbzIdKHWzPMUFTlBMTTP0HgVFpoWYn+Orn/rAsxltdff/3u3bsbGxvczCRuAL0PgQAtLv5LOkyS/e6MaSH7gxSvYgPB/wQ8Xpxa5Gd1hRN4VxgAy3LiMyYtlhY63t/fPzo6unnz5q1bt957771o5bCqgKJkaWeWkqGv5yxITj9SkplIYOWiKA4PD4+OjhAX46GqORuqAT9eEC0ccI+VQ8DTAMosqySJkUM0iANgPiYCWxjrUhTFxcUFRSnV2nQ6RTnLcDjEK/z0pz8NITz99NN8CgQbjD/Ed0jH0dqAgr7H4/HJyclwOIT2Z5Lc2IZfJAveZZZvW8ogvTzPMWSJzozcctF5UpQgeLpmwiYxVygQa0Ry/U9lWb755psppfX19VT1efCAeIj4TVEUSDoM5imikKbg5yL5gYZN6IiSuwBsHGOkrqsdtKviDi4prykpV9V9hMjJzO133313c3Pz6aef/vGPf/zgwQNvlQCAKLhKaf8SzcmoTyVGYqJvaVEI3AqFf0gBD9Z1h7pIeTVYPg+FN96czdj4deo+J505eN5OnFH4GAQn547BNZFs7ph+N8YIZEKfHdqfoCrg7t27BHgU8Lu7uw8ePGg0Gsh8hM4Bgi/L8uzsDNoAoGhiI1CThPm89xxST9HgnJudnUXXTgpa2otKuF6C92A5UnOUZBO+Y42aSSq6pKIo3nnnHfR4pIDIJBRDncmvECzleY6mGFTaubTRBQnxwssW0rItVQdh4QPKCVQFpCj8+4QSk0KacvHL0Ty1H3744csvv7y4uHj37l00vvTeI3/DWS5DYYN06LabnZ1VwADAl6SZD9cKloCbD29IUOtEF9MM4N3oC+O20iNOBouWCEUvoapUdRU755rNJqY1QiCRvnmEMB4oXDX5DMktl5eXX/va10IId+7cIXEjvefRo0dw/J+fnyMbHgvAi0M/nJ2dASAxugkJR3cF3SbOTCyUbVDwU+OTAZQ+qLRxRjWgwg8/URs88TeIpdy/f//OnTvwiQexCfXzECKMODEL0MuFD9cIgAeaWVouHSfY/MI6eWY278xXQ79JIINzLkcyFsWnE6WWrOaICtd7PxqNfvzjH//CL/zCs88++9Of/vTw8NBZmImmSbIqW4IK/gv5h+WW1/oxYsV0gRPARAnyOXNsTa1iGFch062JxLiV5D2FfM45FKdHay9DkYm1IQ1hOByCN7AYJE1Qc+Yy/TsZoGJx1tXV1de//nXv/dbWVmHj2CDasbfAPKBaQJ2zszMgH9ghvLm37pxkBoo0sDdWG8zBT7onSUW7nKR5w7oIEsCqSXpuoCoBXrxzMp/b8fHxW2+9tbGx0ev1lGpVmURJYndSDk/RniQ9nquC4YQ8JWoJ1BM3pNsfRFJuZXRK/VwzBUGu5oK7htWiuP8gj73377333p07d9bX1z/xiU984xvfAAUwqAEHRZTolTPNoFyBi8ZAURSdTod8X0iWFVVEFC8N16ZaMlkwhXLRWy5QTQgR3iwtLTHFkk0o8N2Li4vd3V3Mb2TeZW5d42H58S3gXx+Px0h2APHhLEej0be//e1PfvKTW1tb4/EYgyJxfxbOQ/UBCIE3iMgpeigvSPcUjbllUGfWVUHdAER9mSRigcJGo9HJyQkJQuU65SXRAmGPq+oBoiBSzvHx8WAw6Pf7Gxsb8/PzeFxeTdqtgSiUxRFnkisgyyndvfgeKDTRaJWBAm8uV8VRfBbPFz8/hlC4+De+IfY9txrFLMugBNbX119++eWzs7MPPvgADDC2cSa5lEdGi1BSReh2E5rTNZHM1ZgE8ZOCo1nYUfKUKM9oCSh7eLFnkLZEGY+MgBgjcu+Oj491gxBPxehSfAXUn9ngOgrU6XS6ubmZ5/nh4WGv12MTB0rQ8Xj83e9+9+LiYm1trbCO0Cmlsc24xlxXWD6gABTKJMPQ/FYmLt1oDhwCfawQERUIIC8mr7fUFXba2t/fJwnyM+ka4Px/X9e/BYY5Ojo6OTmZn5+/desWwKRKKMLXEEKr1ep2u+gVCeg4tZk3WAOzm2Cr+OrECeQyom2eLkwFsfKbE7dKPRKs4l+/o2LVOff222/funXrE5/4xCc/+cnj42OQTiGtKknB+DwNR3IeXgP9bSBTsTWU8aWlTDH5zJkzayqj9fieZCqVmhQtoLDcWjVyN0HfCDxnVgOZTJsXNjCGEWJ6LUiOrooA2YeHUtYZ6v3e9763srLy1FNPwTHf7XZR6w3nT0oJaCTPc4AiwH2FW5DiJKOyGl9nBD2XMUTcaoCEwrIvHzx4cHx8rMpEZeT/Pwzws0ARjxgLQIvIGzdu3LhxAxVnKs6zLGu1Wr1eD4UQFMfYPczLATBmMgglstKScw4KhAiK4ok4IklSAunn8V24y8ofXqp4qW2996PR6Fvf+tb29vbKyspzzz33zW9+s3xSf9Mg8dcgjmEyInWcN29dYQmYiqC4L/yXPA1+w4eZSANEgZcCTWB5V1dXwdxTfHFAF6hRZ24y1YHeHCZ5nqNFJJONvWWtnp2dOZFwzvLknOT/5Xl+dnb23e9+96WXXnrllVd++tOfwgKBVAOApBSHQVJano+6PvjvdDqdnZ1FP90sy9BThALFi8Mgs1ZfjUZjMBi8//77aEJRU8g/i6yVzvRn/jdWMx30ntA5H3zwwcHBwTPPPLO0tIQEeKJWzD1Act7YJi2A6PFe3grNedF0LqwxqBMnD6QnJYUTbyFZwtEN6qqhOxWrXi5CSbB1s9k8ODj42te+9jf+xt948cUX9/f3f/KTn3CXuQWkZrIEOZJmJVEaZFiNhSgM9LukTkSykJ12dXV1fHxMmIhdLiy/Hzq0JjYuLy8BfsDhqIriPiSpnIAGw87SaciP6RshcEv9AJueP4cQfvKTn3zxi1/81Kc+9fTTT7/11ltvvPHG/fv3gZpgNJPn6dFKAvBK6xRUluX8/PzGxsY777zz8OFD3By4Xx2I0bKFQS73799/8OABXic9KentuhB0gvXJV0m8nzXGeCILhRAGg8FPfvKTzc3NF154oWHjuJ1zs7OzvV4P0Uxw/timX/JZpVQSl9ZHHlYT3Gv6rFhtoqOEREXnTFrlVH98N2IYJ5jJmTZwZtFmWfbWW2/dvHnzk5/85Kc+9akHDx7s7+/ju1k1C58SmnfgX3HwoBJnJTWFtRgiY5RSf+2kiQuKCUM19kxnAjaRFnxKaWwdpoIFIi4vL5vNJkrPuN1OZDmIHlQ4Ho+RMkSkRDrwViaGlEF8nu3NvAHx/f39GOOtW7dSSp1O57XXXtve3v6f//N/Hh8f93o91hkz98uZZtDzw5i6W7duwdNyeXl57949xmF89aLYOjk5effdd4+OjjILyKgqVlrnfdzPuPQQn8gJ7kn6BBT/0UcfXVxcfPrTn15eXsYK6UfmcSuxJQsrcSeZH8p8ELoHKPWn1k+thv6TGAAfy1CSO1+Y5kVhmfHOqugp1Om4/O53v7u8vLy2tvaZz3zmz//8zxElJQNkVmfIr9e2O8YIGECHbmFtZ6iX6FGhLFQ2u7i4AOcgPwxiGBdwDhwChL+lNITz3oOUsyxDWi/0RjL/bzDvKhYAH06wXE4siVCN2Q2pOnGZ6zk7O9vZ2blx4wY6imINq6urvV7vP/7H//jaa6899dRTzrnj42OEipkPTJ8vGKwoil/91V9dXV2FHN3Y2AiWRDmdTpF8wedCv6EhV2kNYLBmrl8Rr7KBr8KeIJGc6/L++g8kMtIVHn14ePgXf/EXn/rUp5599llI8dFoRAZmeoiTGksyc7KKbaDZzCq/ChkmjfsUllJQ8z5xkYHp0HpIqjX0/YmMG9YRBERwfn7+ne9858tf/vLTTz/98OHDH/zgB7pl9IRkMvOLYgOoAP+FNey9ByHSO6SZ38qc6uGeWiEsfcnevJ/EfDVBRWlKAa++S24CDRvFQnl1Lg7WzzPIZL4T0DxV0MHBQVEU29vbs7OzZGPn3Je+9KU/+qM/+rM/+7Pf+73fe+qpp5aXl8/OzmAfIyiGlKSplYB99atfffHFF0mUx8fHs7OzTBqnbYDtPTk5efPNN/f29hrSZZ+vTxZV6icPcOu8QIOf9eGa4L/+G+4qrPxvf/vbR0dHn/vc5yaTCRR+YTlRSPujWImScZOkTpJ8xZuTRfkZck6QeXOZVGA+HvzIN1GlHyTfhveKkluf5/mDBw/eeOONz372s6+++uqjR48ODw+DpbbT0s8k/YiEq+rJm7cLxa9K6DWuDdYS1ZvG5H8p2JQJNcXKCcClgeUkKsQDTtcSAZ3AYqUb/AxnkbdsMwTLqBzKskRX0NFoBDGv8mVxcfEf/aN/9E/+yT/5kz/5k9/5nd+5ffv21tYWPEWYGpakO/RXvvKVv/23/zbyiLDDGNlydHQUrDQEtB5jfOONNzCljzqZG6hHmZ5UE1KjLe5MkLxu3ecaqdTYQG+SDKe9/fbbmJn55S9/Gb3uRqMRw47e8lMKq4+BcojWUbRWCeAFNUXLLWUsleBHV+UAgZzIVyU1LlQptRbGAgkiLHDjxo3Pfe5z/+f//B/nXLvdxnk7cwX4ahIIPZIqIdgmja/EL5L+fPWiIKfQ4vKodiDwsmrmqZMyeejfqQ2PUQYABNKwpZecdQUP3Cg4lK6urjgtGBPyENl9+umnkyB1bOkXvvCF3/qt3/pP/+k//dmf/dmv//qv3759G1WmfHEo/RdffPEf/IN/gMx+bx0rbty4sbi4eHBwEGWw9vHx8YMHD46OjrhL3pzClAWx6vokpapyIyXwxIPFYnlxx/hepDNudU3QJAt+nZ+f/+mf/ulbb731C7/wC9vb2yklFGCo4QQVgZA5lwTVWl7rjIsl0X7LJGSuL0Xp87gvkMrOaJ4WUq3KvHhtjMXl5eW3vvWtfr9/586dg4OD119/PUq7yZp3yIvLNYQATkWR3tSaLXvrSQric5KNrDyTSRQvijPeWz2ovgjfnyBH4bs3mwEYWlGQN62aWaPP3GaVevNUqnJjCjQsCqa1Xl1dra6ubm5uesEP+LnVav3+7//+N77xjTfffBNDSNFMd35+HsgQZ//7v//7KysraJaBnSnLcmlpaXV19Uc/+hFF5sOHD4+OjpJEIXChETk8AdxJUr/ygK9Kbme5N8HcShS9elHJ8IZBys2pS3Ob/s3bfvDBBx999NHTTz/9wgsvrK2tke29udfAA4BDvlrVRXkPcaAEzBfUdyFZfizLSD3Kr8rQWonCG+nLe+9brdbJycmPfvSjX/7lX/785z9/enr60UcfUZBzUwjjSHzcFwjLZBldycZiE70pUeYykM9VfaxKuMlMl1ituSZbOimP4g5ECWLQVeelzzsxBkVdISNNM2vqhGoy5HV67yeTyenp6Wc+8xm0ffWieHGf559//nd+53f+5b/8l2+++Waz2fyFX/iF9fV1RIJCCOPx+LXXXnv11VeZkMKI2/Ly8s2bN+EchNt3Ir2ReVLtdrvT6ZyfnxMC8Sz8NdO2dr7wrtJHjF/SU6nSUMkjmI9bpR4llyocnMLbb7/94Ycfbm5u3rx5c319HVqO/XJo4ejIDGdGQmkXbRsvAJXMpu+IqzLs2kmQuai2lVPTU2mI7J7n+dtvv33nzp1bt279/M///NnZGXrIUWzwzkG6gjrnkMxEuMZgEzICkgQvyDBe2hjyzV1Vp/MIk81NwkoIlpL5aiAX4YD3FjHlViin6d2iXcG8EKVVrg0Gg+l0ilQfRCoK69b23HPP1eiSP+d5/nf+zt/5v//3/37ve997++232+32pz/96dXVVQwGbrfbv/Irv6JHC1GKY9rc3ERGZ5SBADxQ3Bw5OUH8YKo8SS5KvqBOJNhRCIL/C5lFSQnCjeXuebMANfJAgci3KC2zbTqdPnjw4ODgAA3ll5eXO50OpTuMmWDlDaX1QUpWHVbK6PUgpWfkTCpJ4uHHdbpBbFP9mW9FDqaLhpIDbo3z8/Nvfetbs7Ozi4uLL7zwwve+9z24OFXYKz+klODIR0N6Cmz4NFjHRLmuMokUSULE+5RPyhooZLBULiPvWYMP/cOMt2TgIUobAhWZELG8M6ifDlxcMGYQxBiPx4PBYGZm5u7du1St19lgfX39937v9958882Li4t33nkHkenV1dVWq/X0008vLS2x4Iv0ih82NjYyS85TLUeZvba2NjMzwyljPI7C8i6dABjKZgh+et+h0mlh82NeEBTfSKkfIU5oDK0boepo2IRpwL+yLAeDwWAwaDaba2tr6FvKO9O1SHnEcKdyMiLipGRSS22p9QJNJwhbtxhbMLHZo6RCb1WecA7eu3fv29/+NkTdl770pfX1dSJm1ZKQ+vgTknAyKxnLJNtH5a7uprPYR2lJprgzhVmNwnQXFB1mVkwI0OLM3CQbMAjlnEPniGguOWIe+C7QPRLl6siiy6y2IcYI79bKysrW1pYTJ6yeDX7/i7/4i1/4whcmk8nZ2dlHH3308OFD0MGNGzeoNgnbGL1BREwtQkqKlFKv12OWRy4VJPyMLoY7hswi5tUxsoGPEYUqA+s9vfec+BJsuAGTNXBn/hVXbu0xsQB4cvf29t599913330XgIKLZ0pIYUOCSQZBKt8zC6vxT17AjseUSC/OE/w3kzwqZwhYP6lixkntz2Qy2dvbe/Dgwe3bt7e3tzFCopCGGUmmAGXW3AHyNdh0NCZ4kKYpLZKlFdGc4KYTCFFI6CKTIE5fVdPRnMql9BMmmAa7gnTGMhgipURan1rLGielbThUKoeLi4u7d+/2ej0FANc129LS0t//+3//e9/73nA4RDJ2s9n87Gc/C3uaNgllEJ67vr6+srKys7Oj5IhltNtt9G/D1xE/CiHA7mcpiFIJzghnwT8ByNGWc86x5qn2Frg0JSmTBD7uuROYpMA9WQIsfSeAQBhSgfGY2Gf2ksAxebFGgjSLz6wQ3lf9UR+TrquCZkqXGqOov4XPCNXmShBOFxcX+/v7cFQvLi4uLy/rRtTYkSULdLOgFcxEBmYxKOHFJuFS+Vf1LCk/6w+kGN0OHnM0v6ezQAG5HXNccIRXV1eHh4e7u7uHh4cA+jDR8K+XubF4HEtbXnvtNWVd3QpSbVEUr7766t/8m3+zLMvz8/P333//6urq5s2bSTxyTvQYVtjpdNbX15WRcLdms3nr1i22ni4lowbAj3sVxGXH6gIdXOdM+noxBUmyJAwugA8ibSDYT6zBn4M1D8aFwkgW9KDYBf8ije/DDz9EOLwsS7Ym4ZmSNpQmg5jCvgptcoorJ4Cb7kiFECpH+apIJlObIaX0wQcftNvtZ555ZmZmZnFxEc08KGiD9OQhSktVmwzbzXAgiUM/Q1FKUKvMqXRQ25okFdY47JpCo52NZaBs4Pz8HGXK7J5Aw5d7iq/zXKEZgH/yPH/22WcLyUK9rqPw35mZmb/1t/7W17/+9ffeey/P8y9/+cszMzMM9pEno1S6ACtHK2jmma6srHS7XbaJDhINLawDSm41h95aNnnvGcFo2JBqZ+7sZOZTtDGsRHQ1cZlXi3q9IJDcylyiBT1z6VWBLxbWdpa2fm6ZyOfn5yzM4JJUCWTVljY8nZrmT8gG1deLUlCSVxtIUfCQ+JzVIuU2ZBJPGo/H9+/fX1lZQc5WSunBgwcaFANxX5fo/C9Ih8GyZH6SGtkp97vqKNXHZr7VcNFISqbiIWmIVagfKD/QvjzLsp2dnYODA1RyldUeKlxJTVLy99BpTz/99O3bt2tpFD/rev7557/61a/+83/+zz//+c9//vOf5xHwcfR+kNRu375NOsOG9Ho9zC9Tpwe5OlTDWxp8zKWcgD4D8rYTLzOPQMlLRQlhAg8Iv8+t1yr1fy6jIUhamfS4LS1jhQljynKkE/I5j0M/48U+xLMe93yldE/SQZc7nllWerPZVA+9sgcfluf5cDjc2dl5/vnnNzY2Go0GMtXU/6ByOpexnjxabjRfLJNKFCUXbm5p9dfR4r4qDp1ADk6eC2LBU0uUkpKN5oTAMF4wq4o9ChV4DLnR0+n08vIS4zBCCG+99Rb6ch4cHHgbkEj/HUAUmmIsLCzcuXPnN3/zN3/t134Njx6NRrA3oiUCwJQkleh5g1IxSgxPdzaY0Vn38yBZsRTbQVw3GqqvkRQ1FZ0iPFM+PbdWPyqbfDVUT41ECZhJKqjCvFS9GCQluSrvUQOTipygNdIA7lypXYxW0xTMenPVPmG5jMXm3Ul5ClfKsnz99dd7vd6rr746MzNzdHR0eHiIsiwVnMy4pNFZSDcYpX4vISqukDokyMxkfLi0WU80UnnYwQascyQ1EwSiZc+jExtd/jgbkA7VIHYQICFY0CeJ1V6WJTgf2/IHf/AHqAz+4z/+436/3+/3X3nlldFodHR0tLOzc3R0dHx8jFG4v/Zrv/Ybv/Eb//Sf/lMC5Xa7fXl5ifqBDz/8EN6hPM87nU6v15tOp3/1V3/lBeTA9sX6KVlJCio4KIzVC6cyO10LR2bmGI0SsiV5EdxCrNAVQ8FEbqEoySzPkvdXcUbuxVZDCYQQ6LvLbPqJl85zSvqECfwMX+oxSnOiwigFMxscpuKzsIp1BoAQ/C+sTwvJ6Ec/+tHm5ma73V5bW1tcXERMFFo1ijcDahqVoF68clF83t6y9EprpKrp/gpvkgVx6TapqUh8noeEf8l7mHRNL2eUzPBSUqmdtFqhGqlRA4LBV1dXvV5vfn7+6Ojo1q1b77zzztra2urqaggBsHBmZmZ5eXl+fr7X6yEX8s0331xcXNze3i6KAgiqKIrV1dWzs7Pd3d379+8/evRoMBggA29q7VgA6jiJo9/vHx4e6lYnwYrJetaXVmGYWRPZIB7JUK2Y4VZDDFM68LySlf5QsnhxM2RWQUoq52FRmDpxgicze2AMMMsf7MGOgFxDSgkjqryga6qIUrJ6HfslqvjnEolDCB6cJGcT7pNfMeeQkxuB72dmZnZ2dv7H//gfv/iLv7i0tPTpT396dnZ2Z2enYVOVlOsQ8fZyKQBTDuZmwfCg5NZX4FYmyf6lttUTbTQa3W6Xjtrz83NUtFAXE0pRZjAVzEtwrWE9ennGMUa0tk0pbWxs4GNLS0vf+c53VlZWer3eU0899corr/zgBz8IIWD8aKvVQl3Y+fn5D37wg29+85tsnNjpdF566aVHjx598MEH+/v76D+H9cBzAg5Be0bnHOK+TqLj3CUSAQVhZrV4qK3TPyXpPhTNLPTWzYDCRXVvkAkU3rzyTgBtJh2BrmdeqZYOUoRYyKAqNdzB/3m1D4O2tk8y5rCGERxbI0bLliF44rNVgipgCNaWiJCR7VkoO2OMDx48+Na3vvVLv/RL29vb4I2yLNH0VKmK5JtLewhSM7EQqXlqM7yieEVKKSGN4hyoaRKKQ7Zzg249Pj7GDMxoxhb2l2esdI8dw9ZT4PFjhXS4n5mZWVhYgB7AXrVarVdeeeULX/hCu91ut9vf/OY3kQG/vb3daDTgNr24uDg7Ozs8PEQacK/Xu3fv3jvvvHN6eopaGR7H7OxsWZZbW1tf+tKXvvnNb9J1iFcjbVF2kD8pXNM1Y0nBEsWKmjf8DAEtn4JupKQKSjG1N0prLc6zIHMqD3Ax5FtyHc4lWBUoQTt2T+vruTzCLa9eoEwGTeIxxDMEglxiElOBpgZ1X8P6VkM2A9nnef7gwYO//Mu//NznPue9R1gACZLkSwKYKIiT20GHA16GOAT0V1gNJBmGZ0nO4V9xZwb1wDAgvnv37h0cHFBZg5MpLHlgXAwOhmFObhGeCESH/B/kNj969Oju3buTyaTVan3hC1/43Oc+B2/GxsbGSy+99Fd/9VfIe0uGsAF+Tk9Pj46OME4PPbMQJCmtKnxubi7LssXFxV//9V//0Y9+hNIqzJ2G9UzPAUqO1NsYzeFIxg7iR8qsEpUUTwFcWoMcpX5nhkSQwVMUQ8zewSczyXIP5i+m8k/VvgfRoHghzauZUzi1ntKol8dTRqMRRt57S/KtvQvzRnOqrSQOVGcmeSY59BB1zvLvyLK5DJwhi0cL8eI+e3t7X/va13q93sbGxgsvvDAcDvf29k5OTtD9ndHTKK4Y/iZK+JBqjuTIh1L9ceP4e2pPpVEe0mQyQR0PBVtudYOqi7i5BAleojkMnzmr88RYl3a7vbW1BZX1/PPPHx0dffnLX/7FX/xF2qbOubW1NeTAeLOvUBiF7oj7+/tnZ2fee1ZOOatQbbfbcGf9vb/399577z2UfSGABeuCBpIT5J3EkU+ao6lKha+HQg6nUAhVJwx5gHEh7h5nQUQZ2aQnBX//ROZSBjFSSymNzySHlM7ZwmagsPeUtybE6JGaV2txy2oP4MfIiUoHO8JaRH09ajoSOmVksgTmVE2h4X6dnp7u7+8755577rnV1VW4NR4+fIgGo1Ob/Kzk66qBayIZaHn9PI9QBVJm0ZDCCuoASHiugGT379+/vLzETfR9yXuKIPGnoiiQGkT9QKECUYSkoBjjyspKq9UaDofI5zk4OHjttdfUCIkx4pOI8McYYQ7hQoE81NTZ2VmwLBd0/Ye197u/+7vNZvP111+HYwD3IaEEa96ou0Ga9hIgd1WUSMrTD3sbxM3D1S8ygMA9zGSaINW7giKqGq6WH9PjIAyL1tImkygYD4tLijECf7bbbSDPGlR7LOwod8mauQ12zmT8qK/CKbBKbrNsS5vd5837UUgRp5fr4cOHX/va15555pm1tbX5+XkcJwYuoZpJ7QEvJi+XTi7lD/gTdp96QE+O4C2TPPIYI5rUwjmbJPkECyilDQnZwFlCAfE0WRQydWwTXNAhb3t7Gy6mp556qtPpcCQ1Fg8xcXZ2BnACbANhRu2HJaHZP9Jm5+bm0Eet0+l86UtfeuaZZ/7tv/233nsM0EbeJVeuVI4zchLL5w5HaaNNLKCCFjZbZr3DgJDhh0lmYWdZhiy3IB79THrDkHapN9hEjASmMIzUn1ksjPumfkiF6KRsnA7aaS0uLrKWvSbHK8lwOAbchXnwmUSUSAd8K/rLCmvVpJvoqhc25f79+0dHRy+++OLdu3dbrdb29na320Ut/NHREeo80HmK76+MpOfkxCajLlKpQJpWTYK7sQ0tpZQyFSlPSby0iTgchU1RR1JA3gek+M2bN2dnZ+HHfPXVVxuNBqYCO8MAWM/x8TFj1Uye47gALqPX6y0sLHS73YWFhfX19Tt37rz00ktLS0t/8Ad/MBqNShtRTFGiEr2wBh/0WVOaJMkvdFWTVPeNQjqa1wFhPtKul5GEueU7UkZQ7nhxRpWSFuXEUFapB3HjrSYu2IV7UtKhVrhGdVjYeDze399fWlpC0r5Sv0NXCHI8/R7cCCe2UbB+J/oAaCKcN3cqikeMUpkaBo6Od9555/Ly8tatW4uLi2tra5iq8N577wEwIM/MS8y4gtvynFoiSkoMF0yZTb7l7yk/GJzWHedJ679JaiHgcyTRRKlwmNgoc7j/8zzf3NxMKaH38iuvvIL31UMCEaCrHC08IBmMx0KbmSST5La3t5999tlXXnnlxRdfzPP8X/2rf7W7u+u9RwNTqBGlBspm6uca6zITln+CoGVYQyU09yFJCTUlJgwAGtZecij5UG8uICCLIKXnZEh+PVlSAnw+dBxh/y8uLkoL9VAPqIAniptOpwcHBwsLC6i1cgLzPnbaJAuv6i0U4ZH4KFz5M94kWrEmzzWZCzlUOwUla4mFaZPr6+vb29s3btx4+umnO51OCAGQYG9vD8H/ZEBW7TMqbq6WBAQSd+JC9eJSwPvCt8jd1J3FJuRWt6oyA/qdm+MFF+HtULsN9Lm5uQk/D3riLi0tPXr0KLfqJ4oDppEmg474ClIw2Ao8pbSwsLCysrKxsbG1tXXr1q1er/fv/t2/+/73v59Z5BEjYVAYqcdEzs+tK31uWV41Eiysc6i+eDBLlGiwsFnFXlIb4HvNZTYjN5wKljRAAepEh1PiMKbuzWghBKIwhVOLnh9+3km4UwWocw4+bgQKKUA/tgFIqaUMeEpVXOXM8FWlUcpknieCMEoCWgX8q/ceqTIHBwfD4RBJ7d57egMPDw8xFUv5mzxANU1hxiPRBTupAyJ8Us6hz4d8pSyN30OwsQSE5MLuL8lGWKN1T5Zl6+vrjUYDLPH888+r2ZoESDhzuU5tzBFcQMiMQNPSsiwxNrPX683Ozvb7/fX19T/7sz/70z/9UyblwzEwtTG1NQlV2ASq3LLxasISUiO3KVX8pR4l9SQkHfUnqB/dbbH/jHV6Cw4WMsRO2YY8wNV6MQaw53BROGtJ6KxuCbkq8VogQu+sv4wxnpyc9Pv9hs3wdc7laqd7aQpECUdTklwBaqArN9k8M7wkhQ1OFCKB2ThewofREgoODg6Ojo62traeffbZlZWV8Xjc7Xafe+65breL0CxmDdWYm5iV56Ty4/rO8ipkmFyqJrpEmTzOnc0t4zVWHbLKbMlKw3BtbW3Nz8/DIT2ZTDAhRlWosiuolhbw8fEx5sfA7gR0abfb6II6MzPz7LPP/vCHP/z3//7fJzMruecQzA1rsUrvh1Ikf1NaKgdsbuVMWl9qUClVqensJeWBCp96KZcWhYQrKlUpg1QqwabKrQhzbHN4kw1LLq0TWY15eAceVqqmjg8Gg263G8yrm5Nk+f6qAahT+CQN4KkISdI9Trkw2kBf0Bx9ZJkVN+FjV1dX77333vHx8fb29vz8/Pr6+uLiIhQ6WJbTtaIF80qZIRAl1OWqmdWKAbxZTtgaZlNRJlGr8Lbwq3Cd3iCyclSyKaXJkPGtW7cguqbTabPZfOaZZ05PT3kfPhT3QXdHUMbFxcX9+/fv37+PGHDDBnkgrBNCeP755/f29v7Nv/k3Y5sQCrZvtVqlzW9lZgfhlhqXgGEctURoFMR3GS1ZqMaxRC8c7ZEsM5Tgx4v1RaxFQuKJaHMh3ZDSmm4oECKs5Xqm1j3bidJwVa+XF7TCW8G+4uIf5+vpXbimJCiIjmRUS+SW91ZeSwXlq16/KJ6DGdalXc45dI/q9/vD4RDzFaH0cfZHR0e7u7ssPKdYSjaTMJcqpNoayN4MODhLwut0OnxHvj5YCEEl/J6nyGNOgmRSSugcCsSPWCwYA72A3n///dXV1evqCKRAZ9qDBw8++OCD09NT6qg8z1utVqvVyvP81q1bq6ur//pf/+uDgwN6JL1V6DKIRr2dWX6bN4OSy9b8GScJVFQUBBuhmrRMWcN95m2dFdAEixLyufQWhGqiMcUZH0ExAeZhB1z6ZsB+pAEnIIdn7X7GlUzrknMed4Wo6TuigmRGAgV8fq1OJVo3jkymdxXSF5FLz6pVraqhcE2n00ePHh0dHe3v7/f7/RdeeKHZbG5tbcHtjUTlGCMSDWpUmwTLceWlOPLZuDxKFJlf5/qdJWzVhILyueoKAPfT01PEX9fX16FesAk3btyYmZkZjUb9fp/CQpkTRnOWZSiiQL0f1zA7O9tut7333W73U5/61H/5L/9lb28PGpXECqsJxpIT1w0/g+e2Wi04iGgPpKpjh1TIo88kfciZDqGHg5uMvxZWNMzzTeLSod4m4UapeeL98XkIWRAG1oxeiPQZ0Ehz1ZoY/lwTNLWLn//48bQy+fLXwZ+XzD4nXirlHIWAuTRod+JOzarp2rQl+D4APA8fPtzf35+ZmVlfX+90OmVZ9nq9GzduhBDm5uaOjo7u3bv34YcfJut0kknbNmcOFvJYac51HnZpMZSaIKHx481hp/ulIl/pjJ0re73e4uJiMndwWZZ37twBQAIdq97IsgwNlMbjcavVOj4+Rg855jhhAD1I7dVXX/3e97733e9+F77OVI0TwSVPhE06INllVmJK+tA8PyIEEnQyA5of4LbwniTiYBmgwUJgTlw6zqQkaYkg7WMqzPPMkohBAORtrgd7QnGmhiyPj2fkq6bwdWZ4/GgvF19JJSi0Ui0iq5sYbcRiFM+DPoNiQN3tegZeOgVARZIr3njjjf39/YWFhU6ns7W1haYA3W53e3t7Y2PDe39ycgKxDQnBparsx07BQckKYBAuHRf8mMJlL44UVy0l4V6Br5DHP51Ol5eXGzLmwzl3+/bt8/PzhYUFZsV4K8scDof//b//9xhjv9+H6zPPc2R5gL6ffvrpRqNx//7927dvn5ycfPvb3w7WNYPGWKvVouJVxkg2LxEUhglC3uI58FYhagtXUiYVP05kNndS+cRXa7t4xNRdPFYnpqA6gvhvEN8/JA4rY0qpPvUSJqMPqga8Fba4J12+mvThOCMsk8B1rOb9UxDSjiZrlhYtiuIMwSbSZasi09n4R7W8Kf7JEiRcWAhwhrZaraurq8XFxY2NjRjj7Ozs7du3m80mas3ee++9ZrN5cnLCB9X0ADLJSB8go9FoxGIApX5frVhPUg1HuUDZg7g12hrPzs4uLS0xqQGIaHNzM8ZIzwOZajwe/6//9b8uLi6Wlpaurq4GgwEiYrOzs1Qmn/3sZ7///e+vra3dunXrO9/5jvY8LGyeEuAQEyh42KpmCc35SzxFj7v21pS+tJWj5cw752ZmZtC6j6RMwkriSgoSZPCS2qlebH6Xm8+jT1Z2zFf2hiDI564q+1X7qQjmB/T3zrlcdSJlOV8siiuN96Ie5JtoIlCN+WqUROwBLQbJxKZ25J8syyAvsU0QroPBABN+VlZWVldXNzY2kGq2uLiIqksMpkWbKnAvvVKFjDEOEtImKnti+kaSnpC1N/LV9kHwSfd6vV6vh19Op9PhcNhut2HTo8OhStA333zz5ORkeXkZfZ1QOxYtZ9N7/+KLL3a73fF4/Morr7zxxhsTmxlDVzUEQYwRjWMpp52AdRIfvQ7OavdgMSOfHpyMV1NYm8uUUno2ozTbUwRBogf6ZUKEN68aVsgXoQXI5POiKOBQcjbIEIRRSmFnIQ0y+ENNKalWV9Llgh8zAHkimjFH+nbSwoQCXkmH4IzViRQYukeuGlXBVYNDVAL4gaaYygbs3WAwuHfvHmTtysrK+vr60tLS3bt3nfkTz8/P7927t7+/f3BwAIcPFwxbE9FcbAS9HwQMdEnxOLGkIKm5vNvUWtqjDej6+jqt/NLCt61Wa3d3lz3hnLl9P/zwQ0bKwLSw7CkLut3uhx9++PLLL+/t7WEOp94B/lmgFyaou6pPBv5NWpYkCC4SMTtv6RIaEfdVc4h4g1nHKiidWLS51cepxuCtCinRTlWQRp0W7XJiY5DnWQqjS3UCqHjiUQLh5DcKtY+3KJofk/HR2hfUQ6xvq6zGdZBfaexTk7iqfvTixOWiqY5g+MMphE1kDgIhzYMHD7Isu3nz5tbW1vb29vLy8srKChqYra6uHhwc7Ozs7OzsoIMVGQ8HAMomATkpACLRE7NSgvLdofFIuOfn59PptN/vI3yDdwfounv3LrxJnU6Hosh7j/obvMhkMjk5OcFgCGT8A+p885vf/MIXvtBsNt9//31KQWcxr2QeQ/gEkwB0J8Z6bo2PFDHjjUBzrtrwx13LC8LHmP4Aa5XwmKJXAUmSLBhnLhalP9I3Pkb3EeENxSg1LY5A/VpK4iRoCqya+P9Z18cROOJ43t2LBROseYsyllK/s36x3H3wALGack40FJgsKQgfrnFOkry6lBKEt/Kbs8krh4eH77//Prqj3bp1a35+vtVqbW5uQjP8+Mc//uCDD/h2HL/Dc9LzI8bw1uY/Vl3DFEIY/4HuiDihbreLVGd8Bhmar7322unp6eLiourSq6urv/7rv0a3rMlkMhwO0UWdY86ARqDrP/jgA0JNb9YkeGBubo4aAxSmUpn/8hx5duQHpEVBuPCUXbXBHjvwMCelkLw6EnGSmHpZlg2bcxqlCjnKDIckteoUuBomotWBoNvE+qSXFqono5Ju1cj211zYT+SHHLtZSu4+JbQ3R2cuwya4j0kmyeG7cKqo+avKl5xWSvdMMoDG+SDSUG1IVc60J+VY5lk8fPhwMpm88cYb8/Pza2trd+/eXVpampubW11d5cxdvAiqzpERpQiH/tNChoWV1VCoF+MMNjRnu4cQVlZW4K7F1k0mk263+4lPfOLo6AhNob2FewBpnI39Ojs7GwwG5+fnaLQIhNBoNJ577rmDgwO6d6iKsaWgWhwBHZoUeyQjAgMicm51tH4W5bUGJPRkwHuWWzY/94REkmUZmhnWxCWFNE0IXtDqUcpfM+uNlUk/n0JSuDV2Bj5MYlh6wfTUA/yvqgLlio+hF2Utb8GX5N1VeYVqE7Uk7vDMMt6o4HhDfoySntIXDmziE/hDkP+EBDJkAdQwDO4A7Yw7wxtzeXmJxiEouFleXv7Wt77FjrDgJVQCoLiEggFrDtZ8hhvCTUjmUNKAKwR2WZadTocgB+KqLMuXXnqp0+kcHx+3Wi0nKPHevXt44tXVFSrfQf2wZXHwt27d8t7jKXp+lLjIhcTAUCVHJ/3vgcVJjoQZUxnQAhlPu4jFNPgXvmNv6dZKVZTiuZUiOQHiCk5IP6Hq9+PvC+tLQE6jzQCshXdEnQPfNz3JaUGS46Od5MxTTFCuPW50VVhKY5QLz8DLB+k6yLtEqRPXEKxKfa6S9KHrIMPgw5eXl8PhECd0cXHR6XSQ5EhZpaWf5CXcn5knICl85uDgAL01S5vCEGO8uLhAgg0XxshdkEr8zOppkrgdeBJ0/jjnFhcXMeUJZwZqfu211waDAXxTpNHRaPTRRx/hFS4vL9HlYTgc4lY4p5s3b66srJyenjqx5yhfYbp473VqkAKeYLEU1fje/PRRbDMezWQyQfoG3AZgrVLyApk8pzcMIbDFuVKbIhxdA9Q4xQ3RBCkKH6NhRtUHxTi2AdpEKzXS57OuY5kaG5BEH4d1KeQYTgdLEP+wJMebB1OlbzSrkStQ/ZBX++wp/6jcIoWB8jBDm+aEM+lLvvJWpDeVweK4sDa0BlH/MZwnUKMaceRFlnZVOES5iFOEsoKkbzQa6+vr5BA4drIs+7mf+7mzszMOBcO7E/+gaS6oH62vsO1LS0sbGxvD4ZBStrCOYxNrqIrMH9YTOkHwxBW+6vRM4nmjnMIFhAlVDOWGMFkSM5R6nvTknMtsBkJu/aq4hzxxJxa5Gnip6ioM4pvmv9E6cEFbQhdFMQKdSFtuF3/20rqCisgLpk0pVRiXVV1ecu5r0UEaOriFUm20gmXdXxo93IskNr6rwjJlLTry+T7ErHyHwvqilRLDoqjDn/itJKZSMP8SHq2gn6eYpCcUNxrSCGIJ0YmyLLvdbr/f54dBQ2tra88991xZljQxsQPHx8fMfEb/H1AbHtFut7e3t5lqHw2IO+fIbyBuOg+w83hZb+5sJyEOPXgqYdIHjwN9KJB/jgeR+lXT8uCA/tkZwFuskMxAstM8CIpLum6prMBL3mq4cKz48HWkQIpSYlM2IH2qCuIn+d+c31GCVpXqBe05cZlFywLw4sdUQq/pgWjextLapfBPqtQajcbc3BwoDM2Zg/lPmOZAgF77OrV/tH6GhbU0JK1QsDGQ5yX/hCmQPC3+wGchnxSVOtii5eVldPWhpr68vHz55ZdhFDVsCAVe5NGjR8lsaAS/OFEG+Z5MdJtaz0MeUGb5TiQRnjpPgS4XLwF+ig9vHvQowxBwQxTiDAYDpXvek/tAIQK3AY2rzJKFQ3XgEK/Cah4gffhqTM+O1iM6GeKgsQuJwOy9GtGSXJWyKVLdky7uW8UIpvLyYspwK7kL+CbIK8YI5zdXEG2IUBQziMQEiiQDcCMoV0II3W4XcoJBK5A4/ZLAPLgPloHTAt0oy6nyxYU153nO+vSyWrXDPQ1SyUlZxaYPGGcbY5ybm9vc3KTsjwYdX3vttbOzMwItLOPq6ur4+Bj3wa00QWNtbQ1VBMW1bMeJTSWDAYBHZFbpy02mRQe7P4kDN5M0T+wSuL1hDeIbMgqA/OZEuOrOoDMAtW40izbKjAJuL20JbiY80eRDb8ltNZ2Dc4fnWn2v5Gcl6CdSfE388+JqKwMyMqu8pPGndkwSvyF5RucV85i9hI3ck1r9XFdbBFpgv/n5+ZQSIW80O0lleRIQxQfxr5mVa7qqxsDxtNttPKKw0ZRcgDfwwy9S/5Jk2cfXObeysoIp597Ku9CW7JOf/OTh4SGKGQqrNsQoMeoQmAGgZrTzx2QdZ/1CkoU74FkKIUAigCCojRlXoe2eSdqSq9a2K1bMrEMJIhLQvZeXl0pVPCN+C9SPpygP4K8UZMnmMikzlxbmIyKIMaKemEJEo2zQqBSgSdD8z6LyJ0p9vkiq9SZyJiCT9UlV2lUIlcyIUbXA6Km/1ruB+bFcFqUyIxr6FV65dWwGeCB3UbfwPGjtcSU8p1Tt5YgrWC+jhYWFzDJbOA3FVUsBSfelOf7BXXRDAcutra3l0hgdKUC3bt1aX1/f29trtVqkM+89agZKc+2zf8ns7OzKygpMc0K4KE3sXDUi6STNiR9jUC9Z4REZWMlXP086gEWUZVmn08mts0Gq+tRrIowQiCEUV4XB3uorSsstJ7tCGYLJM0u6ob7CTTDZicWQ3swJkIe6W66Te430a4JSv/XxeRd2RTFMuRTehSQYZOpjMt8RhYqeFsHidTbwYjxEmTrDA3OCqUgWTvwertqOPFWLnnRDo9WCFUUxMzODdj2I3AWbOEvIlFVDzvg9XZ+gXfwVXXrIM2TOT3/601mWMQLgTDGenZ3hu7B9IWu99ysrK/D28nEq6mKMsDeYY+PEaUEZlAy3BOl/mkl2DXeb3hiwIhtkNBoNlLdTotcoTKmQgq+GETQsQBYinfCJZH6+bBT8mVKCc8x7D5QBgxC2lhO/4v/npeRE2uNfP2ZuMgDZ1Aue8QKsmXVI64dIA8KVJxctvwr86qsoiLhTfZGk6dKCf5TrhSXB8xHkNMppcpG3CeOlzVEtJBu00+lgE1nvS27x1b4vPDm4PnFmiMWAvTc2NjhHGpuDhLzPfvazR0dHV1dXrI3E6w+HQ/IDwEZRFKurqzdu3JjYQDTKIL77xHr+IEO2lMB5IZkF3GQCD2f1FXw16mf+xovqxg+tVgvSt6ZRnbS/ddWgEn5Gd/XSQsVcmK+CFjAAdyxWbUX6KpzZJ94m+rBZG1fLzVSKVy2kV5Rh7zzZxwkwihlqO4WfFQ5lkupE6eIF+ivHR/GsO/P4kqfn5uaCJJbSfUm0g3sCW3PrCUCjeDP0RdSLV1rnEih69CYB7/FcuQbdYr1DtPw2FqR2u90bN27kMlilLMurq6utra2XX3753XffzbJMC+FTSpeXl2Bg+N0vLy9brdba2hpGciTrPourtMSkTEYp4hFTKezkGanBRu6lSzQKmEySuUj8hg0BuEePExV/FEPeSt2DuaT5LN6f34pyUfxPZCpzIR2cSEhEm8mmudHUpMuEOdVJDPSfdSmDKc98zPfU/kns1ySjO9SyVKBJXZzZdEF9mK86ZLygRm+quWauUWA76arrRBERUDoBi1NphUl+iFXjgcoB85mdc1gwhQGOP9i8pii4i+IfIIrEt76+jipHZ8YcuPSzn/1so9F466235ubm4N3DpiPLw9sYDqCap556KssyZr+V5iXkUQXzMYAIKPKjWAKwRtQ6KqUSwEn4RV0IwdxoUykvjuZxxv4oPqnxGKVPjU8ySQif2gTlGhvwW6X1ec9k7FKyBLCGddpSKofzgGdao3Uu5v+TJT4mcm0Nwu9HQeTOMEkUCE4shF9iLg1aUXsBjtQSlBNUGoAT2HptKkbLQbUtBQYSj5204+XWkLWUpSmxmE2EwALJhcdJ93Mw94W3iAwEP/w22K6yLFGWSbmI715cXDSbza985Ss//vGPUclJGZllGbI+x+Mx2vxPp9Pt7W30QXLiptD4bhLgwapwbjv3U3GOt2CiMy97sAlOuVXJZRb1S4bUqUWdAQ8Gubz4CUvJSyusaR9PnHRfSK+0wmqGqEXJSFCPYDZyiN4zkzxTsAdzDrgwJxCo9l/lihqR8/ePgyaUuOQechLFZJD2ejyDXAa5cfqik1GBKpAoUXQpOCdsdy69NJLFYrmerDp0hGEXL67owgqy3DXw5sU3RdjDTzoBypSsoLmpdSqn3L1x4waahNIzNhgMjo+PP/OZz2xvb3/ta1/L83x5eVmFyPHxMdygg8GgKIp2u33jxo2TkxPit6klM6tiBHswuxh3K6WNLg+I287t4mmq0vBm4JIOvCS3e+t8o0fJnUyGJ6lGiNz4uExmhPkqCtBUNgoaslaUQijSFcEVM1BIG6Qoite82mOiJvJ1PY4mO1cQxfblburL41SUvbyMEchl8Dc4O8hYP2+oOrcODnpz6sTMpkHV5AEdc6jsZmNKZr+RH8qy5C4TUFK20d/sTGpGmVtYSrcPyCpsPVwWiv57vd7W1haNzizLcDb9fv93f/d3v//97+/t7d26dWthYUGLUQaDAcrHkCm0urp6cnIC0cjzi1UzjG+BThm0i1SmkOycecZAJfAu8LzUKFK54C1RNEgHK2Da2dlZvLieeDKoxghaEtyvyESVGJ9IKuSr6X/TtRGUpA1W4ehiorRhTNXMS/0MN9PL9fG5cGuSONGUAbjFENJBXP78PRPmSIulxJ6SpaGrERYsNkk/AEURN0XX4K09GN45k7bDucz5cc6BPUjQUXIAm81mJhk7PFG10Wk/lJILCfxTWnnH1taWdvnEW8/MzHzuc5+7e/fut7/97ZmZmfn5+bm5ORUrx8fHZ2dncH2ur68jdYJwQumGog5mNIQLAABJP5gnWo+ZgsCJjUSZF8XMI+3SlKTXKBnuAg/o3pL31JzgPjgxDJzkcakGLqR1aTDri1SXJDmA8JU3d5JS7g33Iq1dKZvr5OcV3SSBSUEBTxJ70YnK4JfhHMDDMsnf5AUZCQmBoOnEGgbi/jxmLtSZU8iLdRGq7tFQ9V6X15yw3nsEzggJqKO53WAneJxIMbpTPDZVKdAeGor33s/Pz2PsBd/Le48m9C+//PLh4eHp6Wmr1er1emhYkiwLaHd3FyJ/YWFheXkZFWF6uirzeEiAyAQGJGtKCmyaN0BI50mQ7AzSHCVxFLNYFQXfHYwHHuCzeBC8A+W6Svokng/udiF5R5TB3tz8+ksnJlm0pmmNRqPb7cLpDMd6MCNeKTaJRc7TcdcufuaxCy9IWTA/oc6EUDUPFKUkwzb4K7eVDuwkCJsAl059ivPSXH64FdlAxVsU+48qgroIKIUJBfwY4l+ZJNyq4Fc5jYtmHBIfIP7xmdu3b8OSdhZDDSFgwvtrr7327rvv4ve9Xg+2HW54eXm5v7+P0pN2uw0zABubZRl7EVC6l9ZkAE5AvFdRFMyOJIUF6UVFCovSAiNYeos3ryiphMhH71ZaOzAYA8jto5R05r7EHRR1lBJgjpbpQJcapWGQ1DoQg3p1kwxDoDwieXgLMRUyyVe5jjyg0q1G+k7gWU6zgy8TJW+EokV9VVHmESjAyq3IWveXaw0S66bM8OJx5zKcaCgyJ49ct95JbE8hREoJhALxiWVTVzLFiBKR3ELEmUwXT6wRMRa5uLiIWR6lTNpDMRomffzlX/4ltgsJ0soAKJJsNptIusRKSunQ78RfoWxJVBYNzkWZxkDCdSKnKUT9NaU/lQEoNQpWKEIawuuohkzmHsiliDFUx2+W4pPl4dKDxAsRt9K6RRTWl4TUQiOKxx2siD6aA8NVoQ7BratqFVeNlnwsNLmDXtoEKCwha8ItkMyozWxWO6VgsAhXEoeD8gMfRCGhx0MiVj1DCJHZoEzeigokCX7Fc9Eth/W1nFxCJeOqaU7eDAyirEKGzo5GI9LxxsZGLhM/cdJw6WIgUowRwB2dsPhq8HsuLy+3Wq39/X0VYNHQc02CRsnZronMwnLoo4QgyRvBquOpGcjbekPuW5SiJT2CVDWlyJbeHMS5pf5n1jS2pna8tUKJhu6cwJJkGb58QQrH3EoLnKXrRgsTFUWRW+sxpV5f7TlCUVKTdGSVj/mBYoB8g9WTk7iz3vuZmRm1e6gQ4DTgx5L0e6FUC+blUHFOa+ZjfWQpXBQ2SqC1e5ITSstNomrKbNwTipvQ/imT3C+1gJ24IHnMDI9oHWqr1cIID7AfHgGpcXV1hW4UMDOazWa3241idKLK+bnnnkMGhJfidIoxikw6XvEg8iSBjQp4vrueMSWuSrfMknyzaq6ol+iV3pBbUUq8Gb8s7PLmo4TWJdcReVI/g/e8wJIkrqpoybbJMinhZYIVzlem8zeKLeTFk5Eko8yJQyUJ9OXTnXOPlb6eFm+k1B9kOp2qWipNoj21HLhEUAw5j7RL7aYUydOa2PggXTfVMXG57imey576qLqimKRUc3Lx5hRpIYSJdfzk6/R6vW63qzBJwwXdbhfH5syNqLx9cXEBv+cPf/hDfrc057cCGG9p1cfHx4Sq2CXSCoOAQVwUSdKBVCck8R8QRjJBX32L3lwrlD6cTFzbLtLM1OrrJzbZspRebs4wKsAk10NezaqNFEj9aEzP4uCUEvU5+S3IhX0LVYdKjeL10eSHx8EI5ZtUVSXBohJRDFAVWkk8PCqEgBDwMIo0EId6TnWJvuq0ohEczTWpfO/NaZ1ZRiRdosA86NgBVwYZ1YnfUFUZdUhpdbFo+UYem5+fZ+M+Z34tfBEvlVnqJYEy8UNKaW1t7fvf/z4T/YMVKHMzo+VgHxwc3Lt3zznX7XaTzS/ylpaXJH7kpOGZlwLIeM30ctV61ExqfcBOuY0LoMxWYZFE1vJACV0oj6I4l/gZqjWqiGR+0izLkF2CK4SA+lL6ACfW1LW0HDsVK0kyF2t0cl0mXpehKaXHjcVJfyp1VCFAjpJuvFXxYOkN6+jrBLokwfdeEj9gS3B3CKsI0CGWmJIVQsCOlBZ/8dXJ9UnKo3hO3saGYiBxspKxKLZHo9GYWE9MyldsOgyyZCo1z/P5+XlnpWpEzFObzZFLUwkV2NiKq6ur733ve4eHh0hoC9XJIKTUi4uLe/funZ6eItUCTpiJjMrjLqmkoAgkQfPsvHQR5IOi1QzwrGnoE3E5KcxV8aQUovREZ7weOhaM+iHuCYk4mCFL8kMjHBozhbXA4aGo2NKzVoGo9nftA/qbjwWlF/xA+Udhz0/HGJHKCzalkAsW7s2q45/U4egks40SMVY7kCWZ71Ja0yvQOqA/ylZKcTk3Go1WqwUaLcsSznLm2UYp3O73+5TWtR3hWVK2AdCXkmvE/YFHnIEbfRcCiTzPsUW8Lazkr3/962+99VbDGofhKyrFp9Pp3t7e7u5uCGF7e7vf7/d6PW8BRGd+6iT2FelJAR7zNcD8wbycpTULUqWkmIRmPZY0sUHFeo4kICVxPkXFcJKUxChjyMiKuAqbK4cT7Ha7UAsAPIWlGDIKrhqA7MezI2Xrg0jrNT75WAOQUIJlDeAPVJ3UaMQGuG8ppWvqh1aXBR4WLL+tsJQEHirxIumAS6deooSLYmDwUJMFg4nBKMxwujDca7qIW69AOVoIlpiVuxZjBMSno4aLpB/DWSdX2C0smmk2m1//+te///3v81Ygd+J+0MfOzs7BwQHq67mluAlJSg/Pi3ua286EGYjSJFl9mQyWDdXs5WC5dM5ar0L0olWjq16kJ+JvpSolO2eWupPJtrVLfakY80qqiBZaBQQqJPHx+kWJcH21T1w8t/Fj134ytEcZo0iRX0ZSJFLGi2pqgzeDhougXqYuTgKrmJmIpiDYhVJck074B0KUiywt2In8EEpxerghQlJKmhfJM8PHcpmAlMS1MrViRRV+KaXFxcW5uTkyDxEzSmRIOtxPPuXDDz/8oz/6IzS4jOLMDub3HA6H9+/fz/P89u3bPBjkUesOlzLxjpAjs8YWFAo4F3ilvMUQ1PhxovqcMXMm0auyLBG1wHwD/yTMjWXU0nX5J2cOTcojL84uXgpyer0elDxjZ1gDi5Co655I3L4K8WvLjpIO46o8nFOQlBaMyKp9cPWtIGAQvCBnO/PU4gUoqIKElkFMhXQJ9takLUi/E1f1Q08mE8hXJ0a9qyacBEl4JG+QTGGzRum3kVmCIbeGKJxSEIpOi5UajcbS0hLxA1NiS/NMO+vbEyw+D3KZTqd/+Id/eP/+fUIRBaCljYidn5/v9/usYmMCAiEETxqLp9NZqYE7jxMcDAZsKkN5H6QHsK/2LogxwiLCG6FaHzck6XtzipBs+IH4JNMf4oa/URLkPqMuCvMTSiu/xjKm1gcuikmj+IIGKqlfkYvuj8IkrtlhQEZmvSMLqR4iLTrz11ItePGcAGCQ10lhpE48lbeiBMqyDOYgRCM5MlZtxyjOKCKlJM3P+N9M5vxh62dmZiCzqeJzG9TuJekgmU+jsG4l7PlMydrpdCBQ+cSJdaumvEdV19LSEjIgrq6uvPd/+Zd/+b3vfY8+ymQOHO895qAdHR3duHEDW0HPOoLWBL5lNQasPEwzgMKb8AzFmczZ9NX6SX0Xijza5TBbuaXX2UDDIJS1UWJSQJio+Syk7IuEQfaemZlh1Bw7ObZBl8GsTXY4xh2CeOF9FRQpM+gH+L6umiD0eOwPLS0nDge9HakwmrHL+B+PJ4mDSWlXd5B7SgyACxJFlawziz6JX4/HD72hh0q47C1TumGjR7AAMBs+nMl0IDwFcHNqPSjJilDQaDBKZ1SykAj3B12uECrGB3784x//h//wH9iip5AOdhcXF3t7e2dnZzdv3ux2uxcXF1D3EMPUV05wrcqtaB0uqNl5qNGScFJK6EwKAlL4R4lAcqQpUhQFXsQ/yY7kAkI1V0DlOveE8MabJ4of4LKzLIOrFztGj2dh3XCpUdXNSEuMqixWjWMl8ZpC4C5hGY9jqwzr8iXJyiklJiSqvFF2xM+002uKhhJIz29qtb9OhtLVahq8eBVUGnlx/5GBFSYlG++jgkFZemLtjrHdbHhIPxJvBfxDuqdwSmL5OOcGg8HR0dHCwkKv15tOpwcHB1/72teOj48VXmPl0+l0d3d3MBhsb2+3221IehozDDXwFFT2e4tDE0yqOA/W4QfsPR6Ph8Nhv98vbPwHiIkU6UW1YnuhAFM1gFAT/8EaQ+TSmiGJNUjAk8k0DWfahmt2znW7XShM2Hg06pJpdeg0WERTq5SnnYAX18PiPrvqlQSAOMMCZVlWUITWJfprAJEqglxYStKSHkCj2i0+SKsMbg2+TqHOTDsuJlUTUXhaZAalKqKRIKmReXVOq76CiofSGlDinph4pxs3Pz/P3ifONJUzj+3EhtmcnZ09fPhwYWHh1q1bRVHA7+lEciNicHZ29v77749Go5s3b/b7fWoenj2zVumUi5a/EKUfTLJSiiS1QV4QJrbi6uoKozcAITLJXVOy8Fb6g453+nuVOE4ypXmgulfcRnwFJiz5UxnVOTc3Nzc/Pw+uA+OpIwEniFghe1DTHaLBKz5Xv/v/uJI4cD8GcIXVRmltdSGZ1lF8O+BU3osMTdsoSe0PnTC8A3wmuZQ+kk9K6QdPUaGck6wA3In9rUqfr/P/a+xbfiy57vrPOVX9fnfP9Dw8M7ZnPGMPtmJkbBJjYBNCBAFWREIskFizZ88SCQnEH8GCBRJCQCwS5BhIMCAnOAqJxzPxPLt7ph/32fd2960657f4zPcznzrV4/xq0eq+XbfqnO/7fRj/wVVL0QEpppZgPx4CxyuK0wkGYM6IaZBokRMm1zqdzuPHj1NKL7300scff/z48WN6R9xFt9u9e/fu9PT0tWvX4PWqk+e9Z9Ka0KaYD3ZRqfIXZ8KVhQkURlVVjUYj2G+c0kXLwVtG/MTOumSYmzxA2e+aljSTcbyTkhjshCJCRqiVDbDlxcXFGCOOFwHqaawG8WUr6RZyFm3T7ZPqyKuqrxSVuuunZqSTwiaG57lQ1ofyQdFyHGQS7z3jmAykOJFDai/pxYoO15x/75oh1FOh78SqS1Jnm6yUiDMUuGH8WVp3FR0Gmr8cVKhImpubW19fV7lFxNQStAUNPXjwYDwev/DCC9ydlwhVv9+/ffv27OzsK6+8gtM08FK6uUVRYLaAM4OEajCTaslmphP3atjQKCVz4r8oCgQXUeQ5G9QzmUxAsirUCAq+GlKSzyGv0tZ3zXMsKaF8s95bRZuX42Rcc+gO7DEsMkqhfi1jBZ2dQ0PS962+Z12AF5/h6RBCEHHbuqWE8KaCGZcgpwJ8tD3U0OdWvVjqIM0odVRYNP0BFTkqbCrLGlLhKM8UknsubawiTSkdgKXUn6TzHWkXVonhyevr64jQJUnoVHIwONVFjPHu3bu9Xm8ymfB4DhLrkydP7t69u7CwcPPmTbRKOosDQugCvORbZ6lGwlPNRQIzSHEK6UPV9dTUlNaQee8XFxdRl0VKZdQliqOSxI/k9kH9pBkKeJqFBCnHNziZRKtsXFjdVGVHIQXrJi+sEIFcjcAUFTWlgJJWsuhfkLS0Ckp+SyVpiVNSpmw4OKO2URwLbwOByalRgr7UCRM5rJNfp4qvpHzXWeqAvIgveplSxhUTxxqVYxBaA1bUP74ZFSFuShsSyLxHsqgzzF/QIr+eUqKXFprxMW6c8dC6rre2th49evTv//7vOJYm2ayUra2thw8fnjlz5ubNm8xM46U4GjVZxSHioZmSIeKnbNK6aiTltGh2MOujgjXantgphnD0aakyrAemjc1kk5JaYbNVVAzVzSPDlB4qSZVmqttbbLqS+hRYrSo1YCKinjdJcREu1lMWNuaVS3JNda2vDhI3izGW09PTqDHC6+fn51kCBT4mFZLIQEYMI3Kf2YuTdZ9kpKlaJdMVBKXqVjK6t7pwJ8EsqiNWmzizvlQpK1sqGyergIBQTGImguCWl5eJVCoH0AGPp47W8DoYDD788MMf/vCHjGqPx+O7d+/u7OxcuHDh1VdfZfk7BD9nPIG1ULvqpNkamwV26Lx6uWggZba4agbW7UHLweb25rNBgbPsmYj2Teu/sNmMHExbyMQacindHuUKJ3aj/onIL548NzeHdiInh5tUVgtEa4qv1hXW0p3nbEIUvbXK6mKUtwmrEuw1GAyqquKsTPhhYD50byBHyNO7amsbpQkByzVJiiqJecNfyBVOhkjW0tGiAk9FEfFK4UfyBS55qiR5g6SvwArSKs6qzyjDQ4mnlNLKygoaMoL1i1FwUuIqnx8dHX300UeQDpPJpNfr3b9/f2dn5+LFi1evXp2bm6ukZx/oJ1hCCGiYxOcM2PMVlEQKE3UWvfkAdbO2SsUH7A1aodwFK5f4KLVYfPNEDCeRtGQJ/igX2cC1Ln5Y2fgmmFU6YhWKsbbw9MQO+aQiStYpyj8x7yNJlwVyZ7GVV830W9npdDjwHppxSo5vIcK44iQZTdWwsWnyakyGZpwqdyeWZZJEurKKE51FNJDin27A4jPBTgJ1zrGf2kkPK99IwVBY3Y7SIpdXWF8vNYYznUNDs7KOJ2hOGPf4/ODg4M6dO0h1XblyBaVpNPZA4sk0+GQymZqaWlhYUDJyzV5BKv1kRddK4sn8BNC6GrHUYPBeklQrQANACijRJ3EAnJxMk40VU/Q5mYUI64XmjV5EQTIfnX5/ZdWWxAXgQOoP4uITuWg8YkpUMeVaHrxrJQpK9KrWVksYQkDSAelArgDDu6OlYFQ2OLGoAETQk2vGbSh3J3bkI4WQskRtWUAePJMk+RebnomSrPYuEUMZBJNMMuNPQBxzH3Q7oMhgva3OOmvJD6UcE1iW5fr6Os4JPjk52d/f//zzz0ej0Ysvvvjyyy9DPtWW1VbLnntB8Q9wUUlNIfEHYCaz2crmFEoySZSoEUnfN/t+nJidtbSDKvUrilNKtHyinAGjqglMRZarm03xSgz8CfGPJx/befe0wClwg9R9sA6APVXU84zBeAnIZmyQbcrxnGDGwivrONbSC2enZxZ2DhS9fgoYWi8Zr1MVZLItmUkdm3NIk3Q2UX2rblXK5q4Gg8H+/n4to5V9Mz5D+gh2iG+SKX/txj8YJHNzc3QoWY7qzfODRATJLiwsrK+vxxjH4zH6uSaTySuvvHLx4kXW5WObrHhLEuGemppCrm1iB4M6Kbqs7NxcKgHdDgmL0KDfpdDT2yj+T2xEO2VqRihPxaTUXARpf838PTKAvppIdM0UZwgBE2IKKb4kG1AEBBl9SYBoS4YSCUonaqkdzpjZtfIVz8qhk7VjwvAizZGNShmzSu6n5479Y2UIOJQ2m0llmMrmWjozCHeiShdK5sSSaKSBYgaDQbfbpdgr7Uh06lCqyygFxjBAUYaAnxmeVldXIZWdJebACXCKIAKQYJqZmUGtRK/X297e3t7eds5dvXr1ypUrqnyAYJ4wwH3B/Z2fn48SNSfYk4U7aftS+pBXlbaSmKC8vM0uKOTcgLqucUhHNKeZOFJJ6ZuH/eCBhaTeuexgtZ9EZRIzmCgmvaH9hcBhEJykH2Q+bJCQv9bLUNfVdioChw2rSHXPuUpVi8F6alVIQFTDF6Rg9q0krrMIdAa7IM0fqVkFTUCQFLzYS7jo0TMe5UTfHR0ddbtdHKnrmp6xqt1kup4SlwEcZ+dtOakVdc5BOOG/vtkyQnyQFtG6tbe3d//+/b29PSR6z58/z5HUFHKVVHfWkrlj8TOFjrrm9DeUNPldoolPoDCOYkfhIvBjjLD91PBTcDkr+mBtC6kQMijGyIpROhWV9W25pnnMP7lOtL1TCTtLdADRIBgmc+B/Z3snhUSz/TSNnSwqQAYjrIL4wY05dRDnmXUBaoN8IpmqeAZcyDmn9i8rwuBLKOOlpq2WmaShGTAOVvl8cnKCY9aTqVTIAOo0bt5LJbCzyucYI6e+JVGU+IWV9EBMkCAVI5UQzDhvZnd39+HDh7u7u0tLS9euXdvc3CxkKhbsydrSXuA9BF6qqpqamlpcXMQiCb0s4eisecpJf2mysDemx/F4SYoJbp/SamINuMz+KsW4lsingPPWi5xs/o/yGPVtato/QYJFSgYkOcpZvlpFMGUuxX9tXQ1kMxSuHtu59owTEG5cHhfJD51zzzq/6FtEcZu8BdSjpBsKKQJJEv7P5LczbaVYJGVTJqmo8GK3JOlHo0KnEqf69qKF1SAOkk1TvUwSAQWw9gHPp+BBex73S7g7s3HxotnZ2bIst7e3P//88/F4vL6+fvXq1bW1NWyklHGRtN8Y3qZIhiyk/qT4VzkabQwy5QJNO2/pkcy3Tk3zUmlxYsdUVtLyovKlsMmb+G9h48l4m64wSdMs9WRqhd7bojCKv04bDxSsKUsGzZ2EziElJ3agsreBCeQcxVe2R1UOJSsKCxvimfG0t8QNxuxwTcF6tJ25B8FypSdy+h81Bmk9SCFuEveXdoIyfbYZbKAoCtZsqkZKKSGgpjZDkKgZU90nzRPEKLGcBWT4HJpVQAlEJlQ/DgR59OjRnTt3JpPJ5ubmtWvXlpeXnVjkzkJbyRImoBXGGJxzZLZkcWcaSNEiBNw4URiswrywyue6Vc5ASUkRTplFP0TpleGNbGIzsenErHIS2autijG7gZGSNg84iUR5y+RQp1GEURtECQkybokGXeX8aP5DFA9Euc7bhQc+q9Tj16I4vrp6mhZ8YimzRgqpEFbkkWuTmKrkP+IGuu9EhuXjFdwAFQ5hRHMzWfEJ4i28TUV4EtsMwoPpRi6Mv4AIkp0pRuKgVIOtWJbl1tbWrVu3QghXrlx58cUXcSQevkWJwO1QdtbWFoN/LS4uBjumOwtrcDsqzAg3pSS9FAiupZxra/ikZqYG1iwvEapMorShUix7uxKPP80Y5n8Lq4QvZRoXZTbpmC9VJ2piJ5sgK180s1KMHfFdqsG4r2c1yerN1M0OTtcckJixEWWAymleBB+NZicWZ5RDQaIV+Si2vEwNIg7ovUWrxWC624msSuIGEI6EHUpxuLwgsRSE7ZV1szHcOGjsyZMnn3766czMzMsvv7y5uYnDO5KMCeGClVEprpL1msG/YspT99uWTaXNTfDNViHKHS8BQfKYwmEymaAASRFU2rGn2kKpBJRlyiliKEAp9TKhqzTXFmoc/s7tEPUqPfUT/l7KKNLZ2VnsKJl5gxgdzAQSmxNJ+tQEUm5LFm2c2AG0tRWpBnEoSStU0JmQIA9kG+aLnHhy+l8IHnIC1bfCMdn5A0kufGXKThsn8go5L5674y8nNgDUiTPnLa2I4mFCnz/x4XA4vHXr1sLCwvXr15eXlzWCpHJan6+Fnwg0F0UBH/rERr3SKSxkfjA5kwRB0yJbP3WINgPxOSz7ObH52EqpnKRNikmm8ZTByN5Id9aSGUwW72o/PDQPPQEnz87OIqJAZ4ksncRcIVhU8wQ7ZcyL0UHKxkWJgEuz3fylJFHyTdTRfD0hTjGmGKplsiLRT/Gjf2qnmDejlvRdSOc4l0jjODSdWkI5ykDJIFlbumXEJRHJYRuUl8qEVOJBaivINlRQu7u7s7OzN2/exCwMojzZhC8n4j+ZA4A1qDKB+0sRpemI2lp/uLbULEZ0Fs6n0sioRwmOcVWU2ehjGess5HAGsgHNgSjFxrCgGOkiFpTrnFwqv3AhyUhhStE2sWFTpHVihNRIZ9WbDaIO5NTUFLWBSgpVRM+QBb/WN405mvukDwUNv0wjUpU+r7p5oLyXNELGKrXUCChEXLPWhQ4iUEgo4x4AlMBKUjATzUes7ZzaiQz98+KZuKYtxFcT7s6iLgsLCzgDj9APEj/hwpxJZSqcJJ4Pqg9V0rfJjvKM+FNKIuWVZUmLLiM+foKKD/rfihc49E7Ul5PyZieqqbLjfulzc0lRwlZeDCFlDP43NM9Ei3KApC4bYr6WrBQo9ujoCCV9mDlAocwlRYvWMLvsRCLzFaWuNZnydZI2ojNEJoti3XpLvqr7QgJyYvawpq+QlrwgNQuaByF2aexy9aQMzUyRXhmyVPrAf7XMm5StsOCyk8yMoCfNz2G5bmxsIJACEzbbPhEfbEoXi/55T7BZaLU1vpBvo3XHRzG7vbVBQTEivUjXi1umHlAGTmY3MlXEFWIIcxay81JAQR7Gq1Eh1hZYqWm06CuUCXEFG9jBDym/8V7FghozrtkrF80pAjSS+IHUomR1J44EV9WILRCCauXHVmVyJhEz+URCzGR5BhSugK8goUe5klXskJTh8qryIQfyHlVcfJQaIYPBQMs/s61liwx24ACiTN6cxdnZWdQ8s/KEBgyuJG4ANQMVJg7SC3aYRSWTtmKz6CWJKUV+pq5mKYqzuBz3laQn5kQGzSuxBgnXqh0bxQ11Zp+wJEyFy6nUfyreeVG+UEao1c62G46bV86BsEAWGXRPQ5dEjyc4qZ7M5B3hE3zTvk8mXAnuYCHkaHlQlG6T4pMIez6BXKGylqLFS7SHhJ7Rq6pXfX4lnWWFpeRImuSlYC6jqmz9M0qekmtzTd1NOQQ0cNkbGxtra2tra2tXr16NMd65c2c4HJIWsXeS0YmdAq8FZMECIEQ8CYJgoTQhIijeyNL8yV3g5ijhcOyXWkjRgWdqYSk5mWqZu66lAN61KrHV2lZ+UMrzTSeBG/Q26xtGC4mEupoYoR0RLewBcocxWVjZtpMZ0Ypc5dKn22cUNslgsGT2PYqtORYuhIAIIL0QJXeCspBDeJTncDFrRiYhFmMziKaChPfzNqq8Qqoq9E5aO3x4XddHR0f9fn8iI7kztDEJgMVzs4yuXrhw4fLly5ubm1j8pUuXZmdnb926Ra9aH1hZ70sl4wKwZswBj9b8mmWIMxJhFXotORalMCcNGwrGaG3cLCfht4IMwlFBoO+N0kWthKEQ44tUfOg9ZMjs5kwlEsgqH2sbFa5eaG3lC14mBEcrPgjmErB8M5hVGZoOnvf+WZaUm/FyQlOy0AdPCKZto6AnGangV2gqOIrmSeL6nGQOooqTKNmJ2jKOJH2Se5Lo4aTZbq/u74mdspixGdcQJD5LgfQUWCHMz89fvnz53r17o9EIj5pMJpcvX8b4ncIOeU6WryAbxGbwx3uPWkjuCyyKRWbkEuzIXoQO8cwg02JU3gcJXnF30ACKjrIsYf27pvFDDPJpURw/WmsqhojEjIoyUss+pLQmrbf9N1ysyJjI4SCg8sq6moKksela1JJRof7MqPFZFWeSkm4lEXxzbm6Os2+jRB4oMgl3JXF9n4I1NV001vpR/tH4ISBqayRPYgzwUcozsRkEoA3AUnt9S2x6RYU1xAWbX+3MJHVWw4hKIWeHDywvLyPE1Ol0QGSF1CqTMrxFCwCchYUFNpFWrVkylLW1HP7HQAfWo2LbNYOVSQawQf8cHh6qx+nt6B2VQU6qegj5ID4uqVZ5BjB0Te3hRY2QivhqcmAmN4tmxXWQine19IJUZ3mruVJtRpOViiLDhV4lSdmL8erESos2nZTSJTZP1CMLkuwy8zpK7Sc3CcCpulAJUcgpOr6pcKnpCAsyG9V9YckE3h8t83Vsh7PrxbeDplGdxjauKNPAu93uzs7O7OwswnAppX6//9Of/vSNN944e/YsA1xUJupqU1PFGDFi3llDlpfhxEqmBKyzsDINId804Uh22g4B6u/3+xT/Tox17rqyae/eVCjXMJEhMQRUbKW6eHG12bf09yhOYLIDoLQOTUWGbiQDC8UouYhxS7wdbIAwKNlJWespA/C5JFO657WNPMgWXdn0KFXESpT4HKTZdludRda41aJZHV3JIPVogTDwDEMQTlIzFFr8VrLAX7ShD2yBzzDH9UDR8YgeVZpc53A4/OSTT86dOwdC39nZ+fzzz69fv37x4sUkHV60Z5IEcyGl8Cf6K6jxK+mPieIoR/GyvHRFkdqwd1Rq1HJwWGUNsoeHhygYzrhFhZ3yGKUDFx8kdMul6qOyJ5P6FcIEILej//Km/NvxJSKac475hFqqb/SBhR3gCw+WDBMlmE6p+sz992YDuGaCFheaTlir7SQIwA/5UA35UaiQCKjmKAwQzMLgCSJeOcRJTDYTQqR7/jfKsJZoB+xw4DPNa26c5lZZlvPz8/S3uHjE+xcWFk5OTqampkaj0b1796qqOjw8nEwmN2/eXFpaquRoBb5CgxhJ2mLAZvTbXDO27Wz8FoCp1El1ym8poXizW2pLgaPm2YmKcGbm0YgiDGlPOqnASTZngeEggtqJPaPkriKVP/UXJ0YObTzCqrL+zGRubm3l6xkxQJqoxgNIkehEuJLSx8mlGqkk9fDpkNMTOWk5E9uZNsgUHLnZS4lolESptxx1kno47rOQ7DqRSq+LooXik/SRwdpbzhJ6AGfbaFuZogrQXFpagmVC7zBI8ovrwZkdRVGsr687G1ZcSGCbKylshhxlM2rUOP4N/9XpiEmsF4KFooeUQXhGCc5wX9SWHDdLsxO7I/Aps6J5tFHcvySRlih9apSAKvJd61LmVyYMNiy5triq6q5CqlD5xVpqPSiwvBkp/MmHlHbgUGzGptrrLJOEWbw4qbyDdna0mEAUzzqKX+KateDEljPFRIsiiK9DyeStxqOWKgCyU21F/CrkaEYns275TDrNHHoOOstgQY6dnp5eXFycsitI7IJCMdrQACo96GUKbw1QkDQztQM3mvSkPJNxMr5Y2eRAFf+Uu6WdVRMsaMNQCU74imL+FnZ+uDMJosKb1EYGC9b/ThXBlZCgKctjM+r9BRdxxJeqR6uE7kT4QihntKQSintBZWiwTloyKjmKwHTsCOMK1Mwi23nvZ2dnWXXsbSBCKZOfSQeupRmDnWcRrMkoiRkXxWhWcUUJh/1XzW5aoJmBFPIANllLhojFP4yfZooipQTqR3Eioo24AVYNbuMYdGadFXMcg6ObIvfOzMygZAWyn4NKo1WVqXJTocXtUyF48RwomPktIm40GiHyoxSZGauldA8WdugbJVSwFsqq2WbJJRHXzyN03zSNiB1FQSGxfIaJlT0UGv60hn3ytpO5tM4qZShr+Khsec+cYCU1VQJR7FQnQZjV1VWMOoOQwGBNlZoq2oldLxaCtza2s2fP4giWyWTy8OHDXq+n2t9bRy9JP9q4YxoqKkejDGaa2IQ9xk+VNOmrzM/Pw/rnbDy6XLp3WnGKeKINQz/bqSh1fkoZW53E9yXH4rZoddc0XfgLhYsTH4A6ivWC2u2eJLGFl9IQdaY2a2tph+VQ2gxtAJB6JqM5pWbFcuZIZPzgzX6mIZA5e65pAHPXHLeaJNrB13GbzqyJyo6Zye7XBZdEQLYChvNwXzY5JzXDtNp0y0erzaM/CcQY44ULF77+9a9fvnx5YhNH7t69+/3vf//BgwcqabSQ4d13371+/fo//MM/HBwc0EYilYDcsVv8rsYPmTNJicfMzAy6UhD9VIxywdAhlMFqB1OOqsSKFq0iGClTWdyCHZHHyL2KRTIel6061ondEsXzhtfuRJmQSbw4b0nSBSQakilbFFTjkTr5iRPDmuSuAFGaoTShKiBwVJRkZOat8xOSjmm+onmsaDJzmkZgRpZOrK9n3oJKIF06v4b9ax0LHr2/v4+loDNdURIte5dBp5CBIlVVnT179g//8A/X19fReoJw+Pr6+rVr1548efLo0SOcNYS+deDjnXfe+aM/+qMXXnih0+m8//77Kiq8nBMaJfjDTislF2KiKApQPwbT6gqDxXOZW1C55SSET1lV8uAdkfEkXDAbG7chmYgkhbmXmQNkSHp7XsoQo7VMEHcYrMkte2mt9JZHoxwlXynTkt8Y/qYbgEUWzdJRrlzJvWh1xqTTPIQkTiDli8qRyibWhFYcM5O53oYDEMt44Gg0IjALGdXxlAEohArJX/LLUQoT+GiyRBLPz0sMoZB8oXIed4t7fuM3fmNjY2Mip5HGGGFKVVW1vb09GAwWFxcxw2cymbz66qvf+MY3VldXP/vss9FoxGmblGcUt3VdI+RfVRUiIacKTufc3Nwcgj/0fckAXFLVmshC0qlsHEOmXryV99TS/kvKjlLmncTdcqIhFcFRChwmk4mWSbNGK0q6g/3ppBU+uZDCR/q4zg64V3ZSwCpV8ZmkVNUbxLhqDApdIhrShD6kGnjKZkl6J6JdSkUKn2CHIfBfbGykkFLqf4pEL+0s1L/e3FyaoTRhKSMLqcPxYpIS9HSUVfzUNpb55s2br776KnAMoYi3jEaj/f19TOy5c+dOv98HJb3++uu/9mu/dvbs2Xv37v393//9Bx980O/3CWVWE1RW7Ek9oIUGTpQgXreysgLxz4Av3bLMQi2aUzOIBmIoWGrGOQceptkdLX46ZadLuOYxKipHg6QgiONajniqpAHaS4oH7IFuodD0wYAmZ/q5sJQlH0Inu7JC4Gh9t1gYH6jWi5O8sqI+E3964UMNRlHCBokNEqeFFLdxDWo3YhfIeQWLssBkYr1ttma9Tpm2xYfqTvT7mVLTYAJ+CdZb7ZtqgWBdXV39lV/5FS8pfQieo6Oj4XCIYVXgkwcPHpw9e/bNN9/85V/+5ePj4//5n//5z//8z/fff396ehqlyPQjKxthHa1rnqlf31RE3Nfi4iLG0tO1VfunlsLDJGm7JAY3fwnNE+O85SMVqSEE+Bix2cleyzRcCjMKyyQmECKwVbOojr/EGNHwpTjiYlBFl7UlBZt2wWKESnoG+FiljS8ghgzIGamp3kAuJYn7nqTdTNleU0lO5D1xUUiVKBUOHC2EVZ63GDytJAJck2WjFPAESc0GKTsjxZzKYcwecOlUI1//+tfX19cpm4ngwWCAlgsGyw8PD7/2ta999atf7Xa7t2/f/tGPfvSDH/ygKIrz588nqZPTUgJ4C2AAUq1v6mjItoWFBVR3F1KhRBwrTMFajLoSQ4UNXAkWkIa+ciaPodwKq01iGxS1eeYRUmlQ8eJFWt1FatCcEUKfCPwr6VNv8zlK0yRKMnASo4WLJAMrQJ4nH/l5RlGUHbSog6SiQwg8n4pEpeZDas4N4VuUvqNVQHrpYClsLjfX4M1gcc6VLJMKknUqm0c7Krai1KJ4C1ASwWoaOUlJFpZanpmZ+a3f+q1r165pyBYv4gEtIYT5+fmFhYWU0jvvvPPbv/3be3t7P/jBD7797W8/efKkLMuNjY2FhQWWuzBFAAEGOkAMFGMPyaKqCoK10ej6+d8oAXgnB5BRxidLY2mwq26eiMMsPWCLcloApLKL76KUwaEp5Jxs8cp+NOIRKuh2uyd2XlNGkUQZaUsN7igRJOJXHSeSgT4tNhMCvFJT+WQrSeJGRiudVH9JOU0xojHiIBGt2so0nJQROPNqyNXtYjs8oaQkoAQlzmgFRclzKSgVKK6ZG+cLsCZUIrz44ou/+Zu/efXqVQoYteqKooDgh00SY3zjjTd+7/d+bzQaffLJJ//0T//U7XadnQDpLAhDHquspZjRX4SPCqmGDRK8Y4VzsgNvSJ1OTBoAF9A/kbO1aULAAGU3jBoY/FMhBllQyXQW5TferAKFECbuyY3eykhxzoMax3wpW6UoNenVqBNC1Ot3a+k5dmJj6G2qWr/gItmpnanaj3xOH0bVhYab+cAkahOX2nWIXONQQLVx1BwolY+VDThxReu2kxn91PhJssi4LTazNuDCc+fO3bhx46233lpcXDw5OYHLkgmYQo4hmZqaunnz5ptvvrm5ufnw4cP/+I//6Ha7wRqpUDaH2fb0d4OdNTux6TeMhXPbrimESBnUbF6ChgwC6tfrZnaJqpZf1OJ1pZtkhVUUdchOZLEOxYVrdk5h+5UMsuYbDw8PDw8PXdOPxNM05+Wabh61WZAoBd9LeVFLcYCK5J9L8bwy2iBpBWvwTWITUqwk8SqpRZkH4JIo2lV4RSshKWXYc7ConarTZ8SNdzB6rX56YfWlrhk68E0L28voelD52bNnL1++fOXKlXPnzuGMGYQvo9XJTOykE2wGZ7DFGNfW1l599dXV1dVOp/Otb33r9u3bQNji4uLS0pJzDihHsCVKFLVuHiyVmpar0gED1d5inbA6CH2IfCe1sdy7XgQdicl7r+4H7kHwhzhWWVNZ4Wqwg41htZNtJnaCtAZPg40BPD4+7vf7tZzeqfxJ4uMivcXLY9PhUeqv7dxBRa5KX9If6TsTz65p/6h+A5HQ5EsSFVARwD+99BhxGcSsmmfcZiVHr+Lsn9ImlxEyTxmAakgNGC++gjMhrRSg3yIdOJvAg3lp169fP3/+/NLSUoxxNBodHBxMJpONjY35+XlqrihzHLBPSO5XXnkF0PnWt771ve99D/fMzMygHx9lXrj43WSWNySidv36pr7OVAF+gvNLmbAwkfFbKkoBzcrKltTBClY/45p6trCDgFgZSoLQCEQthZ/kpShBmGR+IUANdYfIgaoaqosgfW3MAARx4ZSaadexQUepP+P51DRF2togSHWa8mGUUHuyiugkM6YISQam1TYLkorRjB5TeLxZmTw1Q1i62lJFOCOvwFaUqB/dYoUa4UiTa3p6+p133nn99dfPnz8P4fTgwQOQ187OTghhc3PTyayoQkZZhRBgtb/xxhsI43z/+9//8MMPaQjWdd3r9UCp6PNQj4VbGA6HtdTTk8G452jZTeTLCpuLpjdHc8oR+cHGmYSa2NBcCoXYHL0ULEcL75wJYNcsBIBJgydkgbzYbP3BAgjzaCkO9CIrReJ3ekquOcWEzgmNRmcuprOqFvWUMq/j515toaPi1jeTAEHG/CtpkgEoKAnhollEFKQ4nIClfU7ZVEj6ko99ygAkcYKYilLZlyBWE82JYp1MJteuXXvvvfcwMarT6WxtbeHcz8FgsLu7C8MmWp/UeDy+f/9+r9d77bXXNjY2gMuyLG/evDkYDLa2tu7cufOP//iPh4eH4D2kCDBIkE2u3BvJl9klQi2z47l5Tfc4OwSJ3I7gGOk4SVVwKVP/vUSKiGbFureRywgBqR1f2JmN3nuEboMk3XkpRikvuVmIjNS0B4I4hSTE1OydIDVEOVkRuot/0uDWrSmZxmYgSDVGW0VQVFF20KimOMBt2ZRvdFyklJgCp2hGiS4i5k4cG10bht6hMShIlR5W+KwnWIGeUXktpc7chmIipfTee++9/fbbVVVtbW31ej3Q/f/+7/+urq5eunSprut+v18UBQIpSFhOTU3Nz88T7pC4dV0fHBzcu3fvb//2b7e2tkDZR0dHvV7POXd8fHxwcMDxZlQOLElQulTVqVih+MHKo1X5J/PAEL9fX19HFBX+xtLSkgoesBZUgZMAHOBOJvEy8SaJxUUKqOSodN8MvjnxuGg0qy2BIc9OGjN0d86UM+lS1RQ/oRLIZL8T04hPxhVb8SJlKgWya4p2coUukoLAWcyKpFxIMwCeM7ETqbHO0sY5Rgl1qMjjd8E8UQpbcDWKMSjmnUgILwMiFQR8R4zxq1/96pe+9KXDw0OEZTqdzsHBAYK7H3300UcffXTlypWpqalOp9Pv969evTocDnu9Ho5nG41Gb775ZlEUo9FoMBgcHh4+efLkX/7lX+7du0cE9Hq9JJnCKGVbXLOSeIZIlYUkX0Zv8ATdzsbGhnOu1+uVZQkZs7W1deHChfX1dVJ8kni2CgiCMZjfHJtxNryIoQ/V1GRIXbOXuLszV2EymUAl1s2mFhIu5514M8koqqKFp0AQJCAuQMlU+Yq3ZRSv9EQq1NsyXeSkGMlbNpcmN517RRn/i32pMtEpMsEC0HVdQy2Qw1Em5MR0f8YA6q/wKfi9lmEb3loxiAb4rO+9995bb72F9vPxeLyzs9Ptdg8ODvb39weDAdyAH/7why+++OLS0lJd15988klRFMfHx6urq0VRfPTRR0VRLCwsYN7yYDD44IMPPv74Y2or2gkK0GQBY+JYf+H9KjJV9DorxcEV7CS/EMLMzMylS5d2d3epW9bW1vr9/s7OzsLCAlMQBDrBqssgS6CEvZDCXVIeEQxJwT8pHan3NeTAMFev12PyQTlNsakEHZv9Bvgd2SIAgXSZUb9vdpT708wbpX713XkPEcHnFFZzVUtNeDJHlDiigCAEuAw+OSOPrK/Q2/x0dTa44JL5IJU3ZesQZpgiXpIAQMbKysrbb789sUmDZVkuLy/v7+8fHx+PRqNOp3N4eDg1NTUejz/++OPV1dWyLDF3ZGVlZTwe/+xnP3POPXjwYHV1FS0H//Vf//Xhhx8y0uK95yh9glipPIO+AoK3KdPzNjUGgo2rSClBzGOmFXkjpTQej1OznpakTE0dLalJUVLXNZtsqOiJXapZxhiSHT5LARllqESyOmqecEH0JwtVBQmDOjMLg4X46maCQm9QOiMdO8nCZtSfCXUFe/vPJJ5D9nZ+ws9TSoCAZngKq9XjNmsbGsfbvJj+1HLJRiNDn2erfVZWnix2VsjhUFFCzpBGWh9aVdWNGzdWVlawjampqZWVlaqqYOrs7+9X1pO1sLAwHo8fP34MBlhYWDg6Orp161ZRFH/wB3+wsbFxeHjovb9z584///M/DwaDEAKD0JWdaxBaMXhlXYIgQ0B2UeciGVfIWYjYL4pMsU44A8fHx48ePQohDIfDEAL8FtTbEXrZe4MEi5nogLhlRkXlq29ZrrVV/zup4UkW+Of5dkpwXAM2RVPNi5lHAyNYsJxTZvkQJVxlCd9SwtlX2tSvl0ocsnqwCXxOFIgiWlU9eZIJfj6TXwk2i0n7ZqjxnAQVgLhnUy/5pmChVr7PNxNeTszcS5cuwYmhBD1z5szs7OylS5du3Lixvb29s7Ozvb197969fr8PGQ/K7na7c3Nz3/zmN19//XVU7e3t7X33u9/d2tqi1I92XE3bpv8CEtfbKO1UdWCdmPac5bnH4/FwOLx69WqwyOzx8fGPfvQjBGcLq3Wj9YwLfxKyxLGz8QTO5IXWe3m5UEwRLdwcLa5FUuP6keUYj8eKfrWeKbyccVGyEBYNfe43WmLOSRZZs6cqTdt0/Dywf8HnVJtJek5InaT+JHVQwZKAKDospL6fITVFImESbfIAs6JqyD3N/HgLzaqLEFsl4+plq+pfW1sjlFnhhB7zjY2Na9euTSYTGNBbW1ulDYJE8tI598ILL2xvb8Np++///u/vfe97ldWjV3ZYSOZHuqb4cSJ11MCgwMvQBoBCC7H4ghBhgvncuXPj8bjT6ezu7s7NzX3pS18ih8M6ipLCYx+GE7le2rA9BhL0gIws70MOgcnk7FTgQioLo5V5g/pJZ1EyBszE4woSJPDSf6MKIbOhQ3Pwh3JglEKDjPeIndQqGnUid5TxaHTRqkxmYRLUyvy8k9pA1UIl4xq8pTK5fm/znSgXnkkoigfXVCVJXH7frOZXacque9xJdz5YGUZVVfPz8+fPn3/rrbcwURAx0F6vd3Bw8OTJk263u7+/jxbHTqcDqQyvRUHmW3qWsjwLTfiWFaTPSSnNzs5ubGywFojAQnEOpv7v7OzAwrl69eri4mK0C9wLoixskAET75pkwc2zs7MYqEGzJzbPQcIu6mbDhxcXhUnGGCPcqklztDV/B8NEiw/6ZpyeDiXDaF6qvp3lvJSvFNrt63mS/nmXQiZa3QchVkjdP7UZnStaLE6Me29ODgN62cPJ87S1krk33EJJcAcJNXC5fCV3W0ulXmUNh6q2cBvlFgPYySqQURaBMBESZEtLS1tbW6AV1woFnKpty9YAZP7CTZ6Kufn5+dXVVbSqqbCsqopeBwQJgqGF9LZTUyNvwDdSIEWrioPzEKQmfGIX4+7cnRONQZlHdNBXPjo6QlStvalajoRIYl8x5eTFyckUQrCgEKmTXyEAST0K0iizg0hPXvyNbJGKI/qvSS7SJWNiNIE4mraQls5oHUVJzCSiibgorI3Oi//NxZTcg8oDxZxuIFq1ujOV3e12L126FO2gstR09id2jE+06oOjo6O9vb2tra27d+9ubm6+9dZbdV3v7e2FEIbD4d7eHnrBSFiuKWmo5rTVhrSioM/2iefMz89j/kqSEgaukNYklIOTmvIoSS4KHgULXs3bnOh9YotJDOJG2ZX2ANkjy/H1+/3RaOSbsXn8Qknp5IjfJHaLE9sjyUzCJD6Db/m7+lM/D8+JqiUxWjKucMKZfJRKYidB2CTRNkUozbPYjPkkKf7BFSWog9QN5iLHVqTkmdSJVp9D45Vo0z2TWfH6+/fvv/rqq7E5vdpJJyFeTM/v4ODg4cOHjx49Wlpaeuedd6anp2H/xBjRnzUcDolLFSRcNPuMnem7+vllW3xISgl2Pz9h1A8UwABZYRPSFR98u9KQM1WgLiagR3FeSAk03RsQXyXzlwoZPxGkid6ZGIJzkk5Tbl66ulUD+9PsQxWBxBSWyoiT0q77wis2QyPuNLnDKwu4EZjO1Cz/pVzUXgzZgOjmA/l1CkdoXW06z2DyLN4PNU37iaV2JDUihvxaFMX9+/cPDg4wu4E+brRTvEH6cD6898PhcGdnZ29vr9/vr6ysbG1t9fv9vb29J0+ePHnypNPp0Ocry3JlZeXw8LDf7ytM8S8GFpUbn4ckLLssS/bjkjmdaG0YcoUcWZ4sH+lEONEgqW1mjrNUi7NJNQjkU/xXNqS6lt4dJ1KKBASFo8yGoBObe7KdJtOHpB7uiJvyFtlzzUy/igCV8f//F8mOzN8W/9lFfUt5St3FNRPRmW6hUU1S5GnHvEfTeckqTFlKRKjq8p6OJ4jiyOKqpco3tboKkzkWe3t79+/fv3z5MsKac3NzuAF0j597e3t4/u7ubqfTQXRlMBj0er3hcNjv90H9Dx8+hBuKh/f7/bI1b4Oe66mAVo2vsMvgGy2rTQRE683jHvlFxZaXuhSWsnrvEZ6DyUegJ+ss5XMyU5uUGmScRJBuMnLLaDQ69QhUJfrMRIZXQIlLnidjqzlHVlQS8eJDKzwVFLgy8a//1U8osPR1+hYChGKIgAqWBMw8KN5TW1dWsK4X3MaBlq514ZnPJnQTAerZcNG6pYkdSQl8j0ajpaWlzz77bDgcXrp0ifPrqqrq9/u9Xg8WDmz94+PjwWCA+M///d//lWU5Ho8Hg0G/3+/3+zwjFTjj0aIMkqAugBSsoG8rAa7cW/bECZMkSxDSYia5qAzmc9Tw0AgVzUoNsFAJcCVa9E83gE4ISaSwcl/CEM0PpCp1eBRrXE9pg31oJCh5qf2mVyE9nCrOM1qnxFUQ8RWKC/165kk6k+LcCAO+tIgUKSrCuDYW53ox3vTJADLEf5SaP980tJ56k5kS8E0/jzAij6p0jDGurq7+4i/+4k9+8pOHDx+ighJWEAI+4/EY5b7I4AwGg+FwiM/VQeQZztQhUQLPXg6KczIzrK0HMmXFvQAieCxmhJAT8K9STu/zonl5j5c4AeISpZ3XGyW6AjwpAxBD2qZNfEebBEr+VwgjcFxIMalSXrCspRJNGxoKN5Kga7qzugsn8tg33W6FqnKFe85FkuWfjAJT3iPkgPQ87+dLo5T7+2b1PpfEkLRvlSrHGHkwHMUEl/dsXLACPUlAM0mUA8QBrqpkgIxzbm1t7ctf/vL+/v6nn376ySefPHz4cDgcnpyc9Hq9Xq/HIGASu7ayK6UEZqBkJXEXRfH222/v7+/fu3dPEdy22YgM15JehCZOuGBkgO4Ro67JnATMLyFYKKopkGqbf0jB7ERiUa4TPgRm3SwjD1YL4G34K96FAW8ccqgPIcqClJ1xGeR/JzqQlKfBHycqzongINIzeBIaXjTbqbI/g78ug6/zFiFgZ3aS6QQUQPwWPtTIpG8qarJBkIANhTtiFbpBfOWpzCNWVDgBxDBwvbm27Evk03kCc13XGxsbX/nKV27cuDEajVBWMBwOO53O/v4+SqB7vd5gMEAXH8whZBLm5uZQ4qIVjnVdnzlzZm1tDdVB5P5oA0DbYM0EmJIgNlJJWzTjEknsnyRalYKHWFFM840wpfje2qYrq3FPDBHIjDSQHOkg4gaMx1ODLSNKPDZaJtiZrRUlpaUeoQpXrko1Gz8kYEmFun3SllJnxudOLuWKYPPlvRWkePOs9Ov00CjvdJFk+ygjvp10ukSJbiMGSs3gmuqrUQ5NIQGLkDZPjBHpT6RpkYqfTCZIy6OrsJKm8o2NDfSFwd6A5YMmgYODg2632+v1+v3+wcEB+AE8MBwOk43aJdzn5uZ+9rOfbW9vM5AKUp40D0I9VWYoMuhIRInZBysFc80i8NSyfGgwaJ6EkltlkrNAKutn+S7ae1ySk6grqQTlgycnJ+jm9k1jwzXlLtmY8jtI12yQMgEqJVq23uIKZIxwWtmLOoSueWUKIYN8mysIeWfBfmy5begr9/J3NYp4PzlE4cMFqKsNmE9syjcW8zTWObFzEKI43U7kR7JwNWiamQWU+4/HYx1WEayWfWLn/yAKCe8eox84ibYoCpzlFGNE4wtJMKW0s7NDeYB/TWTmdZIrk4tO1ByFDRZQWLf49PQ0K6WwGEqUaMUCairU0kPjJdOnjhcEAbqWVAjxyVSnpNdgw9uwNTi+3W6XWsU1FRrh45u5pGgXKZsMyQB3aAZJ2gzvTO+pCFACzaDqWyYQf/HPiSN50eQI6/FzhnqjVcvpjjLbxktDiPce/hjrMutmyVASa1OX/bRcB1fdKgtJrVS53oNV3rlz59NPP33jjTdY2oENoOAnxohRbZPJBPIeoc9OpzMcDmEpYYgnVu9Fs3ubzJHEhlH1R7JQmlAabauFlFJpU3u9BBMQwwkW3aKQoORQ4UqZpG4AtbNvJnSj5fzxWN52cnJSykwbPAGCnwebKvVQcHqz/uH4ZsShZ6Jw/SwoChJxUtFIAKqUzbhO2Y8r0U9UFRARCnl9GoWRsjfpR0nfW3CTtB4ldOZaoyKUPAgBNqly2fj5tKCAQRJuvj6tfkjpzzkHfq2q6jvf+c5LL720uLhI9jg6Otre3u52u1NTUwhxIrTf7/cRAup0Ot1u9/DwEHZUZYf4trWhE9WWRKWqNMpwwxsU7kEuL7OXVUtS83hJrevzCSVl1GC5Nsp71iQmcaBJsnhIYUMUqSigAWBVKunrMrjOjDSVPQAorVFXQU5CYS5PHaok9oNrXeT89r9OvVPREZrROVwZawUr3naifGBuOCF36gdm0Gm5UF6rOcdsvQY28N6SL87IJYnlyuVW1o+TzB2BeLt9+/a3v/3t3/3d38Vq0LH6+PHjx48fz83N9ft9DOqBTzwYDLrdbrfbRYcAbCQ4fPT5vFwZSiiAFdm+aasoTCmSvRgGlB8Q/JTEXgKLtIIguRkvVjlHKPFD+BV8AvWDGlpOPFdvpgsWg8nYfD7+ldk5CBfWVviFnFEl5+JQj8VmwZnChNCrmodfZASakSmX0abv9ldO/S+pUOuXuE2mmFiAQ+uD5Y8UUgo9/MnarSABA1UIyi149bNUpWKRMKqao+Qmckyfgs97/8EHH5w5c+ZXf/VX4RwfHh7u7e09ePCgKAqYQOjiY2gIgSB8juAPhZCaH6lpvWSUnf2XDJP97uRkeS/RQ4p8knVhDRap6QfXNr6B7ET4ppRQ6E+40V6iD0piZciisKGwzk7A9d7jVHdQcBTHlPjGbRgyx61VdnAlvXz4IVgPP8zolaYdOJw0HU5LmipZO9G91JZK8afyjxc3NMoVJDID6qfnk8zvcmbX1dbHHM2tIo4gCGjtYLwa+jTIV1WzCh0/y1q6zjUJT0RSVGQfpuas3Rjjv/3bv7322msof0eJ2+7uLpR7t9uFlQ+ixxmGGOoEyx6jo4IE0cEtp1oCNO+yz91pGoB4YqkSn0klRi05sSGE5IEggVFlyywwyvXAA1ZDjgSXeWN8LEgBeUOY/rp+ZftgKWdaYqx9iE2zWA2ewtrPwWOFjDzzYsRzzacSMSGpQCBwVBh9gXJQkYQ1M/ZKBcsHqrUJJidqMsOELhZzJt7mR3hz81QK6E6ftp7wrcrNvPgmSk1dHO2qBw8efPbZZ2+//TYbl8bj8cHBAXqsmAmOMcLycc6hPllJH9uoWuelZXBsg7jNEvxcWVprXZPVS7FOjuZ4sIhhYWMLvPQZAWgKLmfSGqOtMwJSiJH+vDRkQRwoblSVUdzq3tuvJrk7s7gysosSAuZjSRaqZEjTGTAzNsvWQN5wTRYK0tPnpV9CrTsK4kJ6GJQ5uTX6u6T1YEFk9mDxmTQv2/lEXKUyXAaC2CqOoP2qeSJC8+jo6Mc//vGXv/zl5eXl1157DZv8/PPPHz58iLgerNvZ2dm1tbWZmZm5uTkIS1irUAjIH0NdZJjmhnUnSaygjA1I9M48YNUAaL5h/LewkfwxRiixZKMLozWCKXHAblGaCzaNh0si0StBJItUAG1QdKgfobjJ8KQURmKlO6ECmPTnLFdd2FRJdQ8URFxebAZtnndxhW1aV9bN7s+QlSykxsVrgjyzrGi4FjJ9LImCpUGVJOpFIQXdrnDQ7TxtivfiitGE5Te9NMt70yl8DfNH3vu7d+92u92VlZWVlZVf//Vf/8pXvrKzs/Ppp5/euXNna2sLB+CVZTk7O4ud0wcABQwGA5hJyC4rcCnG2kyccSnvDHYVdj3dc1kuLS2trq465xByGY1GvV5vY2MDRDwzM6PD55yVqXhziJXtaQzgF7C0EgG3ECwGj//iLXB8NQurhEJJxN/ZNR8tQpJRM+9nrIKUVEiHjVKqAjlKNKlN2XqnPkEFdvvKQJEsLR1lLKwzPUZ7RBPqfJdKw0JGLPrmiCHN2JCxaRaqoHlWhcedxxhZnuGagsfL33hLQAAAGWRJREFUkTtqA+D1MzMzBwcHn3322S/90i9VNrDy3Llz586de++999AIhvEQFHsslD85ORkOh4eHh6PRiCcbK7k/TzK1P+e3VKqxYxCS/uLFi6A8qKnl5WWkqC9cuJAstEU5nZrWLQDF0bzBQtRHR0czMzMcSRsleVxYN7fGuVnpqQmvL9iLYs57z8JYZ1MkkMzh0TKZmQ4UE62ZKMkoOzX1KqnTtbSTXrxBH57hETdgyzQ69LFUC0r6GYtCrvHr1AxamJhSgsODPKAX94P88JQwgEKtXqS3UdqQLaoqXFHCroQaAhHvv//+1atX19fXVboURXHu3LmpqSmUBsHa6Xa7w+EQcz8PDg76/T7rRkk97udFnUmUmbhywrEoTGACeG1tbWVlBX2Y09PTaOWZmppi6UGyWW5ZrY7a7s6EBWnOOXf27Fn4ALV1ZtQy0YmgB5LA/zrZ3LX4WRFGOg52ZCqVPiLlKjV02cSXE9lJAZkRdAY9/bxtP2RXhqlkPoa3i68j35K4C2kKixKPdsZ7Xgy8zMsieINNMSO360aynQb2A1D8B6lXUfVB+4y/13bigFIq7rl///6//uu/fvOb3+TXo41nGQ6H29vbGJu1t7fHQBC6XbX4Eee2e++Hw6ESN+HIPWSaURej+grwpRIoigJzr0C+SMPhWxw1zPrkzC1Tl85Z+AKBrNXVVcyvdnKCL6kWFabOhpsj6UtbSzeiqCVtebFYUnNmLZdHYorNFh/c2f6EgtA1tU0melQB6nfJZqdyr97vmz4kUn4sn+Hzg8TryKsMvofmqTauVZ0VJCqqZAwBUdqpDs6EQkqp5K2VtKiqFUtxQgzVUlWmIg34npmZ+fDDD2/cuPELv/ALXG5K6fj4+MmTJ9vb2+j/QhoY9jfmnPX7/clkMjc3t7i4iJOrISBJNFy3wrotw7KLeKKrOhqNWAWNmVxVVQ0Gg/X1dWdn2yDTVNjgYm6/kEoSJUrGl3TLmaolnOHkoAyEjEqUkI6V3J+3X9rQmUOcLH3B5yQpPlPxT6Gu5BslPqNXaloyGcWfemnQhi+KFvGkg8vXZYbNRGZa1c0SXXXrfbMPmG+cNM9N073jZ6O5lhAkv/LR3nwOoLmwQmJiSDcwHA7/6q/+6k/+5E9u3LjhLJhYVRV6IB89eoTGSNA3smaHh4fT09NnzpxZXl5GtwokK9tiuGIuLDN72sggbVGfYp2dTucnP/nJ5ubm7OzsaDQqy/LRo0dzc3Pnz59nulEVMR9Y2kEBhKa33shgpZ1aK0VI8uZoLcLgfLVNFQVtmiMiyGbqL6qjou4cKcy32gZUuhOe+t5TLU+FxqmrbV9k6Yx5kmXxEARn+ygfO7GDapKFjJzooszYSyb1a2vtqq0YLkpoR7eM+5+NRw/Wdqlrra0s24lmJL9m4XA8tK5rnGi9v7//p3/6p+fPn/feI/N1+/bt+/fvP378uNfrYaFoEHPOra2tra6ucmYJosIwyrlo/qTX71qGnV5erBQAgvnRe/fu7e7uwvjByQOXL18mjJK1wxcyFEi5jjqBfEW/uSwbViWNQGc1W0h04FBHSvoocT2ugbvQ3ynqKKQ1Lc1fmF5VlDuLROn6o1Q64orN4gu+PVN9GZCzRWbqJVsMUI9ING0h/Aumo0pePr+Wc7NJ90wZqbxLTUtVVVDmkpWwQcl5ZDjdFaUv31HbIB2m90kZVVXt7e0dHR1997vffeWVV/74j/94bm5uOBzeu3cPw6Lp5sK8WV1dBeljdjTrI9A/oGZGBkqKt+y//BP2GA5oAQ9oJHQ0GuETnLlN28abhU3yKpptGQSFkxG2KSWm8xRDSkZR+ryyJnclMqUh1+TwQjpleX9sVrnpQ1SokQ4UgCwoUHmvYtiLMZahQMnOPf9SM0G5AoIA5j54ktNoUMJACPumJeObOWx1XCs5MRGyWO9ntI06oa7rZ8ekEnmULvwmbgDT6NBW1A7o4ePOOZyPhNDK3/zN31y/fv33f//3l5aWzp8/f/369VdeeeWzzz578ODBkydPsCvE3VEKgYLQw8NDtM7oMOtMjRKap0IfqEXwhxUQwQYuODtsmOYcBWeyoEoyo7NoDRyPzQgVyYgzLFQS81EEfWVTUnTlKh2VczIackLcyq5kAxVvydzTolnC7a2izglLPI9w+UVdmLfr1K+0+ba9TecciKe0EU8M4GQTZRhP58orG2BDZPG7XFWUpJiTMJGTimas8CnONNCRaU9nKpVWAdfnRGMQTAhrppSmp6dPTk7+4i/+YmFh4Xd+53fW1tbW1tYuXbr07rvvdjqdzz//HDoB4/6gEMbjcb/fR60oAu0KPkVA9mG2WmhSRMqVgPgvCg+wBIL3SU4LVQSr71XLYE0oQN8cguLswItaDuqjQEKHkB4/qssmV/PPbFNOuJSSj2dwBKuj5EOS2dlOCgr4BBKEayr5DObZnxnwXZM/278QAr6p0wCNmZmZykbflTZkCe1TtMTUVqzsjAWa+ARaZVO7azl4Ktj8MpIoVQQg8JQBGGmh8aqkQ3LxrTSEl2Ot8CeiOt4KmA4ODv7sz/4sxviNb3yjsLPg5+fnUX4DDxiFQ0gRICHF+fdtgeebeqmNjGRxNMh4Wj6lTBnCmmEduWZcgs9Ri4JqOjOaaXvgaf60aclkHtbD0nFS2yOJcnMtqR/s2FMwEu2BojnOxJv5W9sh8nTYogVnuWAnKQJds4Ldt8S/awogfoX3qLuZXcrVdV0fHR3Nzc0VckYYA9PJho3DjgUxsDuqtnEkhL86vsze0J2As6erJZSe1VinlPB6wothHwSwkzgZ3k4d0xIDPBel/0TG9PR0r9f78z//86Iovva1rwUbALi/v3/nzp3bt2+Px2MkxXBqWK/Xw3jQDMqZ4GlLUF4wq2ZnZ7X8c3p6enZ2lrWWhXXiqvXMSp7MJfVi2NCCilLdGSU4wy9qwBSpbnA72kfpIivoMkpScZsk6hXk0Gx+JdjpSVwqnlBLYxMf6JuRUAVpaAZk2zzJxWSo4fKUhZ534b2weAsrcYOkp+XJxCXfmLkBSeb8xVZ+w5nqSJL7Y9iUP0taMpT9yTwBVQLZ0l3TQ1JFoZ9Ei59OJpO//Mu/nEwm7777LkydH//4x7du3er1eiD9wWDgvYceCM0Aaxt8GcSziwD11oFVluX8/Dy6JSAV2LSemunS0Bxe6ewwEvhPVXMSDIFOuaDL89KKMbFjXdAjquBqM3Yb2ryfvqBq6cI6y/ihMm1h9T98Mo3pIEUK2WJOlfGuqQr05oyLvpj6eQOiAiweSXasCyrDIcjI88AaBTT4v5Ihk7prXGAhepLUM85cDu99ScuJAsO1DhYurLZOwR0kDcGEi6pjghvPGQwGf/3Xf/3Tn/70jTfeQJ/kycnJwcEBxsU5515++eVut7u7u6uQPZXEFcqKG2eifWFhAeIf8gMetiYU9StKNJToUbJLlOu0WCh7SJrwN7h3Po2m/2Qy6Xa7RJgTecFNUeIoIp3pk2jNlgx1qyeghJspFgUjX01FoW/JFuYljq6kH5oxdRUirslLSo7caRLtenx8jOKRKLXo3NrKykqQRpZgB2cFSwCrE6yLVHpm5KOwhuwkGuxZTzDxpwSta+IinExj1MfFZv8uQYN9Li8vn5yc/N3f/d13vvOdtbW1yWTy+PHjqqo2NjYmk8nFixevXLnS7XbpYLTpXi+uJ9MVEBvYC3gAhg2sOyUvFaUqZfWXIGHNIFVWyue4E0WgXJt6WuABnAD7vK1lzNymlcy1IFXxpcRxVrih5BilcFUVBalZBZ8XNaUIJd2fihcvEbD2LvQ2ZxKTJWuFFJ+nlGAr6qnAap8nKURPFmYorOaZYq6WXjwnMVMC/Gk/QCGH0iiInUXuGNbI7OPayoGSGKkseiHIkHBdXl4OIfR6vZ2dHUwNWl9f39jYmJ2dvXDhwv7+fm3Hu2bgVpDph20hypO/yM+ZSAYQGcwlD4fnVJUQarBkaCNVcqwOKu2cWCZcLRgAgx4yEzZbeUb9pCR+i5+rwE6S8uRenFSqVza6nQ4bH5u5AUq7yhve9A/v/AI3V5FFHJ3KAMkiVIeHh4hYTGxupJOpmyT3yoavBRsflsyOctLcV1lvtOo66P+s4eapE8y/sTL9Jp0njuIhUlXaKbKJ/rYUwemLKysrCFCiEzLGOD8/v7Gx0el0ICmXl5dxfFgmY9oiJ6MY7BO5WGDamwMKnTAej0m+NB7ocnGdtdQyEOtUoyoRnRmE2FFh/cSMPCDiiWQzj7UjZLxYcZlkbQtafpJFM5RYKbCixK/4r0wzkIZUnGUKgX9mn2SUrfyQWoO0aNdlkku5jl0W2BEBSPlV2YFxZP72Aopm4RYXA7qq5BwjlYklcc9vnsq+DPWAvbxlD0gWREZmTyvgDg8PYfCxyhLdwyj+gTZcX19HMrhN7hnRZywBMUyoeRum68zj0dilE0M5NWMaKgXJJ9kgOhqgzoKkqmG9DWmi8bO/v88tfIHx0P6EMKRyT2KI4l+M+hXNDhgKeO6LKe2M0LOXZhzlJN6QMU+GnedtzbUY2zWJmH3hTvIVjNGx+Y7UlcTKz4i2lLOzgAWqQWcZLSdsWepWgxWrRIm4cf9YUGlTpRDHra31BvhWfZ1pcCx9PB5D2RGCx8fHSAs8ePBgNBqtr6/jLL02elRsKBBxFUWB52T/DZYK8S0z0Us0kNqWFkXdPM1FhTFXQqvaNZWDF+t/d3eXfdmn0lxGE/ont+AlL+GlPzDZYI7MGqZ3WNmMidQsbm+/LgN1Jgddk8rJZj93LwquU29LKSE8Hax3DyBdWVmZnZ3FYGdNLFY26TFTUElq5hRfjN/o3slIJUHjpBlHjWZWkjGkWJbl3NxctJQbBSS+iHKXmZmZ+fl5VDjTPvbeD4dDCmnUZ+/v76+vr8cY9/f3i6JAZiRDwBfgiXDENB7nHFZIHyCL5NQ2+7pozh5TaPJmrSBXLUF/GhBHCoz3wI2BosNU4DZZnEoubbIjD1D4UTZFCdPxi2RpagMVYVRuXmzUU9myvU7e/zwf99RNJbFGsp3yacFGs4AwqqpaWFi4cOHCzMwMbAH0ThBfQQYX6GNp41Fes+qM1pG3Yjvuuqyb5ZZJrBclFMVNavnNhUz8w4erq6shhE6n0/bhUkpzc3NoPMfJP2VZ7u3tDQaDpaUlJol4cxuarmUReQm8gla0Px06jTUkKsPI8MGyp/yTWpJuGV+kIidZGQK/DpHDo0AqOdY8iXXBhyTR7CRKUgbIt5RBQIqsJGeJqt5ux6OdVGt7UZJByqrxofKMIi77pU3uiprsX89jMxUcUPsbGxtnzpxBwzQPGXKtgo4kYTq6XiR90j1IH53oBJq6SWUGa2KdIgQN7MRTbQfpcQSFYs6Zcjk5OUEwvpJpRBSQy8vLsM+cc5ubm3VdP3r06Pj4eGVlpS1g/n8u3F/K4FvfHHOES4HuLAxHMV/bcHonGiM1s4xkJBLW1NQUUjngmcqu0Wi0t7eH0UaEsBKuaxoVp+6obuZxnRSEJikF0/QQSSE0Y7j8PZm/iBdRAvJSTvtigDvxs8nersmfPxd3/FZVVZubm2fOnCmK4sguzstQTVjY6Bd6NQQCpE8Gq9KOUUvSSYerbKtLXXewq7ZUMS4kbrWjL4kdNTs7C3HOUieFGuhjenoa+amlpSXMDmLe6v8Ham0IIhJfyMhVkg7eyNMxyBL4IgpXkzmRlYzL1bcEm6oXmmeueMkW0e4/Pj7GYQhK+uRABqDc85N9hBiuU51Orb9I4juqftb1J4tbVDIrij/5xi9gy1NX2L5fSUiV3vO+jp/nzp3DUAIUR2KuVC2pMW9mc2WH/hLL7LInoIBNBm+cndWpa3bOlZRnxEdmZVIhkk9o+sPG4iajzQVZXFx88uTJ8fExOgGCxL+xjuFwCJMdV6fTwZbQSs/zXFOzbCuTKxlVFdakVkjPBGKRqj0zqwB3KkCjnKKuVOKcQ5+ktzocZzlgDviu7SS84+Pj3d1dnTMXJSxdyDwcik8vmWAnykEJSCmJXmBtdZS1dZZ4mzpBvPBRtA2cpb2I2SRWJVWcSnS9yHJB8g9K5fqQ9nd1j1j52tra5uYmWvth+UD2Y5IaDHc1j9UJZmCHQOadAAL+hGeYrKIENzyrylLLOzaDBkq+kJG1nXqrAgCrKctyaWlpb29vOBwuLi5m1I8bxuPx3t7e8vLyzMwM2qNijNAGlQ3s129lV0YiTo4rZRqY1Iy5dCRl0jeQN2kO+E9WhEh540SGOYuoqmNDGUHQwbOHklSDlfdoCCU1zQYvXiwxncTQd9IQ55slcW17wInvTkOOxlKUzgcvTqQyg5PYrsKcAMkcNjKqa4YNsu9mqPTeY1ZaVVWYl0OyZIYrWP4rtCpZyNskXUL1+PgY5eLOdAUtXtzzdPRVkvACv0xrXk0jbr6WkRDJIic0wdHbhbOvddg3l45N3rhxA63x3vv5+fmFhQUcKalQO1X8ZLzB0llStnMOI0+ccxcvXsSQRpK1twSftwFMyTz+JIUMhRXZ15aYzNbjrRlAOWowGGxvb2dOZLZ4AlNlPwk0ieojM6g8CpLnRljZmX9Cue4kb6DWlxPRm0TDq3mQJA2asWjGHrwy7epbZg95Rj/HJ1NTU4uLi0jWYlgYlfnS0lKSYdFUziomKAWSGD+42GWm6wTEnhZdO/GZFDq+6TvqtsmX3AM5LJltGu3UmaWlpdFoVMgsX7LpysrK4uLio0ePoKcWFhaYDw+SPSDIvJhumQRFItZLoRuoeWFh4e23366q6vHjx2fOnLl9+3an09nc3ESkknxeSWM7JQTOjyGB8o0whAglBgnw9eFw+Pnnn6PKV6lHr4w4VMMQSpp5JGzZ2EHfDLtmvbt6BVQCykJcA3DEXQRJX/KeNoqJhTYLtaVS+8oYiZ9jDEey2rX5+XmCjuEvbgpfiXbuHWGlWpriWDeVzIFOki0pM2QQRsm0KuooausI85JN4OZJ+oy+4evD4fCFF14obfwLVxlj3NzcvH79+sOHD5ElDSGsra3x4ZnGSE0FpSZHsu5HRUywjN4777yDHlzg+9y5c7du3RoOh6urq2AbZ3a8IpUhVEaxiDCmGigvaW6GEMbj8b1794bDIa2RL6YG7lRvTuIkKEBU6KiiV3uVctFLqbC3gJgTJaNelmtaJvg9swjaMkgR9AVUrn/qHhXLJGtOLSBsuRK4nRypSy1N5Uz9QxpQpQ1Rrk1nT82BQhpGqQ3JBlNTU3Nzc2VZYmon5VO0gKuKLsUZfoE1vLq6ure3xzunp6dfeuml8+fPdzqd+/fve+9hKcEByNoFCXdFTyaZgG+2+dLDW15eTinhAPpg5WvLy8uDweDSpUvZwBXXinxzj4QJbAxaUNCwwBlg/eTJk/39/WB5w1NdwFOpJ0orAjbL92bKUKV1lAgBeTJKEpPUHGSkFIkmmRdLVUDqIZ/wK4oCXX/GErxNNUaGNddU6SklTElaWFjgfOKMrkjTqZn3oERXUUJAORGFwXLnQeLRdV2XvqWV+DiqDFaDstSOu6Xsp62s0cy6rkej0cWLF2dmZgaDQV3X09PT586dW1lZ2d3dffjw4eLi4oULF9bX18fj8dzcnLNsSLYegj5Tvt50FDEULDWLJaG/rCiK9fV1zMNyzvX7/YcPH547dw5tmYydK6HAqWAMjhYILWx8EdIB7xoOh3fv3iWI0nOMn+yTtrrDRiiY2ddHM4Ybd6JRGe5IcsaZ0ij/pH/JzSaxwXSpqXmUgft5l96jkkux5kTdEcsppYODAxiTDN5rGIBSv5Z5ldS9KsLoKNdS4e+sQtlLzBpk8/RZmQbhihGyrK0qht5C5ouoUaTgWF1dPXfu3MbGhve+2+1Ga+nodrt1XV+/fh3JspQSRsHFGDEvpL0xpQ+uEPBCXpl1oGwjwrAtPG1vbw8yBubm5uYmqoZA07UdQ6IBFpoWhAYLrVhYy777qqoePXrU7/cLmVGsOFZ7Q6lcJSXlbrBADW0VPGRmZgYaUimY+Tsqc9r31Gl8UabllBYpyKjMXUsmtvkkk0fcDiFA6AWJJqlEw517e3vr6+sQKGTR7M7aCvLp4keJ6aWmscCQRi2le1QOXMazc3WceJy6K1Rugrc4GMI1e+RxMzmvKIoXXnhhdnYWtf6gS4SDoIwWFhbULUNeLITAG7j5jD4yOZRSwiEDsH/wC5d3fHwMipxMJvPz80VR9Pv93d3dK1euLC4ugtlKmw1MXFKfsAALClD3C/8YdYFAQKfT2d7eTpI+I0F7CdJlqiyJmREtrcu3gMGocGKMCJNnQPASsvPW8BAt2E/KS5YAzoibb8/WnK1Wafp5l373i+9UWUZo7+zsXLlyxTmHY3OZtwIEfFNPKulTBDOSQR5Ocl4YnWMaflNTU89MoOwFhIsKeAoS+r6q4Lj/5eXlpaUlogSf01bWRRNhWBBPjmmjWaHMRZZlCdUBqg2WCXbWh97pdObn5xcXFw8PD8uyvHXr1uLi4gsvvIAIVSUt0l78JFVBzuQZxUxtc+u9JAowxyVZ5MGJHNGfGeURW06kJhHsbTzg4uJiWZYYn0GkUjvBU6eTQz1Ae5fkS8+kLemIbifiJjSbhn+uS5M97efeGcXPBu2Ox+OFhQWikmYP168qlIYoP0lNA4S0rZEfJ+xXluX/A1Q7XEawWlW+AAAAAElFTkSuQmCC'" width="256px" height="320px" /></mstyle></math>
p15874
sg15
I6
sass(g1709
g15193
g15833
I8
tp15875
(dp15876
g6
VImageResize[ein, 256, Resampling -> "Nearest"]
p15877
sg8
(lp15878
(dp15879
g11
(lp15880
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph src="b'data:image/png;base64,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'" width="256px" height="320px" /></mstyle></math>
p15881
sg15
I7
sass(g1709
g15193
g15833
I10
tp15882
(dp15883
g6
VImageResize[ein, 256, Resampling -> "Gaussian"]
p15884
sg8
(lp15885
(dp15886
g11
(lp15887
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph src="b'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAQAAAAFACAIAAADcSDVdAAEAAElEQVR4nIy9WY8k2XkefM6JyKqsyqWy9qret5khh+JwSI4oUpIpGbZlUTIkAYIBA77zL/BP8F/wteAL3xgwDAs24AWyJdCwFkqUuEoznH2m9+7asjKzcqnMiHO+i6ffp5+IbOpzXMxkZ0VGnOVdnnc9/itf+Yr3PoTgnAsheO9XVlYajYb3vrQrxui9d3bhnymlPM9DCFmWee+990VRxBjxfZ7nzrmyLPET3IC3xBjxIjwTn1NKKSW8Cz9JKeEJk8lkPB5fXFzMZrPpdFoURQgBf9U7a//EPfwT/slZ1H6CIfFL3IlR8Z+YWpZlP+/V/Kxrhe/5QDyH93CE/Eltaj9vdvw5PtTeiOdkWYY/Ycy6vPgvZ+ecw80hBO4pNiulVBQFhl2WJR6iQ/LeY7ubzSZfiu+Xh8rNxTd8RYwRz48xFkXBVyyvj/d+dXU1z/NGo4H34iFlWeZ5zrc7IblUvfhGUHg+m81IMfjNYrEATeM+EDE3jz/GBLhYWBp8z+XDM/Fzbjy2hASB5yhBkB/w9qIo8MxGo1HbOQ5JKQ+D4VorcdR4QJfVCc/gnxww94kDWybx2j85659HozUa+nl/rT259qjlH+pcyPMgr9qUndAoLu5C7VFZlkW7ajStv62tXu05OmYlxyzLlMDckmh45dKplCzLkiMHZfIVuGeZ2/W/+Wg0qg0UnIQL7MhJgkEhEvBWzFxlG5YARMPbKDiVPfAlFQLHAD6m0Lq8vMQYQgjNZjPPc24qxoNn8sJOFEWxWCx0ZcGfKsC49DWCw/B4YVn/fzd4meXIM7or+grdCf3t/wuDLQ+j9nPl2GRinlNefrKSIAkaRK+0yBUgM+g/l+fy94+Za0vadUYY/GGNE0Dx/L42ZX0dnq8iUu95gVam02nt95g8FQqADegyxrhYLEBzXFyKc1VwHBY4ijjHm8gHsdY4mAzjBGiBCblSKysrnElZlo1GA//13jcaDTBACGGxWPAnZBgvIhzMQHSHF2EK0LDcUZU3i8ViPp8vFgtvF5mTd9bQV20LAQ6X90+XVIkgCVRQMVH7hl/WBDmJ2C0xkjOhhpcSB0KsrKysJNGxGIZSP7cSpMJvnMgUbqV+TxnkqxoSz8eQ8jyvYe8aEZdlSWgHCuRD9Da9nCERXecc9FdbVoh5RSYYFgBJbT5FURBukrycMH1RFLV385kqGvErcgulu/ISiNuZXgPxkfIUjPEtyTQSnknVpEPCexeLBbQEmFMlIr6PMcJAwuIo3sX68GncaSeiMaW0uroKjoUcwQ2NRgMzwgA4HWKwJOKTGhVvx14Eu/BPlUf40lXlMfWnM11EfQ4xp9ukUolwAB9U5epMl3GBr+oiErEOz4vm4XtrAqjGM5QOevHnSoo15n/JAMpby3ICFMMVwfoqB3MmNRbihPlz/W+q6tYkIAHCFcy9WCx0MFygEIKay977y8tL59xsNqNVRAZTVVN7TjKxx10niqNcoSBQOuaGcQ9UxeGBfIJu2Pr6OvhnNpvN5/NkgBC3zedz4jTyP5jTi4KF8YeHk4hrq0p64ocamHFVBYI/EVXi4VhnUnwSQxZPzu3SharRmW4fLV2usDIn3oingQxqtMs5LhYLHZur6j0V8IpKnMGKGCNfnXu5OLJU1X3KhXpRNOo6quB0pk+oIjlhCrkgfg+Sixou+oFyS7eNE4PPqqa41FEAXUQuwrzgT8CCguswKb4FoMWL4ZFMBStaVWGGFylpciQcM7kOW06dnmUZvuH+KQNj88A2dN1QJ4NnyIcKTpQa8BAqWy7dfD6fz+eYr6t6PiBKgIs4CyydN9VK3qBE4J7qfqlmwHuVorhiFH++qo74c9ygetiZalKzrWYDuCpb5rpPnK3yZTK3j/6SGp8/dFUFotNWcucGUHCmqsKpSbKagtOFICWpbK6JAaJDZ8wTxLtH+K7bHEJYNqCJAMEksBDm87nqa7xLfQZewAMme3l5GUIA/tHN5n9hxuiXNQDzStrianAW+iVBo24f1xNzJJNTsnJn+TRfRdj4J/AbV4YbocPwgl2dodw8z2OMs9lsNpupVcmHE+Pp9EmQNIUxWrw9iDHNYejPvRnZXPwXmpSEQkpVZYFFwQ0cq+4uqbAGB70o7tqGuSqcUO7ibbRy9E/KDzXqqa2RriM/c1OTAMSiKNRSJzG5JY+EYiTCMC4dR05mo4qDVUdXOgeD4akrUCfCodb+yrc454AWOBhyIEU1vW2k1GBeOPoMMCrYfvCDg0CdGAxKoHwa0EhhlzMWhX5TzU+0CR/D6uoq6BhQkKPyZpJhCkCMOinlClykMfoPnTG5jtktcXVKKV9dXVVlSgxKAw4LgadATcPBoqLImYCpUbZygpI4JYQXQa7kq7fpX5NoAFflGRBTs9l0zmEXl0UR6IBOnmhRDsjjRqNBzcYVjxYAwgcVE75qlNOki+LYVZ7BWwim8XwKMNIiFTf1JD/o3BWUewEJiuWU5zkF5ROsDz1+4IHLy8tOp8OH62IuC+aa48FX4Qpd6nhUo9GAxsAPKQ5msxn2hXjVS/xOobjSiZfopDfdq8StMkhJX3kg39jYWJbK3HWQhXIeeAMfCIKh04mUwCG6zST32j85JVVefI6qMyeCVnlMV7zZbDabzWThlRq45P2Ev8ok3MIkQCK9yu7nmFdXVzkpfR1lEvUqadqLhtF1xvYDUXB78P18PscPwT/JoCN1C4mSBkCNIYk9eIPOyxuCJ/bjEmEYoE4ujl9yVXuz+715BfFflU34sLKyAoE7nU5hTsxms9FoBGQIVnQSJMnzHLPWTaQs8KYrOIZl0oriSPVVRPriFfDKqXzlhuFucC2lWjL0TBJJ5jblijebzcViQRuFfyIM4IqoYNaVqgkS3qMisPYEt2RSYxcpflZWVmazma8G78DMkHP4hk5bPgf+DYWw2Etv9qtOM4ojUnk+vCrypT5lCEhvMhskxQdSCgJXOLOhwTNZNXSYxIeBwTvTGJwab6NDk7PL83x1dXVtbQ3zQtxDn0k2cKZzVHl6waUUB1iHy8vL+XyOt0B0Xl5eEsBQiKgm5H6p5uTaKowM1QiAkrs3TUV95QmBYtUdqeKBa+3McCF5cWtT1cnDpQQaIXvAtUJkuSxiKTBqa6dj1aHzvwoHLy8vQZTYMJ1/FK8ihQpha006BvGrcFQKYbmUSnm6Jt7Ugrpll/k5iSHBPVNZ40QzkzIAu0FDpH5QITgKgpMig3Px4o3gmDlfJ87NRqPRarVCCEjE0sErqajs50O4WTQeyOHcqfl8vjxBFUPci5oad9WL9oavBg10I3Bxy1QwpZRyMBaklzfvEliWsUBnOgEaSlGBN4MBU+Wdum3kTkq1suo8jeJE4ze64ri5JuCXuSXGOJ1OSfq8U11jThAaF6sGTijvS4kS4nVwBapziZvnqnEi6jTie44hSIYWlzdIdJyLrCtDML1YLBqNBuAElDNXhmgYGg/i1olRrnJBOURJyle9BUHia64qemhG15hZN4UL66qR2hpP8lcQScpmyq58JkmZ1B/MguUmcrRK+joq732ezN7CQkDfBXNakw5wD52DrmrV4a+lBKc4T7o+kngek6kXTkbZhlReSlhUCU6ZWNmMX2Kz6V+nsaWWnxOnAVeEhhdnoeue5/nKygoYoMZI3CGOOZnKAvBLYsWWktnhvQfyaTaboCfCNieuDGwK3ruystJsNkHieZ6D50m7fPLa2hrSqGDacu64kxYFl8sL9F8sFtPp1Hs/nU4vLy8paFRm6y7ggTQVloWXbpPul5OL5A4O94Kd9H5+r5TjlqQhf0hApSwdLJaaU4EmM8Vq20AqITVwYqurq0mgYQgBsUxSrRP9S05TxuXEMkum8AasoxncKr8VeFBL8E+0zilplPRLc3DhpWtraxsbG6urq4vFYjKZIJacDDRzzE4irxC6GpetCXKynxM44aqSD8OAE9CZoRJCQDrx2traysrK2traeDyGmOdPvPdw0QD2wJGlclelT57nKaW1tTXdCP4XrKsXVx77AtWRUkIiOm/wojq4C9mrcte4MlQ+ekMSLe1FV1NMqKh6JecsM0YS3E+Joyuv1MVB5ioFGZ0BD8D/wwk70eAk35TSysoKNSD2NQrEp4xR05mqk3+iwKY3kH9SKcux0ZbQbNBk/igvKXcgsvl8TusWU+h2u/v7++vr67PZbDAYoN6AspD1DCEE0j0HpttM/ak2HKkqxkg3Gr/HaJ1ZVpD9vV4PljR9hePx2JmvCXfCI5RJ9gQ0A7eG2pKeBpqbFJZUX07ceiosKcKwGqurqzSQKGswSHJFWZYAY8msLOUuJ8Je1UiwoNsrqVllEHEgvmeUoLTAv141Lwt/5atmMf6ZJ4vSe0N7JEFIERJ0bXDJ8ljItZkFXMqlGhqQOE2cTOotuH8kWYVrKysrFFfkN3hgaLdANmM1wYGkVG8QCEQM3xRl8Nra2vr6epZlyPHEndSYXHrKVCa9RMlpofjgmjpz0dTkVqvVSildXl6ShyHjW61WnufdbncymSwWi42NDe99r9cryxKjXSwW8M3jJ5gggE2WZWtra0VRTCaTKM7rzPIsdNchNUC44CsVMSqtkkFQeITo4KLWQl56TfvxOaXlMhVFAaatATAv6IVj1qFG8c24pXgwh+HE9efFiuPK67uCGD98b05adBIArtGobiTfQcqorQKZm1oSLMvnOIGP5EtnWo9pMHolS9HhGDgxin9VqSAUMB4cDiA4ylEQ/WQy4doB30exTJZFEaVsFLuN6i6YAyerxoa4OCD9TqeDZWm32/RhI8kUA8CTkWaD38LqCGZRpJTABnx+SqndbqeUJpMJeJ76lmCAgoySS/c3iBPCC3r2pq4p1ClxwGM1ic75Rgk/1dwkXGEnUCeIs4ELq8pfidBLXh3Ru25TZkGJmuBP1RRd51y+trZG0qHO8gaVyAkqJKIBIcqAJParE/ell8Ah5RbXpaa8omB65XglstKib8GiCvo0rAXC7NgzbgmDElmW4a9lWZ6fn89mMzi78DQgEM6IsyvFP00NS6JhPjMepeiO6gtQx3sPQm+3251OJ1ouAByXIYRWq8XVyLIMagECG3rAWbwWuwDxzw0iz3jJJ6NfZTqdkj+5XGkp0zGJp4guBKKgYHVRKg0p1MhyJF+ScpDqWWd4AY8ljsAGUdCk6qWSMZkPBjseqo61aIHFZME+L7ifI48x5p1OR//GopAgsb3S6hJLi9uTGrxkoeCbKHkEyifMgOfqY7aUHFhTGrIMP+FPCNglqcOMkmpCQQWVTcseb0S2CZYVxAptEGNkICaZHlDh5yw9BONX9ZhJzia+pMnkxL+kHyDUAbq63S5cCNgeGLvYlZWVFTVX4OrBmoBPcOF1sFDptGg0GvDj4WYvARDIbOR70pdQWL2vE5cXiZX8qYmDIQSOPFYjxCTNKFGXILEjJXHsHVUZJhsEuCoLpSp84H9xTykxMif4IlheuhI97qGQzXu9nuoaLK5SgxeHDMkIRg8WnSNQ8a/q0lvUqZRgJDVMNB88/wo2ANVynlxBVYX8VWYOKzrpk+QIQEhHsaK4KxR45GfSNxUaRSADoqurq86AGcL4vqphyUJ4C0yU1dVVyP719XVQIURXu92GvxJaYn19fTQaQRJhEYqimE6nnU5nOp3CeMUDk6ipaJ5faLDpdDqZTJCvSvPUm8tVd9xLWo6rOouwszCQkqRYc4/KstSacqUt6GooPfwJk6XqpoAHu3JrfDUyQILWb5TTSMpEdBD/SeBfqubJVhiASX/J7B6In1gN2WSSmUQKxjZQaZBbCACUankbSRMPLCWHiXsQYyTJegFUqqxUNQUJzXIdveVxrK2tcTtV3XOf6ANwFjTBbuEhNEZxqaJg2ITD5r4qzMPTWq1Wo9FYX19fLBbNZnN1dbXb7RZFMR6PS0m2jTGura1NJhOuvPe+1+tdXl7CQa4878TpREGINVlfX08pafaHq/bpiAbTg7h9KZsxEYj/Gn5QGRzM2CMTgipijPigFMxhKEmQzHQkJNBkl3+VZejEixjEw0MZFMSqppBS2fEy5qLQlssUxQEcDMGrmCQpu6p178UHmizqRALlBJYnRgUCWUW21Ofwt0jcJcT01dBJEO8HFzcJzPMGtSE1OS98gH4jedW8JQQ8Snnctij+YoyQziuI8Ha7PZlMWq1WjHE8HtMnA2FMqp3P591u9/LyEgEp5xyMAcopZ5nDhHn4sizLZrO5ubk5HA4Jk5yJbTUDSACYyHg89t6vr6/XRAbmjilw17BKVA5UERT2HAwpgZvCvVamSlUoxXteyXtcf/7VOQey0QemKhIj1eFDzvpuDleRQ40oOUQyH++sTYCMEc0kUE5TJubEOCuIZKV1uNIoWZXWaRHqKnjxADjRIa7qUINsZiUAX1dbYrqYSA30KekUOCMiKGdOusVi0W634YRdWVnZ2Ng4Pz93zg0Gg+l0Op/PAYowNRgbwHJEoaWkdiarzacrBv5QMEwudV7QTvBjZpbWRv5kZrL3fmVlBYrOieDk+iAuhtuIKHSXyUtQnqwUc+YJ4E8oUkktlD5qc/68DXVVbOnlyiSWGsSnpPu+zIc5sRF/T1zI11NDcQ4UtHy9EysqmQlBcUvBmUkETX+rlET5hL8mKa5N4vQETWDPdNVUvQYJG9MpBHM8SBMoPlPFBp9J1aEygqtMoZuJQ9mJy4js6pxbW1tbXV3ll8PhEDJ+Y2Pj4uIC2QfNZnNlZWV9ff3y8nIymQDPADc7i6hk4mllCURRFHCkXl5eIpYcYwRfgYUw3+l0iuyJTqfDnYXzoNFo4EsFijR2nSSNqoDg4mAZIf650f5VvZuSWBStVquGC6isXFVE8o1UsF4QB3Wa+/kXiZPkl5N2a5YEeYUv5p+oTWpukGjBrNL6lJBKSCupiuZ5A62iIN4hJ8CaD1EB4MzG8Bb60b9yBbnoUdIrdEG5doyT03WdqqHAaBUYoEjVLUky/smxGOHOzo4zed9oNEDiw+Hw5OQkhNDr9Vqt1sXFBf4brCoAKQ+wtZipT7Hd7Xa99xcXF5g7/gqypumMRE5IokwKjkMIk8mkLMv19XVYJkj/hBfBG07jrEvJ7aN0cFWkXtsOL1Eab37JVI17YpHX1taQwKvJ4U6kPpeRFOiqasotCWIVZ07wRY0PnXN5EoDlXlVu4gVFRAkuuqX8+2AJRvytkrh+Q5AQxV9WG58qBxI3GSCKE4MOJQ4jWWISOYcbk1JCXgPFVWaBfcB02h7KMHwdPmu0zovhAcdiURT0j7XbbSwLQD+EerPZRJYOrTe8Jc/zw8PDLMsGg8Hq6mq/33fWr6Uois3NzYuLC8T1vPdw4KKglkb8YrG4uLhoNptkfqAXNQCC5R0h4w3TB/G1Wi0UrGBqjNyrpFBKIPGkarjKmz1DRUqq1fuxQfP5/PLycjabIRDO5xM4kHJIuKQEyj5mfPAe7vgyGSux5ToTL0iLN3lRYTU2IivzNlcVtF70HbmZ41a24ao5ETycqmoMXRoVBpwzF8VbdUswFySdpBQeUP2g+yzLAFHwJ50OL7IrBwBkf3Fx4ZxDIGw8HocQiqJAkg9wP0zDbrcLyphOpzFG4I0Qwng8ziymcXR0NJ/PcQMyOjNrx4CdhnQHuQRJu48WP6Gl22w2KVbBbKXFYeDJXSwWGK33fjKZIGEEqaZRfETRomykYIIQJTilM91QVZKp2gEWxszFxcVgMGB5Ro0ASGD6JVFWJpmRrgoTeJGllfrxZSVDQeneLVkbtMNIx95yzlQnlEstVJWpVJzU5AeXjKJRof/yKrglReGtUw30eGllaCsrK51OZ21tjSFDtlbl8/E6ZOZALGmUg1vCcFiyOOtisZjNZpDoWZatrq5Op9PhcLhYLDqdDka1urraarUGg4FuJwxTjgEuc7qkYowA9Ovr63Dqn52d8e2wqvM8n81m4EDgfug9PLmwQudk9cHeMjJgdkMizOfz0WiE9R8MBljzRqOh5rKvZvUpqSj+5j9pxSWJDvklbOksPg2FhswUgsyaAFXZr5ym4kyFoLoiatSvpPgSPNRkf+2XXvyDr2RQqnInIl9JM4lPhldNmjopDnamHEoLwCkfe3Fjk+ghwNbW1tbW1mjTIzOC1E9XT6i29GBWabS+fISwSWL1ZHuIK+89YHS320WHD8RVOp0ODCFQHlL6VlZW4MtPluGDO/EnQCOIwE6nMxqN8Pbnz5+DOMqyhB5oNpvwjcIfiolAljvnMHfsF7OeSA1g/svLy/F4zASki4sLPAo7S15SJM3Fp5ZWSqohYV8FHhpmoU5OZkXQ1CGHpCXYQxqrkSUJw5vFqOk5GmLSnzgNhClLReuYpRrAST66r7asIurKJLlqWUhn4rl31QIFCn7ldV1fDpc/J9Ovrq6CslutFsArqJzZy9hR+iU4BqACBjhBysTHwbIAnLlcOBEvVg3ux5+Ao7xo/7W1NTo3QVLb29ve+6dPnybxuQ2HQzAMAMlsNut0Ot1uF4l6sH3huwTaYdHM+fk5XZ9ra2sYOdNjKQVhDOR5DmcrZMTl5SUco7ABgPrm8/lkMskkMwUayQt0jlYuUkrYOJnbI5MMKCeqnmKRN/BPUfIIg6DimkzUnySJySZJhw5L5bKu6nL1AiWUSl/4B3Cfzt+J2K7xt9J3WDJHvBhJeg+FPcU2eVd51Js1qauQDIDiTmTU9Hq99fX1ra0tUH8mjQyQIgYwQBpiLgMMx8vLS8XHTDXDz7HN9CH6asQHHLW+vg6ygxEJc5OPYosrhLG2trYYq5pMJru7u2dnZ8PhsNfreavZH41G3vvZbIaRTCaT8/PzlBKs52azORqN8NJWq3V2doY9vn//vnMOhjXjBqgaG41GHC3ja41GA5oKem80GmFt8dmZT7ksS5QFcwUyaUT3SnShkphgRtGsq6LwmkQjLZWSKLEsT/Wzt0oJDsBVobuyQY2pXtCV+mszySPg4NyrnKFR8nyUfamqggR9qTrIUUr0mSRZcC10xUH9yGiAD5Goo9FobG5uBsvrctaqCR4SfADkhZMBLAHSZ98KDozLB9+i9545Z1FctPAz4nXANqCwtbU1tNpGRlpRFFALMHyHwyGmAA/9eDwGlc/nc8zi5OQEyQutVgtDPT8/Jw4GsXa73TzPh8Ohcy7P87W1NQAk1peB2pBpN51OV1dXZ7MZrWGAomQeGAAqFnbi88XFRS5VgawLT5JmTBpQIMSt9JaLwe0uJYeSXyZBv0pdXoBQEutZSV/ZxklaR1rK8iIFBkkIJ0E6tkZUMU8UrmxUG6g3cy1WfYJBmhrQgnRilScD3160VRBriaIFPhnkzKBKEI7qYKcEtFotZzl2IPHZbAbRBZGPL+Flo5u5Zp3r4qqC5nxBxNQPkJR5nsOqzrJsY2Oj2WzOZjNMCrlxmRXZYB16vZ4z58nm5ubKysrx8XFKCb8NIQyHw/Pz816vB2fIeDweDodocgFtiaW4vLyElgCLFkWBEkrIdbThAOLHgGGHEMVBPxTSgAMFcbgzmZWPakxkngJ6qYBQGuKeEgIlKcdRdO6WfDvLpgLpEJeCbdUeSc7pUXDhRBHVWIUcpUz4wrXlBN3yTcv/Ja9TUUAY5NJlLUnH80yiuWW1Czb1AxY3SJ2eEwthbW1tf39/f3+fTno8mRJrOBxCnKO5EtyCtGijZLZGSYRS4qbASFX4yO+9laqARDqdTqvVAtltbW1hoVutFsQkBt/pdKA3giWEIXsHbJPn+fn5eZ7nGxsbw+Gw2WzifkjrlNJgMLi8vMTU4LRF1JYtHrz3o9EIaL7X641GI3gtLy4uYEgAQuRW3eu9HwwGa2tr3ho4cyuVarm5zrQNlWQuRw/VqJmitxbtchaNqgkaLrX+JFqvvhrhxmrSBL/nQ5QDKcL8EtDi06KVMXAWLxhg+bk6Do6YBMqRwW9IR1uUAlPYhU4qZQupNKhdSfzKzWaz3W4jYebKlSv7+/tw9kFQwX2Bz9PplN+jnJcoxUu4QDlZhRAlQVqyw4I4i1hgsLq6itqJy8vLPM8nk4mzuq3RaHTlypXZbDYcDlFhg5nCp15YWWBKCQUuMN+hH1iQMJlMnj9/XkreAfAP0j9DCOvr66hdhtfIOTcYDPI87/f7yVLZY4zgh8FgAKsD4QjwJMW59x5Dgq8WKkXFMxhgNpvB5GDMO0h+OJ6j2B0cjiWtwWAitCQX74GMU2FEOtQ9UvbLlxouOcs3q1E/B19I80I6FXPKwlSF/joCjoML5EyW65yjlUdB80K6wOEQpZiQzjXsImkO4nNvbw8godls7u3tUe+fn59PJpOLi4vJZIJmeoVdJNxMekaoeFBmVh6gGydZnbUztz3xGxKY8RPMxTkHG7fT6XQ6nUajMRqNxuMxEpjxHACnVqtVWgYOEBGAijP/d1EUnU5ndXX15ORkMpkAwkGsIIuBSwQ+BO+NRiMgHOYbA/HPZrN2u82+BOPxeGNjYzqdrq+vI+kIaUjAkxjAfD4fDAY1VQ/OBLKdTCZQv/AKMP9PJSOZKlpnqyChdyUYGhuMMQfLyKrRdyn5yCqOvaAmGCrlUlUgN1ontcx44IEXoJAT8NXk7CgVx0r9znwFqt044pqyg8OHb+Hoo9Rw5Hnebre3t7cPDg52d3chfiaTyXA4PD097ff7g8EAsp8QiHug7KpL6c1fSd7OrG9UkGiDKiWacSpLwOTR6icojzudDmgL8jvGCCsFqctZll1eXiLFLc/zZrMJ/YDh4Vej0Whvbw9VWqU14WLOD8Q5mA3+GfjsER7G0tGvhYnDQ4CMI6JwptZhr7MsA5BDwx+mY6htQJUFsx4WCIR0bs3RvMTmg/mFo4Rrlv9EuqQodFXTK1ZrNryAEV8NirFgowaeUxXxUjSnanCWvqOXCb0kdC8xrxo9kROiebgATKP1zCqsVJQPISEywkB/MPQD/Cqgp06ns7u765wbj8cQipeXl6B+PcvMVfEMJT05tiYquMqMdinPkNupgjnB0jovwKNPmLGzs3Pt2rVms3l2dtbv94fDITDSxsbG+vq69x7GN+xRIjRQIST3fD5fW1s7Pz9HOxYQd2F1pyBrkCmov9FonJ6e8jY6Hra2tsbjMayC9fX11dXV/f394+NjBBPyPB+Px4vFAg7N0WhEn0Sr1VpY96uabo8WhAbpTKdT/Ir5S2X1bDVdSS9FEaV0gSci5cVYL7kiVftXkxtVOSg5kX+SGJ+uerwat7LGciSAXKknVLNYawygMMmbtUQHAvUjH6385yVUEazDJkJXSAZmClq/37+8vHz27Nnp6SnyYYDy9dVBHFZJAoTJMB/1YBIvJ3/CO/nA2hInQYMwrDE8IJaNjQ1AtclkgtTiyWSytbV1eHgI2L22tnbt2rWjoyMwMJ8Av5ZzbnV1FRwFFy0ejqYp+CflN3gDWwPvKtQCgl/Y2l6vh2IDjHw0GsHXieJjpGBkWYbCS6gXQCCAJSVoLhHsck0qKZa6p+iKLUslLi9zkKK49r15IQtpBqopEtxcbhZJX18dxJUUqja0EoySdO2fL2vAQ7Xhq4rPTNK1nYAcnaGTTO6aUlMDAH9dWVnpdrvb29sM4i4Wi8FgAKAP5IPN5qO8yH4nUl/5TV/EfUpLHqraDRwnizCVeWBtg7xAtbPZrNfrXVxcjEajk5OToihardb6+jp9mggtvfbaa8fHx4PBAITYsK4nycy1yWSS5zmMWkSmYFtjUgBREC4bGxtFUfR6PZAsEqFPT08za3GFvvDo8IWMmizLkBbKbGrnHCowMTUUZMIkIANAzTozc2ezWavVAuKCPR2sGbVmGagZEOSEBNJVYZUYlKRqwtakT41GlQGcmB9K6zUTwlnqGmYazL2+TMZZllVkNmFAEGcZzQt9tLdKebyVYflMMilq7MjRwL+5t7e3tbUFwh2NRv1+v9/vI8JPG0iJXnk9CfLhCKNUrihLJGlmEcRNVlQrZmpj5rzKshwOh61Wa3Nz01uHe8jXDz744MGDB61W6/Dw8ObNmzs7O/BFNpvNi4sLfN7Z2QHDI/ETagRKY2NjY2NjYzAYjEYjmKcxxu3tbZizGxsbZVleXFxwnMD9rLjd2NiAOcSKqmazCXMC1vDOzg7M2dL6hcGAGY1GMEVWrAcjFqrVarE7GFZvOp0OBgP3qvC/F+DkxXnvJLJJVzhCCk4Urxcrq/ZzPlPFk76d6kILWfkntR+WB+mrsK0sy5w+GWoA/ID2vhcV46v50su4oiZTOQIisHa7feXKldu3b3e73RDCYDA4Ozs7PT199uwZchKRj04p4s1cdoLBlEa9GBjkSWUDJ+U+TjpFqx4A6q09k2zDHstwwu7s7Ny9e/fjjz9GYs/Gxsbu7m4IgR0i0HER5i8iZd1uF2euYIUvLi76/f50Ot3Y2Lh69Wq/34ctwfgxV3hrawv2A9ZBDdZkhZE8QWNhRzhDkT558mRrawtSBrJ8PB4DLAELAZJhZYbDYay2tnXOLRaL0WjEkgZ4RZlv4qsaGBrMVSu5lARVCPqqiVgjoSCHfym9KWUTa2RSK0I6wT00VJT6nah359wLkOcETtGNqHTGXzoJ1gbrkZQMfBfWeh9wgoIZ8gY27o0bN7a3t4uiODs7e/r06dHREWzBlJIWwiv1AzzUbKNgHokgrk9XPUk8s0IQtRaS9GMik3hpTxSslxH0JrYfjv/Dw8MbN26srKxANN69exceW3g84RWNMfZ6PQAM59z6+jritbn1R9rY2GBGQ5Zl3W4Xtux0OkWvLkhrJ819NQ27sKbcsCLQwh9zRLIDsn36/T6gV7vdRqEZcuNgcR0dHUXL+kbSKGBJrLodF4vFcDjsdruZ9RRiva8adcEcaEpnRL/YC+iWJC2S+D3zEamNVWPU5J3KNf4ps/pp+rKiNPnj/jLrifGWXBmaMp7Im1xLmqN0Jw9QQsdqF3nKfsCeVqu1t7d3eHi4u7s7n8+Pjo4eP358fHyMqKeTuhZcmbV/o0tebTWldf6qtnmpaiHwV1HaeFAUZZLXRPzqnEP8C+gftM7uDN778/Pz69evgyvAJ/C9IDaMF8EDk1tRby4XJo5cj263m1KazWYwORjlgFpgdRtdN5ALSBXJsgwMGe3MGORyxhhPT09XV1f39vZwKhFsjLW1NWRcg1XY/dOJ5KYQRdMKJEiD67xFCbjspMhQ9S+TQ/xSJJ7bhJ0F+nLVcAFprKYEsGLcMiYvRWur4aRbDDUGM66ZHehQD0BBqFTCyVBZkNv4va/6sDg9LxVxIQTg0Z2dne3tbcCe09PTJ0+eHB0dIRjkrGsSMwicRRahE5g0QYObIp83L6wvNKUIJ++lO59+qduDFST/g0Bh3SIw12634Vtst9uj0QjG69WrV99+++2rV68SJ2DAlHbcpyjZWljh9fV1kB32D+uA5AjGuVlFgPAisyFoy+LJ6+vrcHdSFqAKAnXuqEQLIZycnGCayIKGRIflAB9UURRMBPQWOQH4AcNzO3zV65KqLWpq9ErKzuQY+tIucPhCOrYnseJIdfzMsLEXjyLIA78ieo9V5wfMJyz13Pq/Vw7KdkuAh9+Tvr0gP2c6WkccxAWEUuuDg4MrV64AxpydnY1Go7OzM+BU/jyzPuZ8CBAq1zRK+a8TwKY610lw1y/1CIoWhVChhYteGife6xDC5uZmr9dje7P5fH7z5s3V1dUnT550Op1f+IVfuHnz5rVr1+CAD+LoIILiMqp7oLTuWlQa3qrdNX8J64C3owEbzD61c4gWWEyDiERKCSmlyCtB+YtzbjQaISMVyhNpFJkdPJNlGfJbubZ418XFxcrKCpK6g/k0XdUjEmNc2IGtpeRKqD7x1m2JlAMRQOuF2LVcylnEBe3asL5Dodpv1EswOIpTBGTDjDLCy0aj8TL+z5dFK4vx4hdy0uDWiUFD8nJSHZZZziak/ubm5vb29unpKQQ/wjFltV1wqLpfldBTNT5CGa8cS3GVJOShUorCsrTjM7wY9N6OWE0pIQcTP0dmAX6OPlMomLy4uEBmMny4zJtPUrlWs1g41GWxApGG90ZLFeEJa1EyzPRRILjCjmSklC2l71VRFMgehYTe3NxcXV09Pz8HkwTrDZFSgtcf+oE6GQYevKjj8bjZbCLGzPEr6FUEVcqJsaR4KJNMqsyi+egI+agWuNc68cyaGKjUD1X3v0oclWXBYmfBmmxnWbZYLHIdscp4t5QlGsT5pQzgBRRxbs1mE7mcm5ubMcbj4+Pnz58/ffq03+/Has4gBk3rmfrRVy2QKF5Xjo1CV6lKJVOSnA7+SifF6ThruBktGQY1N9jFbrfrnJvP56enp0A1iPUeHh7C97+sjnQ8lB1cZPXzltJyB4yHVDnAMAYBnbllS2nVqHYCZSQlJYgGRgvLfEEZsFUg0dENDkYOayMRWAhWQs3af8QWuFkURiSPGgoK1myGWo4yOy01po6ST+mqsp+0TnGpwp7LS7LhPzNJTE7m/+AIK6ZMjeid6ZFlliDZBUt4VjUE//fe3h7qAAeDwfHx8bNnz+CscEuesmhBQUqgwrpBBcluILHqbJe5sbasaqLwRUqXzgASDVNiEjgxcVtpfcxns9nZ2VkI4Qtf+MKNGzfIAF4QYBL84+xkCi993gntiPoIIbxkGcJFU1itTxLorJ7QhR14HC33Rp8DfO/NosXSTadTHMzBVL8QAqvjC+tYyj1CvMwbwFOfT6g605T0fTWCxH9SEtWIitTvlw4Ic0sllBRtJF1n2S54IMcZpTOkqx5g8zIVQodFMBOq9jFlWKh6FdUR1Gg0kMl85cqVlNKzZ8+ePn16fHzMI0yCJagpTXPV8Lpa3qwTfKXD4K7zOTp4ZdQksY/ar5wYTCmldrvNt1NiFUWBbLDV1dVnz57BsHnttdeQS8zVX76URfWzEywUrDpChRmZhHjamcOE1F9IT8hF9Shfb4d8Qt4fHh7CE1qWJaQ48up6vd7a2hqTkXZ2dsbj8YMHD549ewb6g6UezbuCDNPc+iJHc6Nx42gAcKdUjCoz1FaAAJKLowJONzGrZuskyXbhxqk6IvF4s1VKy7koy/LluVcqVr3o8SDdBb2hHd1y8m5h9XhXr169fv16nudHR0dgANr4dAVyqnhd7Z+uesx6KafSqyDRAfB7/Lew0gfuUyHn/LyS4VHcCEpC+WJZljzR6PLyEr1mEdC4fft2r9cjkem+UhAqxVNkcvU5CxJxqLqoY4zMwuDIOX6MDReXN4mSxBiQxXB2dra/v89EiclkAlAH67bX692/f997z15DW1tbiMoj1yuXY2mm0ylyMWguK/PrCnBemTTp95JqmVkyMzeXqtuLJtEPILMVO8sHy9iwbnnJABglBSwWzeLGE1gnmJPES8shI0uotuLQdQ4qOL01TL9+/fqdO3fQ5P709PT4+JhVgqBFBEGiJZCmKlzDVDPr9RXEB8yc5GXwQwYgYfFRTvRpWAoJk7fxXzhbNjc3UX8MYYbG/BgeHKPtdntrawuu8dreeyuBVakfpJtdZqdZ8k/RPAEa6MX6AKzjKqzMDT8H8kGqaSkHaSoFUCIeHx8j4bzdbqs5C4c6Dh948OABfggnLNMo8F9CIFAPAn9c8xqdcFNq2CNZby82pCGS8VVonQQaJDEXAY+d5fYs6wH+l/ubSVEOVnVhR8I5515WuzFDGgMqxXerktJVizujlZnBg4ZA79ra2mg0evTo0fPnz+m59wYfUc7H1F/SperHzBL3wcGZtOLAinBr+WQusasiK96vuo+kqUILGoDdYfv9frPZvHv3Lrp29no9ZLAi86zdbjvR1KSDWA0D0RavjcdJmkmQ9kcq56D3uLtI8gFXzO0YGPWZJLEQyrKEJZ2sse54PN7b27u4uEAnIrIQBtxutw8ODhBNQ2mOCgvsDvrV7ezsFFYslkt/bDIA14G/Jf1wWYJFjkvzCPMeklZtd1JVo+oDKa9L6aUVpUKQa67o/wXZ6xbWXhwsysAvg3hdgngYY4yrq6tICW42m5PJ5OTk5OTkJJqRxyeAT5rN5kKOr9JFCeJMVIbMJPKlmAH/XF4mZYOymv+j06SgSik1m01gYtDi+fk581W3trZijGjl4L1HKwoyKh+rFFDbJwq2KIYvLmq5xAQVi+pHa51ZSKkAkMncTi7iY0vzDqWUkHnBV4M4RqMRGnh9+umnV65cOTw8RI0lur/AwzubzbCDyJsAh4QQFosFms1QJ8BG5yaSYIhMuBTEFM4idLkdiQv/r1tKsKvtoE6E5Me1DVaoyXWGCIDcJIQjSiQNpJRyZRGOUpFGtJTJJFDMCwoPIcChdu3atXa7PRwOkdpZWHUc9YmTFlqKUpKlGGm3CKJ5slBWPVbNmf4pxfNdVg9qjxJWrNGiFy8qAr1sitjr9Y6OjlZWVu7du7e7uwvYcHR0hFcjCMABeMGHpZREeQnp13iSG5asn4KT7mPJ+hRRe5RV/48+trTqmaJ6oDKDWYvFYn19nagJ19WrV8fj8cOHD7e2tnZ3d/v9/vr6OhJUvcUiCjkYxjkHvIdSnmQdp5MUe9DBX0pFC+WaWnTkDWzZysoKrPCabHIi/nlpKMCLAypKsgzSy5OlluGCf4/rT9SQK23pi6k1QjXVTFkQN6Of5vXr17e2tpDWf3p6WkgJPAFMsLQNkrhKymULRHmM3Mg0O/xJw+C5HaNLkBYtWlRIOwAvJgHXFE4euDjQs+RLX/oS65vRqBmPevPNN0EofJoXDMoQB0U7LzIAJ6U/ZL1LssAWJoLZcVLee2TLYUaEgvhmIZ2OUG6PIB1u7vf7ZHLkq6I8rdfrTSaTtbU1cALCfxcXF9B4KLM8Pz/vdrvQ3hwkDAPVY0r9BD8q/nhPkMSQ5RXjKqVqDFGVqlI/IyTYa+ICeNLoYVOh+ULZUh2r0CJJcYOVF0O1kUmj0bhy5cq1a9fgbUAllBaXkKmIqbx4vvhqzseL4eFEanJBnYAxLq4yjBeLimSUBJlQvXAkzrn19fX19fXPPvus0Wi88cYbSHDodrsACQgDdzqd/f19tVhUUkTxL3Ek5DfSSm13VUUQY2hwtLYI2GlnkRMQPdER3gjCBcEhzgXX/tnZGWLbeZ7fvHkTpo5zbjQabW1t4Xv0zc3zHA2CYPKur69jdih5wwBof8PMIPvVgBm1itJxrLqhFc65pUuJJJjLLliKIVsAcmWojqLE/vFw3oZlfyGP+Wcsn6qtrJprUSNrgJ+7d+/2er2HDx8eHR0hC1dzawljMknf83bkulIMkUwS3FKKI1yXzElQTNdUqVO1gRccwmnyOUVRoN8EympTSpB8cLMURXF8fJxl2e3btxtyfp5KBxXSvuoGpbgiTOeaYw3p4YF0Pz8/R5pgXPIOE+lRkoFb5nKKFO5E/xXiQyS0wZEPsh4MBkiGe/bsGXZ2d3d3PB6jFnl9fX1vbw8tqWF1oIsWMkNhECtFenED6D/5JemhtJ6tWDFYOPC3qjjQlaxtnzPTDosABuB76SCipIuWtM9fkZByNpxKdqkYDlV/KGVqMtCytrZ2/fr1brc7nU6fP3+OTn0oOVVqIBcpXyazS5QQy2oWlHp7VB5EcRirznXVPAjyOl7kBHqpXOHb4Rb01pTBOQePITgWxY0qsPU5oRrgS6KsnUSduc4qh0rz+rMZBP6JKATIBa4zCBfYps45kA5UvBPh6qp1HTA9Ec5D4XKe5zs7O1h8FJetrq5+9NFHQE3Imu52u71e7+zsDIWdsCXm8zliasHaazO7WGnDSZvAJDabt0oG1niQiL04FXR5VZ2WEmUr7fxmTQT2otJrRpQuPh/4oq9bbVO9WJ++el4YmRtO8atXrx4eHpZl+fz582fPnmHDyCocTZTqhCSXE9OCOmdhXb+VU1UYRIso10iwplXVP1hTILqsURw4wMQN6we6WCwQw0ZCwc7ODpLvk/S2qNF3bsdT86Ve8FiS1izRqhljjMiw8AaW4MF0YrSAxGn/0F1WWhESSZ/TSeZkRLgAVI7EuyzLcHTkwcHBxx9/jNo0VPrjc8NaqA+Hw83NTbIrRAClLBxBzmStEg+hqS41eSDZ0TXYVgJv8LbSj/7QWduiXKqFqP1AaQTYpNvCKpKV5MhjOfWm0pkTea/YWmkICT/Xr19fXV0dDAZI9VGywAcGfb1YFE7kLp5PtVVI94EaddbomCSlZE1S05fyvTUOJPzLrZEgUH6wZGy0dUB2cZZl9N+R2nSf1OGr7FoblU6cTAuJvrq6ih7leZ4jTZ8hXm+tGTjT0jo1cLmIrPSeEALQRZZlvV5vsVigbA1J0SDEbrfLbqR7e3sgLEx8e3v7+fPnk8nEe4/uQIiBoANSXm3PRnFO6Mtt4iwIBbnIZCcmey9LZK4qwT15Eh7hlBIbVCqQ5uKrw51iMcaYL+xkTNJZKSFh7qXayvgSte1wESLNk0RAnqmxULAcrxrFkF8pHUki3uwnJ4ZKkPBwadHEGrkH8bGQi3gDx0NJgApxHOO+tra2sbGBahIAYm+HN4YlD9UyuTvB93rVvomSIRPMz4Osfc1ucGLSYcu5TaUdgQMKyCyqzXuiJVfDWkD7oKOjI9A3DipOKaHDJN4+HA6fPXu2YgewghVRT0y9V8jZM0Bl0ZJNyAO69TVZwH3M7Ch5Np90YhA7QXTeSrqwBWpQwekJPEYBj5ujndBKWRnNe8bty/VNJEo1UzhuAiGMYHt7e2trqyzLo6Ojp0+fAsM1rJGliltKJrgpcY+TaDaen1ebsJIsqF4zyezjVFUIcV2UNIMEOpKV+XIbMKTV1dXNzU105rp69SoWGk/IsgwFWZCX2GbNLVGuI00riuWriQ28+HxJ1tESJRji5abQu0JZrh4VZ6K3lAwLCjzihH6/D48FvofpCXMW6AsNsPAQ+NGR6pdl2fb2Nor6aayDEEFkBPrqXuTgnWhsJx4RkgRFMBiAuq40RzCXC07Yhh1RTmlI4navkrnEMrS4yFQOkWD9t464tMxNPBFsis/tdnt3dxfI9eTkBD0F9PV8WmkRAGUJJ6iA33hBfiqtSV5ebGiK2Exqd8hsTvQvf6LbwHGC1lH0vbKysrW11ev1UCTuvYfTAyUNNXjDz05Eu+ooJwF5bmESc5C7EsW9S0jTaDTQpYdxLhYGRPP/LFM/v8F4ohjKkPe59WFGoBdZDxQKpWU0ohQTxTSoG4acppqF3IXAol1U21ZdKy4gB59bGzUk/HkLDDtrW81JETdmViaOxyocCuJcIYQhc+qjomT4e7hBuWdcfe4WSYqJaM7Q//b2dpZl6GjCrMBlxUeYgXGXkv8UqlEPbEMp6RxuSQk6UV7Lq+wl3S1UHbtO8t5KOfEJwS9kie3u7iLClWUZROB8Pj8/P9/a2srz/OTkBIBBB8APyl2u2naX++cFCegeZJaJCNxfWP8pOKAwC838KaTBI9cHf3JVd5MzpBTNzn78+PH29nayvFRnzisohBDC2toa3oWOKThiAw6os7MzesMAXYh/YtX9wAmqKIxVkwk/7/f76H3kq+ezOEMyUa6GdVz2VaxLX0I0Q5lL4SS6RcHHcSbWBDsBst5QhK8a4+SEVqt17do14MUnT56ggWEmqXnkP/q8k11Kx1n1PDL6TxRALw+P8pKTyaTUOgks4Qb4aoFBbs1U0IQdDj6cqoIg6OnpKTJY0arEe3/r1q2trS147mpSX0fCi5I4ySluNRXEPQZ6DNbtxwnYo8hXjgpS3UfaghlAacfVwANBxyGETqfz/PlzRLvgTgGyguiF2Y2js3HkHmyDVquF3nVMMcIaotNEZnmsnJTiHC8nwamColpD5qmSBCk1VutLucih6uUkpuV2KwlFcRIQ21PEv3Bj6QvwiFjNY+PjGo3G1tYWmt6cnp4Oh0MVZroENY2jBK2UqmzGmSgleQltBOlxq2TkBVOWEvlz1SsJ6IJXZHd3F/F8tLtCggDanTvn0JL69PS01WrduXOnYYc4LJN7jQcUhHB4aQkpldWem9xCzCKTOEwQe52ebwJlPpkSB63gvPcI1sJumc/njx8/xniQuosOdnTsAiCBMQC9QKAxRoRHUEwDgY1viqKAUafgM1sK5HPHgXOAmkqLXnOVSCpJQsWqUnxVizpRFEHykUhFtKYUAlGIJJwRtsymXjJUa5Cj2+0eHByklIbDIY50preV99BXSILg3JRb+DpOm3RMFqJ0V87Ofk7xRBILROUfF4taEu6dVqsFnH3z5s3r16+vra0NBoNPP/0Ujv+UEmYHDYtsGcowXRy/dPQGv1SRxpGQ4inj8Vcm9iGrp7DidJSeFNZ/Mi11UU4GAIglCmssBTpDVy9wCP0tmDugBdgJflhnWSFEnmdnZ9AYOKIBLX7RyMhL8aGv+iRqYyN5ZJbQVhMi0Q71UWLlOqtK4f1krSC5ldFcUt7saa42dTJp46VXm+OrCXKVr9ChnU4nxjgcDpE+TolC5xeNKpARRXImqaCFFX84EfNBvJlB7F3lKyfFayoalSWU9Cn1yVRBim+AIBEGcs5dXl62Wq0bN26gkA0zWl9fRx81JEU70Tl8Pj8rQ7pqlYLyRu37JMduz+1cVB76RLcjbS1lPxVsuDIJXNJwhCqAuoMbp9lsnp6eAgpm1i0HT+Zpa0h8YP6M9x6nuqOuAKARc0HTuJ2dHW4fqQ1cx+mrCyuaAwNqhKlsNd8JCIkkUSPOzMLzoZoUQ/VYVlP0FFK+TBlXNsisvZZyhXOu3W7j0K7ZbPbs2TNANxqX5IEggS2lEgQBgtWFUXxSOQbzi9UMzZoY4D8pDjmG2oS9wNBSKvdjjHgR3BE4lgu5vgh8ghzPz8/H4/Hu7u7t27cPDw+XyT1W3Z1OItCKwXRtuT2F5TzTBk12aDEELc/XQCiXWBk/dAalKOEYEo5SGq+bCL4C3SB6muc5OmGFEJiXj4eD5uD/mduByt4qIafTKc697Ha7CIp579vt9mQywalKZEiVOyRBPGphXSpQI0X2Jkpp2Nn0yfChSh+Ff6p2UjXhR+EZd4EoOqe9rFsbq340AtPd3d3d3V3v/dHR0WAwiOLL85JWTdmcWUUCJ6Z0qe78JKDICy6iyyyIhxH8o8/xpuzITkFqZcg8hdV3ezsxDu7ts7Oz27dv486zs7OLi4vj42MI3WvXrnnvUdGPDBZdFgrdKMYxjTOdbBI4CypHqIuUDXMT7kWIWOThIe0Mp2AUdtIeohPcZsVUHBgpiVLJW1M3JMnhiLGNjQ2kzSWLQjizDuGSAmKBYYB1CBYLQ/Y7hsS5HB4eIgeboscLpiDn0wWCOru5neUcrD6OPncvxpUKeF3VGu4lIKQ7x4tPSRVyrruleoTDpZGwsrKyt7fXaDQQLLy4uHBVMOAlCMVBKBHou5MgkyThCZXTFKWuWnrC13F1ovUaiuI5qb0iSpouqBD5YZPJBIo7hIA6nuPjYySBee8fPXqExEwcS0wgl6yZEhhPy8OpmsBmtTFDDLNHw2Qy6ff7OEkAghaHbqBJKD6U1kQNPEPrE9UttCOT+Kw5TX4A1MFocfwUj7NHLmOj0YA2iDEiQ4GaEPlRiJSx1IbPBxLGq2EvXbt2DYfYBknoomqiYKIQzK3fW27NuTALZHTDJVBKdIxPU0nvBcVEqY/hjgTreUzgkFLKwco10lQCJWhma9ijo6Pj42MYiLw/iLuKGeqlxd5C1ZImpypjqMrmTHhRA/I5TuBZWEo5TBY34Z1QtSAyXGh8i3MuPvjgg16vB0x8fn6+u7u7tbV1cXGxsbERQkAPdxRMOmkIWZYlXEbD4TClhHByZkkymdRVcaZlWV5cXLAlMFpkn5yc4Gmz2ez8/BzeBcIYekuwCGz2Bo0xt6b+zEQk5vbVqDBABX51cXGBwk7cnGUZuouiNAxs6ZzTvtxQDpubm2ioSEHDg89wzyeffHJ8fPzmm2/SZNLdVPxNUMCnQZlAzYIl4HhdWOt5JXr+lppEd1/RgYLnJBA0LZ8T7My9WpO7WZbBU47Q76J6IhjfFC1tS/m7rOb2eEPkNVzISBnXSEUaCV0VYhAbncpumUk4x2C+Akrofr+/WCzOz8+dc9Pp9MmTJxCHZ2dnV69e3draevz4MWw7EA1L5iFEwTzn5+dgv8FggD6QaJ+miSHRWmullHgEzmKxOD09PTs7Oz4+hsineCZNU4VS3HgzUqFM8AF3UgpQXlA6UgF6iyUD0aFRClJUnKQP0bmZzGGP4KD3Hif6qIRK1WZN6qajuCFFqWTkX1X4MiO9Ya3YVRTSBNLZLRuNzkKrXhyDmVSf4kMlp8WLia1qzjnXbDavXLmCAz0pvahuvLWkLK3FIhEIRTv3D4xLyE7O4XOYwET7QddOt9lX063Lauo/N8BLkFz3DI2/NzY2IGYuLi6ePn0KN9/z588PDw+vXLny7NkzuF9y628O1DQejy8uLhAIB0ACNSMrBMICzX25mBjDeDw+Pz8/Pj4G1eIYTHTsgb1LH38y3zxWA9IxWdpwsjQhaIDlBec0mW/DFQNev3//fqfTabfbIDLWN/I4GWAwVpYR92tXLJXlJHSgg5orRemKTh7iZIpIOrv0h0o2SN1T4g5SPq74hTzpxKwlfb4Qu/qaUI1Y6S87nc7W1laWZdCPqi6SOTEp0ZXOnGilKJ0LaAkFCS3pDd573AMsmMTCozin7KHows4VdqyQihnlapWLiHHGGI+Pj0FJvV6Pdf3IEkVORJ7nBwcH8P8CMePI3sVigeZfCzt3GofExBjhEqEahG5Bi2zk4cAA4D9Li9ogBxP+eGfxI6gOFOiUkgrKBSyrXUaS2Mc6fRIcqljX1tb4loUduxRCODk5QRcMmMhKYYgkFHI8XLCyUmQZjcdjJN5xqVVU0/L0liCoUphXMu8CCQYLRfLL7KLGo++RKDQZViylmIYa4yUEItGr1uYQ4e2azWZA/87wSapCbUqdKAkLyY4kAGfTWi0la9dLGZcXh67SK4RQLv2LVAbAX+HF4eANki0vqxOjBe2dcYiicw4J3uPx+NNPP0U3uOl0ure3573vdDpQGr1eD1EkGEWDwQDJ9IzgAo+CeUgE5G0ckXR6egqfOl43l6MdsVYQzyrm0b3CW7wp2VFZFDGhmm1aVt3BrtpeAAKY3cb5w7kdCUUIh6JQ3IZDO7GJWE+YOsmauaObKkal8KYm1EmvSXwVTsL5pSTRAIDBJUBWVwNP9YC3mFIux3zpYLwgncrxMFQTKim9941Go9frhRBwho9iCbKp8gAhl5M27YpPonh7Skm9DtWjN5TLlWFUomTWK1ifRjXnq0DOVVsbQb3MZrOLiwv6GSBgTk5OdnZ2gItw/COqRmA4tuyC7XtycoLq4WRlGYvFYjgc5nmOIhJSZFEU5+fn5+fnz549Ozk5wZH3wCfIwEF+2Nra2te//vW7d+82Gg1w19nZGY5RQ5JcsjbuzgrSSS4g01RFoSR9yqxomfFYBO/9YDC4vLxst9tZlsEBihoAGlewy1fs1HgKu7IsoSST4bQQAlQKKYR6W2mUu1lWk5covCj4WSBB0RakjEkZW7lIrSDqriihG4euEMRJCuySGK9ojZ9SwgGD0brPuSrYovyuQbFMTqfx4nFKYic5qw3nXlJ/obsLoT/ZgO8lTZPIyITEQtQzVC9c98lkAosQlH39+nWIQGxqURSozYUDAIEeEBBocXd3F98jehVC2NnZwQDwWEyhtP4/i8Xi5OTk6dOnp6ensHZya2V+fn7e7/dv3rz5S7/0SxcXF3/0R3+EpIx+vx8sVxTrj+aN4AFfDcOnajsW0oSTwAWXGjdDviIlDtIdyLAsS3iKVY4iWpwkzzdZuVxKaW9vD0YFGICr7cUGgOOf4hmD8ZIrUMrxAlSb5D2ORKW+SneOllSuGsZLxWYIoQKBuF5JYKJzDnVSZVnyEGZXtU74aCVcOqfJG6Fqy6qpQM1At2ywluWEa1QyCor481JcwirydSEokDjrZKYkWrmgsy8QCMQYmkHg5NPM0h5hIA6Hw5/97GfT6fT111+/c+cOTj0bDAYnJyeIrF2/fl2ZGSMcDoej0Wg0Gg0GA2B9jmc+n+/s7Lz55puff/750dHRwcHBP/yH/3A0Gv3bf/tvh8MhGA939vv9ra2tzc1NAANIuFar5a3NP/RYbh3mvEBtb+2VaNSiRS64CAcroQejt8Op8E2ynsHI0agtMviw1WqxdI6iUDdaxSW3w1d9XNwXQjgFM8kCvao0SBKaBEUDQIEABwA+f9nb8aVSsIpj0BPKRJD+APzjBcOFpYC/YqFkaVLMLlQ9GCR6F8SNVUrukKvW2ura0duj/FBTZV4gkw6bb6RaxF+n02m/32+326B4kAhKYGGL46gsLPRPfvKTGOO3vvWtjz/++Pvf//7nn38OMLOxsdFqtd59992iKHDmV26NfllGyJgOMv7hMup0Ojdv3vz0009ns9m//Jf/cjQavfvuux999BEK2NGyjpDp/PwcLixo5sxyOXu93mAwwKszScWjZykZZMVx3xAxaBYNVYb0T1XFeAjUFNreBMtKhBbC5uKgNPguCfHVYVgTPSRiunQLOzFpWaJ5ybQjOuJ0lNAxa3iiSFek0mA+QzwnV+ZQKsSVZdna2trm5qazIiB65TgUqtpk3cJ8FZYh9S+JeU1GVHkcJNODGpCmjFtqSlfKqZqxGsjjkHQuiv69+Mh4GBEW9OnTp9vb23C2zGaz3d1dMANaprEf+tOnT588efJrv/Zr//N//s//+3//7/r6+j/7Z//sb//2b//X//pfa2trt2/f7nQ6T5482dvb293ddRYipblSWhO/sixhKvR6vZ2dndFodHR09Nu//dtvvPHG6enp//7f//v999+H6Y975vM5IlaFnfSGHFXU+25ubuLLdrtdE40q5vD2s7MzrE+73UYHUqLNwlKUubzqqOA+0gEFRQEVxF9lkpNXk3pkDzwZGpidGwsrqyd1celIV6mKVlSZJHPMgNAzqbOhcPdWgJFzNCo78TiYU/A8IBLO0g0V1V58+bgfypT5HrVxO3P38nOy+ib+k8uUS/2bE2+pwiHq9yhxQSdAUOW98gO0dmZnV2VZtru7WxTF6elpSgkJLSmlxWKB76EEvPeTyeSHP/xhr9f70Y9+9L3vfe/mzZvgmQcPHoD47t27BwJlT6FkRb34HlKci7y1tXXnzh2I3n/yT/7J/v7++fn51atXv/Od72RZ9umnn+Z5fu3aNRxg8fz584cPH2LBe70eKl3yPG+32yjj6na7OIhNdXKwyHRp2V9ECGgHRhvDCdjgmnux+ijLnPkh8jzvdrtoLEkNo4qdRKm/InFD24CrgejINtTz/C3VO1zAygZkGxCDnnpYU/4vWYIsqx9ImiBo1EDUDAAvZ7irQQMkDZcIBYminWSog8okiZeAQoIUzyVz1UvHmUSf4glqS9By4k5wjyFy2A9rsVhAds5ms6Ojo06ngyzfzc3NJ0+eTCaT/f19Rk9jjB999FGr1fqn//Sf/umf/ul3v/vdJ0+eoFcSek7t7u7u7e0BEIORptMpbG5uKhig1+t1Op1r16599atf3djY6PV6zjk0r/2t3/qtfr8POxW+ILSfwRqenJyA7hGdPTk5AYMRdtL5xnXDgmeWi5bECuJ6MqqI4UHSR0lx5QesOXoKIfDHt+gbdXMha+C8IuEGSa8iKXurZA9VmyFKVIv2AKmCKVs1/vdV3PWCdFXuOkFpzvyPOAMLfj3lTqZe8KELa97ENGnKiSQZ/84CKIg4gu9zOQ4MZEGG4UopxVOkoXkJ8xapEDLLw/GC8ZTPKXiAaoIlSwIZw5hDh02UiaBeHocrOgMGZ2dnKBYLIRwdHW1vb/d6PaTBoMfO5uZmbj3EAa/hU6LSg36AhQ0Mc+XKlXa7jbyMzz77DIECOEwxo1arhVMtkCuKtNDhcEg0BVCUzGtXWn1JDdbTNqVjZ/lPuTRVTtWL68nKUmeGmRKVcoKT1jhBXHPYdNhX3s6EpaYKAra5cSQ8fV2QnA4yG/9KilI6zylf9Q9OwAbOSoHqhDuP+SdcFIwbZIrSIV8NPTCpkMMiQfMenQbGkEmRUU0S4CEIu2RZNh6PYeQ5QXE6l1gNcXDhsJpQprgHRt7h4eGzZ8+IK+DZQCEfRrW3t9fv91977bWvf/3ri8Xii1/84r/+1/96NpshCxKVoszZzrIM4h/UjI6cpdWqY3kRXUawEw2X2HUGrh6g5NPTU5y+AwZASUq3293d3S2tihK2NQ7kVDkdxZVMFVTbcd2OVquFs06chPNJTBQlCNg1rJlkECdsEszJt4QlFxCcS8E6j9AwiOJgpJwlwnlBwXLiKAALM4i8BHN1dlGunE/nApHOsKBIa2H9RFFtOMM1TVWnPhiGnofCzqaMkrTjDeER0ydrtMThApyUZYkwLS6KeQr7zNq2IZksLbWDzKrdU8gAmZ2EjtlNJpOjo6ONjY3Ly0ukeW5vb8Opsr29jbOxIBe/8IUvfPe73/2N3/iNvb09lSjI2h8Oh8+fP/fev/XWW/DGwB6A95NJ+ck86N7709NTcNpkMvnZz34GewN76QTIZlnW7/dx3HJRFEhYYvYBZsHSFqVmrhgBhltKWiGxJnPzg4tqAsVV8ef6+rq3IzMy6XigRO+rFrCqZaxAjBHi1VujJERmSNmkUioxJd1kNi4KjlluhQg678GTMaMXiTZRXEJUOvqCZrPpnEN1Um29lCLJOdFcVOhZR4extzJN0CjtTmK4hZ1QG80LoVEPcjzeGK3p++npKdPUGnb6SIyRy6d7RlxYY3UvjTDwoqOjoydPnpRlub29DZfiYDDo9XoAb977J0+ebG1t3bt3j4ZQo9FAJvNnn332/PnzVqv19a9//fDwMLMMRATL6MfM7ZQUXNPp9OLiYmdnB2cxAfGDCfFf+CjH4/FgMGi32zjDeH9/HzU92DJ4q6LZgpxmIaX3KhdU9i/vKcJwXow93smfQw/DN0Ciz6q1LBTDVFBMIqL8gqsQdA+257YmsbmdoCYdElcgt+ZryUoFY/ViDAoy+mW4mKKdYtJZDhYsJCTrkqU4OKI0Mhl4C/A0SizMGaYEe+RyWEYpB7gSu8dqU0SqPycVw9xseGwRx0FiAoYaxNmqYsAZWNJca7xoOp0+fvwYHpUsy5AFiKJhzO758+f9fv9b3/oWH47+kEDt8/l8a2vrnXfewYFR4Drg9VJytvlSjAG4hSh/e3v72rVrMUbgn5OTE2RhwVGDI7pgnmH80F3JznJMVqnHHSEcWobmSSAov6c4g2DmM51AF2zZcDiEyaRTy6r9wCloknWrDZatwBhREoPYi2ePXEQkE6ztbBJTwRkq4T9J8UX1hLiF9NSonP+VSYEL6RUHKWsyXbT6FeJy5QQOl7If786kowGDI4UdsOels6QzHxFVE//LhVAfH/e4sAMMkVyAFC6GEUj3xD+cdW7HzHA6RVEgkROaHaFAprgdHBzs7Ox0u12A8mfPnvX7/WfPnk2n093d3Xv37l27dg3GCVcMqc7JzkJdLBYNO+qHAiKKnxT8vL6+vrGx4Zy7ceOGlkoClbGUdnV19cmTJ2tra/gnkmcgfbDZ3MFC2us6QTI12U9x6y2MwwVXHsBinp6ezmazTqcD/5Xm/+nza0BIpRi3DysD9M/nL8t4XMozuId1Mw3p780nE1wUVlvn0Rkumq/Qi7HozMLIrUEIcbxKCwppHQ1lQFlN3yfPUJzoA2t4riY2VDJFSUMiJolyCEJW7SFMBtCopDcPjPqnnSlApqSPx2OU/wNpQOjCa44Vbzabh4eHKysr165dQ8ekrHqyoLfCSCx6JvX7zsA9zGJYwKPRCMsOZJ/ZibHYCAADwO7BYJBZF1iIKhTRA3lS5/DSNF738y+Fjt5O1yIuqO0IBo+RP3v2bGtr64033mD7Tmf4h2onSBIbdTiie3BnsS6C4j+KIYs8IiYFRTGI8XxE1uHUTlZHSigerYMYR/ViKFTNxExeImoYVhTHk0KRJCZpthR81qd5yYRT6k+SDVJauqIScbQDAcgeSfz6Sk8cZGGnp+AqxR1OJgdB53KYDW5GJR7eApdlsOALeoF4610Fr0Wz2Tw4OFB2JbZRCwyCBlZKkoxxZ7ZHZjF8ZynQlJeYIB2g3gpTYL4nS0VGWTp7SVAAYTWCnFiRlpKmlLi5thyeCikVIqoKyrJE27mbN28ie5LUgkeh8AgwXfVJWZbwa0WzTWkNkk+c+eWRg5jZ4V+Q6FztaO1QvXVUKCwlkduhI89za/pJwnLm48fWQvWr+KcyoiOPq5ZbA2svBS4UACRH8qurqrYkHiveQx4gHeijCHPJRQgJgQKi2SdMplVCVwrwkltKscq/FkWBBOZer9fr9TIr5YYHU50etdkF8Ql6q0umF5xAiGQKD0FRFGjc4KSiV5c0t6If59zcmiIy5YSdJoh9aQ5xyiQ+Ply/VyrJJLalFF/jB04ftUFf/OIXkRmha+vFa8c1gXjGmXy5tZvm6pH0wT8wcBHi5TA4gGARAzgtoyRUcxc4X8+wKW322uqklKjrk1Qhemmzw+xzbjD/qouiVJuqajQJtvHmQ6Abi8tBcaI+YHxfyAlTIK8YI/J7neSB6bJiD3Jrc0lb3JtbhpqkLEsIVETpuZSkeNoGKs5VNXGhcOgYY3yAJfxVlJ7PpVU1gIiJZxhZn81m8AtR1MF97KzshtC/LEsoMVWPSvc1PVDjCjjWKBr0r3oxUwOENJ1Oj4+Pde9UCkBwqLN7YTXNhTXRUODnl5KfoS35J4UVuELVAfXKMb8Yua+6h/mg0orr4FdWlqqhLr6gZkZrBJeUgW9owVAlqb2vnO2qmFWJhtYqvgSF4QBD1HZESwkEjfIh3pL8CGa8NSdT+O7lQArknyFlUudLKcLdddVW4EmS16keKZUJ63EomLNzF5F0iKPY8dlZOp0zU6+0HuKFdAilmKDlB6ua2o8AlaCOi+yq0pQyla6/Gm/oD/F2OEPzPEdSkBN/kXpKSA+p2qWQj1IBF6WTX5CQMO3mUhLOnYhRqo4aOZEU8fyX+EeHQk6AiwphSLyJTiUvl0pWDoI4nrSiC63zJNHwZkZ/nDiL+BNeJC8gsbW1tTzPh8PheDxWq0ZxCJF6EDccXocAircEoWQOO4wEaOf4+PjGjRucuFtKoSV7KHmRT1R2wPKD3kdzHiRlJDPdiqKAT7OsdtOfWy9lSgd10eAqxVVdShBd4a4O271KD2SWULTsO/IChPBb9A+NMbZaLWRA+aXUAzJAks4RKh9JeEliFxxqlOB9MscMl5QD444oPNYJKp/nlAQcK/+cUoLUAURTp2es1qfXVl9HrzxH4w/jIMIjiydzK4FWFtYjMVZDDXTa8KWovo0xollDYYVgRDtkEl1NNi/AN5kdVV/I0ZTkzxjjYrFAtFU5UGnILUmazM7xVVhI3Y0Ut2DNeSDySdDo8wO8y8gJgQ1zNzTqAvBDi7+UbnmlZI9jwDUNoNKa4i/LMvhn/BLc1yuJn/DKlSu1vGhuN5lQJR0QEb+vSWRuOmmMArGUkgBlANKb0kyNt7316M11I/Vu0pm3JmSFtJ501Sh0lAgAzUeqlNp6RXHC6Hv5IUrMQofO2+hE86Zn4HsGUq+dOKtvV8VF2cBsPORpwpWuEpSSiTPVTVUCIg2pyAEzwzpXg1KXcT6fo8tQp9MpLI+VOwqWKOQsYTrLQfekfj3mqBSPM1+ky1j7xpuagtqhNwZiaHkrVRAEcxx3Oh3UaqK2uLRAJF0LmWTmZlbwpF4HDh5Ch9A0SEAtmaMPo6Jk4Zm/5Lfa1pAHcjspJ6/NJ0gyoLdoHGUSd44UT6Xjl2wJZUdKIJUx/IY/TAbAahXQlAqlpKF78y3ANw8LFevInwSrIVYRgvmWclYN/1rYkSekHvgiKSzBY5lVhdfsQtKEzoWcQ+nFPWPnMwxsPB73+32c5UjuUiFHckdKaVmWSIkDPyDVdFE9Yiwt6f2axHEi1IN5aUs7g5o0kET81zbXiY8EneRQQ6uchnUG5tQnkEzxAZoNU8NvmduMi+VWXJ9YjTO4qlpWntHBUIbmaUl9lBIlAfQk2EqCqLzY2k461MLnwF1PpkmihA506MlsYg49SUpcWIrbK5jxFm5D+1g6yLj9gBZe7B7KHvpMGB1LAtOj5OepuYJyWKQucvq+Cv31e+fcwtqGYnFAr0xVWl9fR8NGzAJ18SjCpPSlzoHz59IuQD7wAzImaL24qjL3VSXsBcEvj5yCWTeldtX4IbMjNtAcEtbwK3/IpVDsHSwGj7moyQG5jm1F0IZTI4HRiaczTRZ0c9KOzhnuIhp80Rx32bjkB2wM5ZbStBdzmzcX0qiV0QNyixcbRV/E5Q5LF4ZOiq9tW1mWgC7kFogQfQWXG4NBHDFYVhYUIufF9VXTiiSCnGQV6ryS1KY5kwj65YVdSN7msgDCMekfp7UiFTnY2YlzOzSgtNZo4CK0WASCwjbRUVvbR+WBV5Kms07l6sBZZp7aFaTW/uDg4OrVqyt2mKzyIUUJHWtcYRJMtEyQVMVjuFRsE+IGq21PKWkfRS+etyDewihhqxcMoIiT33JKSaKqiklIGV4MDgqPKKlICsVqq+ZN7epCv1BMFi2HgCf1ewscKrmz/KCUI3dUwpEgMBiIf5JgFMeITsdVa6DwX+Qzb25uZhLzjuLAhW+Oo6UX/+LiAh12kdrJjOVombAA8ZeXl6enpxsbG0iNpvinRcsIV1mWyAxVS4A1tU7gmRfwUxPM+iU1qq6SGnJYq1ySNPM873a7g8EgpbSxsXHlyhXEqmpvDBIGVd+GDiPZ4SDcLPwQD6SdoIKM4j9Ue8KRJ5PUAdMRQvrEDZVzzynRg3Rlwbsp5HRBdW7OuYYdZ+DNbkvmplymrRpB66IAyZBks+opQxwD2ECDfEl8gspyKsN81dfGqybLOULeCYbJ8/zk5OT27dvUOTXBQQqmhY1uGs+fPz8+PkYfXPipgjlYcQ8gDRLdBoMBaqzIIcFS6EiRcKESNEM/sJ0Jd42SUik+iB3Pb2rMHKQwkt/gbFz0kMSaoLlLu92+deuWqlZubqy2vCczO1OSOk6lk1Q9+IgatVzqk667rLzhqqaw8oAjllZ8okzJd2eSvIXLVy9nDuNoab1RHJ1kOJp9zAMppazMWX68UqeCkEx6j3pRHaRpL45U/pVLxr/qw0srv4iWfFozGKJEskh52H7Mgk/GDcgJGwwGOIqUqQ1nZ2dPnjw5OjpC3iiCKlhhno6BsC5kPNqPIlTnnMMxRIz74JmIDUNq0hNKoskktu2qMNW/CtLwhxSFmbR/4xYXRcEYS2bt5tvt9p07d5CLSvFPMkgS6OSyc+Mo1LGSKBLisquaJS9xHVSVcY6qzbBfywBE55hTw6Zq+bCqdS5ZED8uR+YtOs3bMjtoZJmgS4v4ltVwcqx6+jncQhqYRQsJcWBcXExYgQ0fW1sm6pzC2lnisUCQ2tFSGaCUVLzz83OEqHRx8cCLi4sHDx48f/784OAAUAFlkM+fP39qFyq5kkT3MjsVDwgYKB8mAcwAilX6JWE0gwFKy30gGelKcst1+2vfOPFFOpHEFKIqLIhSYJju7+8fHBygGxyFgkpJfa9K6yCOUX7JHrK04gopnfGW36Yy3omGJ8fW4F9t7mTvAm1RanckSXJWkU9OSNWyNK4glmBhvZ1xKYNRPfkqmiotqk/hwZyQYL22vaB5tTTKamZEWe05R3b1Bpk4El0O3IzuVMh7rYEuCqSU0mAwmE6nzHoPFruZz+f9fv/+/fug4LIskbmJ8/aePHny/PlziE+6LPM8R6E9rRfAP2wzXD2gBrgX8T3LYpgdpK7VIAcBUh9y42p0wM9RzmcI1j8dVEg5jYFldjo8DktH+95cmvUGaWxDIuFfmXhSE1Lee8xxIT3nvKW7Z9bigBCX0p20VNg5PQQLfEWNtqOkHuYKJFSEe0vTC+Y2qjlAQzX71zkHd1W01GX6Gd2SNCJJ+aoXLEnPEl27mrbxBhwL6fsQpFe4kzycGktjD5IZMJR83hrkM8OMSgnEwceiOhTdgr3Usl1eXvb7/fl8fufOHeQtw059/vz5gwcP0Go8xshVxdlyzjk4jr33yGXCMiaDiGjUU1q/eJq5pPVo1r9KKG5zFEO/Jul0+7wVVNDYUBMupYQe2s451H+hdBPVm+QTJSTSUpQ0dWozvlrnou7XVA1dl0sRyRoXqWEAgiEYIwWWkg8L6o88HyCzoB2Hm1leAOWrCoxgDW1UxC4PiANVq4C6KYkZTXDPetAgfhgveI65hKXF0TgkLxY2hXcpdQuxemgAhwQ4G2McDocXFxdJTpOPdiZcsKatcGhyYBQnwC3b29sAxBjq/v7+4eHh559/ztbqPI4AuQxwYaEtAv6LpFGGKmnlg70Jk0pLcyAsJlVhXoXlwTsxk1QDKCUlgS5O9CqZB0djpZTW1tbQ7gUNJEvrK1MTXgpEa5KYgAo3M+jJweBS734h/T6SZAO4qsuRtJcE4AVxHHHL6gygvJtZvJaAj8IyShaHE2OUXMV15PqG6rnh+sFVIYqzk1I5/2Q1XxSHyvpZtcKd80xS+KJLr6NScUU9APFPvMGZFtWM/JTS2dmZvoWMmuf5lStXEATF6j19+jSl9NZbb33hC1948ODBz372M5wIhuPoSHPgQISQ2LAfSKmwFrbIXY1mRDJCzFpHzAI6sFzqh+WrWJcE58REdqKro7gcqCW89+12++rVqzROyJzOAKHubKz6LTikJAYh0jei2Jw1EUZBxr1zAufIEoSCTvyKXqoCOQslg7ysprny0fTicWWDeDxLObqUbEBOVfWXxAfn5XJyqpdyhSIcL1FGvXR1eDnzjToxTrzkRCyLoppyo0z11YCGciw29ezsrJQCq4Wdcb2xsbGxsQHRjjOIPv/8czYHcM596Utf6vV6n3zyCU6aYtTCmVKFJxGZp1BHWZahORfqg7ERAEI1ny/3wttZlLpQNfGvuqJ2KYXpWrHQAgelcX3oPdOlprJNop+5WeRP6k9XxSq8gdkTOsIa/OZnGm+4Cmnpxber19XxmNQoeUjOtEa0kjPOkHB8mWozyXwO1UNvdAO8KVz1cPFPSYCaQiAMhi/yZtEy8Kl/qjFzFFuZLMHxY7S8h6lEWKxorVm4KzCHCIGS6R/IM+SB4aCAo6Ojzz///OTkBHnacI/ieDXvPSqN8ORgrayw2c1mkzltpfmO0QJsPB7jhJhoFymAnmjAKhKTE61Laq7JQlfVD0nybXFpGB7liCqVgti7JHpKHLUBSvOf1sQ25Y6KXWVaJ4DCV5UDdzmKg1UJL4mPkUzLcebqfqkxGZaysMOZl2ebWSobfgLFTe9eEiWlw3VLCk43oLYxFCFJagwIdQopdeXy1R5FaRGt9h99PpwI+GjNVgvrIqGihQ+kIEAuGmrluJpgxYcPH6Kw/ezsDGGp4XDovUdLH+jl0vLwnElWRnZjjMx4iWbd4p7ZbNZut6FnVldXwUulnPjiTIkhKZBGURS3mxPhpfuuJLJMQNhWPAFnJTrn4J0jG+hee0H/odq3OIhTldIwGayni5PYQZ8czcCl7iVtENP7pbiHfuCsSZ8vq5+UB/h7+Np8tUOtt9JbZQAYbU5yGBWIq/jnZHSZSHMwcJ3EL7lAnLk3xKJMRUKnHPICb5xgGEWT+ADHC4iMvyVHceG4tcjnYdZ7MmX96aefomcb0pOceYfQEgteTgZ0WYgDaxWriiJ3OEYLqex2zuGQVnzJjGWFzowQOQGByxKxRhC6FNwmV1Xa4FsM7OrVq61WS52kXAT6bVTk1QjXVfM3Kbnpw1EgxJ9nUmobLWpJ6V5Yur4T2aqfX8nbeEulDj2YK52/hM8BDnJ0ydM5e7FcGdKjnytK/2cn4pOLFcWl5STxhrqltNQ6jpvBGm/ZAa6qxL3lfsytdX1WLYoDATlR9CpUyqX4ogoI+l6cc2dnZ7u7u8pUaCh9fHwMANPv96EonHOopIGZi9KiaH42ZwX7cztjC35YbATSKnFDjBExCmTg0KvLjaACDGZHZZbaHcX9RZnil9Q+pVINdidDent7ezs7OzWck6TGVdW18lsUr7QTWRbFynJV/U+yYfoauQt/RXAAV43n/ZKFo9NRbs9feTd5F1EYHAiXqm5EWgUMgaFLM+lJ+YQjpmrmRUVBm7i0BKQkHp7M8kY4zxrgS1VHAScZquYXn1lz+1JTl9Xz/7hh2C3Q4mKxePr06b1798g2pTX2GAwGeHsIAbTuvQdaQKdoHm7npeUOJ46x6ZazlSIcR97q6yF0YF5TG3BfgxVbaf3k8kXRoEIxhNDpdKIdILuwdka7u7tvvvkmzHQOmLSlBgAfpQvozL1OUYjn5HZ8Tm2bYP3DO4xvyOGUO0mQalZt+K7sp1cQ11YI4eXZDa4KfPGs+Xx+fHzc6XTgm9On81kg69xOuEdvWmJK5doQAnzGyvokVieSyYsu5g3Bgg+lBNcoijiRWM024TgX1iWllMKGwo7HA52xzjCT+LyrCjCsNQ7E5moEy2UPIeAYZ7oyGVbDAVMwoJO13ifhkkZBSWAq/hwP96ZXd3d3AcQxL7hcKZKinVRSFAWGlKo404kVyA+6C41GY3t7++zsbGtr6+bNm3BAtdvt2Wym0SESWY0wXLW2PVj/RjIY48FYImcGANzBiLqAz5lcTbGlvOqkEa/yG2fEHSRT0caDBKxoLrcEb+bzOXQ9yShYJnMmaahggGwpeyKIu4oSgoNWI0FHjHugT/TLIMnfer8TA4B6gxyYpM6Yc+QTKPVhoRKLc1RKNyosLi4uzs/PsTJOKmyKokCDdZAmwmrJhDr2GGdiYyXZeEt3hcC3tMyChbXyQ+nPfD5nHa0WAWORiZhBRmwIp9JERRgv7lRZlsh0cM698cYbt27dCiGcnp4eHR0xG4L6U0lItRCfGcRJyDGEEBD2ZmY4cFRmp53jZBYe4UPNXEgBk0rAZfNDJ+XltFJ+U5blywKCUHUwcb3mdkQzFpfUhhVv2IloNamQRJlQ3qg9lEliArUSv6Q3o7Cs4yjGezSPBydJTFnTHkQUqp31IeQQJB1w+WiI86VeiuWxJcPhcGtri9Nst9vtdhvdeY+Pj3mkc7IWWhgDisIgsOnkCdaUd7FYsMssURkyf7j48/n84uICvqzCTgqjcKEIKKTS4+ddSZQnqdZ7P5vN3nvvvfX19du3b8MOIfrVUEmSUk/qQyW4UhopOAHiFMY4dQHdh3igMvRAJn1QWPEM7UrLp7CKqyQK/+ddryT1nJSn8U4+1Fvfd6TmUpaQnhTBl3K+n5JgVs0RTxJ+1yWj8eDMiTS3c1+CxepLSffjZjiRRiTuaBHWILFJTo0RD0ImEjohhPJbTU1hkKPRaGGnTOd5vrGxcXh4iFNQnXPz+bzb7a6vryO7YW1trSiKs7MzkixGxTaaGA+lIF8XLV0ik7PES8s0IYQDx0It5NLtLy3h4CTYQG8glYNdWcYwGAy+853vgNX5W1gvQWoGUjXzyosLjnKH4skJJllZWel2u8H6JqHBBxKlMDsozOl0Cg8hz7whlFUSD1JrtcwSqosgmF623eJYazEU+CIwJsrIIAk8mAm0uToiGMtg/CizQNVC+iRTe3AC+J4uYQ5D/TnkvUzK6qkQaxMmoavE4lVaCzAnwUgKzkJ6QtKEAJ2dnp7ysSDQ9fV1nFKKozRef/11njJ/cHDQaDQePHhw//7958+fQ/5dXl6en58fHx+fn5+jJy7d7U5MFywd96jb7SIvjd7DxWLBjotZtexBV0xpooZVvMQHYWEnw0J/93d/N51O//k//+dcDXXEKYWlpYqW5WFwefE6HC2Mk2SbzSY+0+mSUkKd9GAwULMBARYOGH9iUh09dTow/UBRGEJ4eT4AcYjyjbd81PX19fX19bOzMwKeTEoWnSTxkQHorIWjKpNDEKizQjVTiFoVyfScMIeeBOm6amchZ8UDrmp50xggsFb+UT6JkqSFV2iBuXIOWif0+/3hcLi7u5ss0bfb7W5ubvb7/c3NzRs3bvzKr/wKrSPEfVdWVra3t/v9PpLnBoMB8t5w0hEbOqC+kXKEB5OBSnZ2dlqtVlE9gydJcN1bvhdl8yupgcuuOgHj4T1YyQcPHvz5n//5L/7iLyZrSfTKh7hqBzS9R9W4Gg/e+0ajgeMFWq0Wjnva3t7GMWdFUeD4V9r3ZPLJZMIngCeZRk4t5KpXtDxlsm4IIaeITaLdlJVTSpPJZGNjA1KNM6Q1rULaW+4e9gPxGhWfwXw4UbxAqk8oq8gqSn/ElJx5JseNxaVOT/oi5QcyQ1qqVcAuIuC/sJ5WfGa03GDswePHjzc3N4Mld3Q6nZ2dncvLy16vd+3atbt37zrRVyklwqHJZILDWCkdNjY2Znah+QeEOvgBoSgw0ubmJrJKEVxTIlBNWErhCGVeba/5Jf7b6XTYgFH/G2P80Y9+1Gw2e70el13Xlk8O1UAvSUJVAQfsrKwMCq3VanW7XbSYR2kYHEQQFuzxuIxQ+FhsE6KNNQ7U0TrBGi9C7hTDkEC8CR/QcWRjYwM3AAAECURzmThzJWj1zKgOIlKkAIO8LKo13U58ajQDQCLgVW3Qq9ylVOsFnnIPaAxAnxbV/ii8nygzmTMnt7ann3zyyfXr11EbgJHghNOU0sHBwebmZrSLghMMkFICpGw0Guvr62xsAacCEDAEf2GtOaPla4AxvPdw2lL0csWi9AdQ+lMEoqSADzgG3FcTw3jPdDr94Q9/+NWvfhUMzy2O4lHwdnEMNWGk26G3gXURSgLeY14T4VYtXBDsRL3SWhhRznoBJtxKvr20XsUvtpLcQ1FKF7gzaHF+fh5jBJw9Pz8nBTgLA3sBgtnSeRNcRLXegjjgyDk8KNOJYa2Kwkl1aZAsF+V1ZTYvNddcArUlamqR2BTWjgpR4iiVSYvF4rPPPnvrrbecdZVKFmFAwrC3GC02CTXv/X7//PwcaULPnj1DjaW3CBfdIzwdEH5PVpliTeA/jVXHFzUw5KXqByeXagB8g86kpJUajMaX/X7/gw8+ePvttxGC0CekpcuJeCYvcaiw6MDbUbwXpbVOglBe2NlcdJ2Bq0kVmZQ+lxZfj3aao+qfJIggSlu3l4VOURznpDbchKz0dru9sbHR7/edeELdqyIRSVzvfLGKqCTB9mi2LFicSIkS3QtiI5c60S3Q2t40OzegNkg+h7Pjo0qJPTtLUSQAIxEkse/piPjwww9xMrYzhY56APwXj42WV3t8fPz48WM0r14sFiwvhgfQOYf+vuwFgip7inkYCWgSGqULPuQZBSHIhSkVTrAyp09adM6hnyGZJFo+qYptbNnjx48bjcY3vvEN8AABrTPRTvGk3Fha8h/zZYD6FtYVHb5g8AM6okJbzmYzZBbycEFNIHeic/QK1eAGCYDbzek4ukFrF+cT7HiYi4uLzc3NjY2NYEW6oFfGBTn/JFmvvnpAr64+6Yks66yOAbIQN2fV44bISIRqupdY0xqPeVEC/JM+Kkn2EZUMHayUhf7n9LeZTCaffPIJUuS9lbaQ33A/zNzFYgGY22g0UFcJ+89JvjFVUGZnIiU7YI8GCXOHKAtd1ciBBmARQk3ecwrR0ooQwudfy2q3jholPXjwYGdn5/XXXydxU34nQRq+qhmc9aLUm0Fa/BOZfDKZBKtLHo/HSCWcy3FPnCYfrpJXI/pcGZ1IZWuSWJAq5/i4lNLl5eXx8fHW1tbW1haVC1ZNKZtda7x5FflY6hMSJXEFRBeYm1sOw38ymUAyUYRESX4s5TAlXz1A0lXNuyDxu5ppgX+iFrG09gqpajx5gRBQOJmlYXW7XSSB9nq9O3fuQO8RIVA0UA9gAfv9PsojJ5PJ5uYmxwwqZ29JsAGqYZApzQ12zhHh0DYAccQYUXEfzW3AYSh1xhibzSasXqX1JDWKr7xijD/96U9RFqw+Ym53EqPLmaL2YnGRjpm2ragbz6G9S09XYYWgySAuLvxkUT0MD3RVg14cTy7lDbkTIKhKMFXLQfr9/mKx2Nzc7Ha75+fnvBkaXBE/aVoXxTnH7N+yGibj27lbfBqeHC0SpOLEVZWaExVMFVlK0TD5MJcmc6UFKEII7XY7pTQYDABAvWTXuapIa9ihRkRN0+n0Jz/5Sbvd3tnZSWYoc3jRbH2EeLCL4GfoCogSRHwmkwlXBiOHMszs7CMaUWyDhdvwobTI8UKOZ1Y5xW/gayekpP0DGnol6VMyXl5efv/733/77bcRHaPmV9FZ8ygoACajumoGq6tmEEUz5RdyZFiUkGtpgVdvR4x6M3/xLuYULuSMU28p9/jTy+NBSRY1II5RHh0dDYdDlPzBDlaQ0Gq1oiSKKognJTXs5Moons1czrpSmqYWU34g9StVKaAi1Ca5q2AjksntcEgSVgiBmfoUmSoFVWaAXvHXhbUOPzs7++EPf/jNb34Th8MFCRHSUAPgwX/JZl5yrpydxEH8jdafyeKJ0dqjp5TmdmAz7iwsqY56OEp8kwwQ7TxJnDPpquWjcFUVUmbglwxofD+dTn/605++/fbbgHA1rMWlixKrCkvxnKIoGCyqMRufU9jxplQvzuQstURN7VCf5HKQMOei3qSAUyJJfDVhTNSBHTo/P9/b27t69erz58+ZwISfw33GHrpe8B+5vCgKoqZUNVIJhyiQeGHyNYs5mPdNt7CQSrSXCs68abp2Ol+yHAwvqohms6m1vBwq6NiZHkNuM+jm008/bTab3/zmN0Fb1FccPNYdcKvX69G5iUNiAHUQ88cbgeMVBIP6S+ssBE8UVATGg3tYSp8Ey2GmzWaz3W6zowdFmJP0kyTNjmoUqdd4PH733XfffPNN9oKmGFLNnEmjA0WwhRUMkdOowIMdj8LWd6rYM6npo2jgUjsBn74KxfkNw2oJBTFOoL8SrurHLMvQh/Xw8HB7e/v58+d8B25G4h6toldmFkQplwmWSQpW9hb3SXZmFqiB7Z9KKSMM0qKiYWfUFZY2R7lOsqCipDDWRznru42sLHzZ7XbLshwMBkjs4Spl1qKe6pi6bj6fv//++91u980332Qk3wv0JOvyv8ESVwpLAIaTBw9HogTGwCNEwZaoMoOvk8oqWtoc5+vEGRBCQGKSAhIOMlr2e6yagjXq547jr/1+/913333ttdcwX5Vuyg/6T97DpYPNQ8FMkIO54IRCkAGFEX0w3sBPjTmDJGBnlmituuglhyiNKge7JW11cnIynU57vd7BwcHJyUkpxbhMSCRxsDaAalpzKDRCTCcPa2ERG+r1epeXl+i/gNEjsze3U92dOU9D1cOVVYuGvRi+Nc0epAfyxcUF8Q9G2G635/M5ermpLKd1lSSPyHuPE7I++uijRqPxhS98IbOCL5KLqhEOmBYR3SkQ4WVZjkaj8/Pzi4sLGsc4GfLy8hKucQjRzJK3VV6q5IZCA/qidCChkDQJrFVjKE07QURcxvPz85/97GdvvPEGWsTpT5QB1LqrvRTSnX1FuaGIk8Aq0wZHLJqN5vZgpYev2vrOHH25tEJjWtqL3eQoiTuJqKJkwIYQzs/Pnz59urOzc3h4+P777y+sZZ83O4OyjVsLC4bgjITLJc6k4C3Iga2Q65SFzvCcTpL+n2ClmL7qeeBCBKm+45fRkrEga+lTxwpcXFyoptIfMsLiTAUvFgskC4I/P/zww5WVlddff12HkVmRp5PMPHIC3oKaBBD65eXlaDQaDoeQ9MiIhIsQ32D8DTt0lV5Cxd9wSSGTF8vlqlhXiZUcxanpDXym/tabofJ3f/d3b7zxBrq2cFm4zipxg+VjUoTzNkBQaiSgQWZA4OcNOVYZ2jJIeDRW2+BRtgY7KUMBCH6Y09FRg9rUXMoS9+/ff+2117a3t7e2tj799FPKNrKylzxQUj/nn6pduyhmalxLmsZmc9Fj1bOk5M4B4+2ZZVVQSFNiYQm4B8jx5s+9IVEYqWhLSIiFe1CZxf0oLTVjfX0dr57P5x988MHq6uqtW7fQQtSb1U4FC1cmQ5vE+nPrFH12dnZ+fo4UCWAA3KDhLSe9OcqlsxHQSgi4TkUPaZSbi99e2nHCy9cyFqrt1+Xl5c9+9rO7d+8eHByQ6EmRulNkA6rTzK5cjq6IFovkmL3lLwSp6UNERZmHJgeVD95I5g+1jGi1kTm4tGSJ4sPJycn5+fnBwcHNmzfv378/l6OTnMjaJPlw0U4xyCR9KlgDSmeiPVoqjrNcc1AA68E5pZoWrkFMahIklpQWfAGV59IshDTBf5YSxcSaYjDQcjjWpSxLhGmcAHrvfVEUkN+oA14sFh988EEI4datWyhw4fjndjA6jN1kfgKAe4h5ZEyMRiMAHmAeJoSpcg8SuWN8GtlE6+vr1PXEjTWRQf2voV/Kb5K7yiwvKI5fghw//vhj5xyq5ArJ61aVkqpgmyKJaj9Yx1WVlclSxVQDwIlEAKKz08cq6HCiBF4Yq4r5lhk9mLmZrCTq008/3dvbu3Hjxu7u7qNHj7DuSOrirACZaM0EO+hPBQ+2Dck/RLExxsVi0Wg0UPgHA9RLhqnytBNdUUreKAU2FZR7VRPptFQOi9FSRWBxV1dX2ap2Op0mOb+MWxhjhHgmD6OvyWg0Sindu3ePcQNSMxqmZ1mGDpvRDl+CTEFPOEh9GgBUp9wj+rMVU6G1qB7vThGr1BwkgRw7SNKP4tPkzTUtrUogmAu/LMtPP/0U0WVuU6hWTnrpOuwEd8DzoUpbKdjbuY5M+gDR03ROBtQpB2O1k1rt4u7nKhJIKwpFXFWDP3z48Itf/OLGxsa9e/eePXuGKSF/g6KI9jGUe0oJhK5rsbCOblwmxWeICmGGNQnEReTwkuFyXM6cDCpCSsuLovMBi8hKc8hglXyrq6vI/nXOQTaTzUj3AP2YQi2E5L2fTqd/8Rd/EUK4c+dOsoZn8/l8OBw+ffoU6dDD4RD0ShwynU4vLi4mk8lwOITIZ18GvhewJ7c6YxIi/Af0cpKZM8kITJL4DVphUEIpe/mfKlCW98Ib+n3y5An9GVSSNc5hJR2G0bDTMsNSXWtWPaWGr6aQolpgWCCzZhNM+SQXUQtxMPnCjhZ1oqSSoMPSkuzw3Mlk8rOf/ewb3/jGzZs3P/jgg+PjY9I9xX+SdtVOUEq006wyK3NO4selEsyyjN4MCmy6a5zlYLGalsqdpKDyhqsWq+GSYIdy4rGEZJkd051SYhrCwk56RBSJg8eoUrUjS5B483Q6/f73v++9Pzg4oCqDcwk2Enz2CMqC+ofDIV09apxgU/EiJglzNUIIqCIPVtNI5EN6SlUXHy68iGJORTupzQvsodhKgpQodEMI/X7/448/3t/fR52XSmW9+BBn0UneSfycWZtUijmVodCBSJvVyADtCuoHaj9dTHzOSWE6IP63kG5bpWUW3L9//+7du9vb22+++eZf//VfewNhEIEwSshzFMAL6yBbSv6gt85nzPV1Ir+duM+CBL9o8nN7OHgaXtxLSgvdXTgoV1ZWtra2mHjIBGM8YTweHx0doVMna0FJWwpFvPc4z2s2mzWbzcK6qUbrN/GjH/3ozTffPDg4KIoCB0VClKBnCR6C5GdgPya0pGq/A8JLJUeAfpBCsIpyikaSaax2EkhW2zUYDHQ70qsMgNo3Skn6E97f7/fRx+7g4ABwSJmK1E8+BKGvrq6CftySjC/kTJ0gEQywPQrqNYqfV+sWdcyupgHUFeWWlAAFp5LaZDJ57733/sE/+AdvvPHGcDi8f/9+YSf8QHJndmYWRc7czkGgbsEDCzsAh1CHm8r/UpU76fpNGMBfRbnIAJlFvpy1XyYgjjEiMESZgabnIJoYI8/ExoyCVW1DYdI0AlEiy+38/Lzb7QIvZVKqNplMfvKTn0wmk+3t7YV1fo1mEC/sFAz0D0WmA3Kkk0FVpnllUoSeJNU+szAzfkirN4jzwFv3A4C9i4uLk5OTZElfij3+Xy4lm2WFUJYlyh56vd6NGze63W4SXO4l+SeEACfyysrKwnqao+8L0gpBPxCgCL3j4tNYVFRKeNiZxsuqNQM1ZnhZ/ak86sTjWyMv/BWVUG+88cabb755fn6OuBghsq/2L6HyClWfuvceJi/nyauwK5eGIt6COPDPLDM0l4Z6P1jPcSwcI1P0QqJHOdrNIvLAyYYQQJoI0yBBFQ71YK5eolsSZW7N2IjWnMVo//Zv/3Z7e/vq1avwzXc6ncFgAKc+iB6ebywUDtAuLQXAm3eulBITGjbBHF/AbJruQvHv7SgNfIlCnGQ2rmLgZaH+SuqnGFbiUb3hTBtMJpMrV64cHh4iF1AJDJASZf55ni+spTtXDyxNfwBTg6gV+UaApVgtY0oGzGrCl4PMXVXqk7dwhwIk3ACNcXl5+cMf/vDKlStbW1t37tw5OzsjBFI69hKlD+Jy4Tjop6PmKiSVjeRFXwdny7+S0EkEyRIWQKbNZrNhrWQRN1Fb2VsWEAA0h6Qr5c03AEkDiZ7EiZRl2XA4DOb5xpdzOwser8M4cRD8G2+88YUvfOHDDz9cLBY4R4y3Ycsp1Ak7gXGTmPvRkskQq8aUCYiJPzEYGpchhMlk8vnnn7PRoq+6lXXKSig1Kv95clOlLxXCfD7HIVG3b9/e3NwEYxN6rK2toe2ccw74GYTE6TuTWaAxQB0oZFpupFUvHSaTxJ289JTnUBO8QEEcqGkJAvHHBFXOuTzPT09P/+qv/urb3/72a6+9dnx8DLd3qCZRET5RpkazQansaC+C8lSTOFELr/zMrKFkrozSSgJARk6qqApracbJTqdTQBqoIFi3XIckgWcmGxd2TF2qGoXR4gbMWkvSy5EQxXt///79b33rW2+99dadO3c+/PDDjz766OHDh5D9pEgnTfTJVFyZZHH3bre7s7Pz2WefPX36NLf6JIBmxQnOeqssFgucVDm3k9RU2KUq1q8hIhVezpxOKs70t8vaI8Y4Go3ef//9w8ND5A6R6lCWsLq6GmNsNBrMgVO7VJFMURQQQHBPgzGcKK4YI+a7LPt1Fi9ISAWzl+RK6kRyAm+gz+ejjz46PDx88803v/zlLz979oxeUdp/XBfaxBTqyYwwdGCF5F5YXy34HPFe2q9ezD7IDzAARHiUoxZANHTIekuZKqpnbsLoRJxLTXZyLK7SIkSXl5fD4RDDdlWdyb1B2378iU4t7iJO0bt69apzrtvtfvWrX71+/fqf/MmfPH/+HJkU6AGK1AwV+Tqe4XCIc4r29/cRfn7y5AmlA1WiMzciJMX5+fnnn3+OitaaFFfKVq52S1dNLqQq8qzdvPxNURQPHz6cTCZf/vKXd3Z2oKU1PTPKkUp8C9V7sNgFxBlD11TpmXTFI+oO1SxUpW2HgphglZ3cSBI6f0lgQC8nRvaTn/xka2trZ2fn7bff/tM//dPBYBDkpBZOhokJUXJl8U8E0Tjz0tIhuTFEO8rB/BI1dUiSYSNlTAFOA6wvmUHhnPcePofMDn0h0iBcphe4tMyTIN15qRhhMOCByVLS1fxyzg2Hw6Ojo4ODA3ZZc85tbW21Wq0/+7M/+9KXvnTjxo0QwmAwWCwWo9GIToVSGkWi2eg3v/lN9sft9/uMHwFTgdq4+CA7+CpIUl5aPtbolapDiYbf6z//HlqvfaO/PT09/Yu/+Iu33nrr9u3bqCSZTCY0zxgNVMpWrsZq0FhSTFvLUyQicNU0PooJj2S45eEqZyfJPHOWuYDSJO/9xcXFT3/601/+5V++cePG3bt333333UJaLIIjM4lwUUmRrZP5Q6C4UftXSPEKd8tZDoWX0IaXw5OzahWyogjKPC8Jf05KLigwVGM6i5VSPkG3pqXDO0orHdZ50YLHc05PT8uyhBFMRQRq/u///b9/73vf63a7t2/f3t7evri4YBY0gmJQjzDlf+/3fu/evXsMJI1Go9XVVfisqPr4isFg8PHHHx8fHxNyhGqWTo3ElWSTeC3JUcvKIVVxP8XoK0nLmVXwox/9qN/vf+1rX0MBJ5kcs2ZQkl5yVcj0mztT5iQPyi8qap0O946jegkWSSJR7GhGEHgbhSjp7/Hjxx9++OFXvvKVt9566+jo6PT0NFhFJoA+9VdtgfgEriAiRLQT/FJTE3I8R5tJV9OaERLFE8o9DtKmV13AfCb1gy4FuUjjFVwT5xyktTesj/NDVWvjxKTJZHL79m1qBrxxZ2fnX/yLf/Fv/s2/+ZM/+ZPf/M3fvHXr1uHhIWwbHK/E92ZZ9uu//uu/+Zu/Wdq57ZeXl9euXVtbW4NRC3KhHvvss88g+DmjIAHRGokvIx+doAo1btArmefvYacgPtmiKD7++OPnz5/3+/1f/dVfhSpAGwht91tapgZgIfQhA2QKw1R+RWs8QQysXqMgmR05JSJHnARH1pYgLXUUxIf3339/d3f34ODgnXfe+fM//3P4XhBiTJLnrAhPY5lcIFg/zGIlA0Qx6jk2JfdS4jvcRWaBc++TeMSdKFamD3EkanpGy+fjKmnQXp/jpfZXc8XRSx2GzZ07d5SFQNbvvPPOP/pH/+i//tf/+qd/+qd5nt++fRsBCo4foPbOnTu///u/j2oyb0dBXr16dXNz8+joKFpBDCjpyZMn/X6fWxatVFwFNulAabdGuPpZxe3yb1WCcFn0M6krWuRhOBz+8R//8SeffPKNb3zjypUrzjnk/1JIc1LwRyczCWA/lJKIqYREXaHBohqFv2AA/C9Wo6cqL8k0+vskKAqD/vGPf/ztb3/71q1bp6en7733XjLfZY3hlgUMZsUuaOQrRotYTLz8EMUhBDPJ6m94f22rsDpOOhoR7qeUtEsCGYar6a1hSQiB/n7yYbAeEy8WN8+Louj3+3ATLxaL7e3tvb292mJ67zudzu/+7u9+//vf/+STT9Aa6MqVKysrKxsbG7l1fs3z/Pd+7/f29vaKolhbW4vmM9nY2Njb23v33Xej5UiOx2OcZ0USx38ByeCfVR9LTQzpwFS+qhSrkV2NhbgsagVxBzPrVMAXffrpp48ePbpx48a9e/eQTMohRQsXsgOAF88h4VxhWX1kMCXmKPlIKv4cAmE6GhX2fBmXgGNSWgwhNBqN8/Pz999//5d+6Ze+9rWvnZ+fP378WHmOax0lwqDihAeBhBCwu9SDoRr5T+hqLQokSeSYwoluAdohTmSeCmxuvBOA5KqACh8adiaFE0nmxcWEF2HkgHOoaEkpoRHQO++8g4ZZy5L19ddf/63f+q1/9+/+3Ycffri6uvqNb3zj4OAAmW2Ywq1bt9566y0SYm49JBFcixa6pluwNl9EW5HLTU8AqaGGapQ3giUXlVaVWkoDWmUeFRze/NpcZMomfqMDKMvy448/vn///sHBwbVr1/b397HazK9ZWG8Ipr55aw4Zze1DdY1xOgEpfFFt8fNlkcxd92IYcC1UeimG9t5/8sknt2/fvnLlyte+9rXxeHx6eqpk5OVSecmKDepoFJEgO0D5javGz1HS9VT8cMD4QEPWV7Ucxo8BwB2kk3IWT3BVac3AFpY+WD9uvCXP89FoVFh5AOJTMMjm8/nrr7/OLald6+vrv/M7v/ODH/zgxz/+8UcffbS2tpZl2d7eXqfTybKs2+3+6q/+ao3tadIdHh4CJNAfUhN1IYSNjQ0Kb9I3rxpl8B6GFPVX0Dx+qWxS15z7C21ZVHOVqRmidQJ3ZsIiTxZ5RHCRLawdYmGJ6M68WxxwYR1USai+WvykCieKg+tFHICOGieymRN2IlNd9WRCimRIoB/84Aerq6vdbvfevXtI9sql8xGxHZ+JPAXkF0A144SVsixRrOgMsSijqmxOgteT2LJRouV05DtzDZHZgmX4UJxQrgeJDxLV4C0YKtmPDAAHLu6BMQMPL4q7Qwj37t3TnahR3sHBwe/+7u9+/PHH4/EYWMg5t7+/3263b9y4sbm56au+Syqxg4ODUC3oUbnuvd/Z2UFCAcNDXmxrZe+KgZjnPKmFYUREbCgHa1vjqsKRiZngGWoeVzU7cQ+le1mWw+FwOByurq7u7OwgUYUCLpPWIUlK4UqJn3pLFFXCVkrmN0Ev/liFBz8z7KxyBX8FJlksFo8ePfrRj35UFMXdu3d/+Zd/+eDgQJu7c9WY/83gJd2smZ2uRUJXus+tjQy9vItqBwQKIfyEq1zjWIo3J5mquJ9AM1mUEX8CNCfRU+SjdGE8Hl9cXCCrBycdQXt4a5oym81gADgxQmpLnef5N7/5zXfeeSfGeH5+/vDhwydPngyHQ5gEwZJDqQk58b29PTT2IpcqLaL1Z7DCgNpeuyWlyj1CMbGm1NOuUxRaIy9+iZ2FcPHV1GXkbzJrQ0dFOYuAxvHx8WeffYYQnrIuRY9WC3nJIdWkXY6fS83pV84MU4bQuVGWuOopwsoweHFRFEdHR0+ePLlx48bVq1eRFsvKZS/OmSRuGdI6snFK6SBNusRbqA2iuPZ5DzeP4YUgntblLeczodDxXgwP3A40zxxSjdCllJAmzeyUZAEBpVS6sS8vL+/du4eztXUP9Aoh7O7u/v7v//6Pf/zj4XD4/PnztbW1drv9rW99i/kzccm3m2XZ7u7u1tbWkydP+ChqifX1dXRfpLGeWbNeb4cplRJ0xwcQLpFDML+2t6oXLIva2bUL5E5ucZLZXvOnUUUrBnGSogcjeDQadbtdhv8gVkprvOCqEa4aoqkJdBUTudKQ0kpth0LValG9QZ9gsNYGx8fH29vbOC5la2sLB2PplMiUGgMHpCNJJfE8RunqQ7qnJEjisFd+VuHED2p+cBj8U7LEVZoWuBPnpkQrHIOMX1gH2dJKF4hJGN6P1qu5LMuvfvWreIhuMzeDZPTlL3/5N3/zN//Tf/pPo9Ho0aNHr7/++uHhoReVrSSLb9rt9t7eXk0wOeeazeb169dDCMi3A/UX1oodpFzYqUdkJ/wVfjnalEpJ1JwgAA6GF+/xcoWq1zKIkRrME83tS2JzMsH+4uJiPB4je5Q8oNEAJ9osiBmgA1Pxn1J6eUYYv4oWiOUv8TgOXd0gRDK8rSzL+/fv44BBVpwg0QACNZPCLla1Oovy0h0RQlhIpbMz5agagLRbI2h+pqohcRBBZlJQV+P5JGUoyNddW1sbj8coU2ZLkkIa1XO5vJl9GD9iVYiHoDCSO0RZ4EQvhRBardZv//Zv/83f/M1HH320WCx+5Vd+hb1PXDVHi/u1srKyv7+vrI6Rb21ttdtt5sxwnPQgZdajKYl/3XuPZm/ghGRXTa+qlaVyzVlVXV5tQaByh84D6iUGf6I5vtXvXEq3NdQMNaqnLCtZkwa47zUeILhIyAbl9GL1yiyLiwxAHuBDcynU5+sRhdne3l5fX7927RoU7ng8JoEGcwvoXnKU0Tz61MjJ3NjOABITAXT+UaIZpDCM0C1hJKRJE4MCElCHYO0Q0vLeP3v27PT0dDweU9t46cgHscptVk9FWZbwzxwcHOzv71NSFFJZT7KmuLl9+/Z3vvOdTz/99O233/7qV7+qkWMuSJT4TKPRuHbtWhDHANQCGjhHiVTQJRKkV1Kopm/ldgoOpRWtRlKCQj6lJ9W6vJ8rQ/ycS5cnMgAfFcwxk0kqDZEbVmNebYBe43BSWhJ7XVmUS/2ycpnE7UQ2K3XiA8rbOSxug4KNEMJoNHr+/Pm9e/f29/fzPEe+BxeI605yxIviUtP3UvK5uV46VE6J++Sr1UkqA/glej3QKCTAJTnS2EXRDApWkuAub72sSXAhBGbg4EL4BlZQo9H4/PPPp9Npq9VCH1w2i2a6Gwumu93u66+//hu/8Rvf/va3F4vFcDikvVFaKnxmh+l671nUy/nmed7r9ZrNJupInLTn13CS0hDd9lm1jlZhA2WWM3cQX0rO9NbBgQ9UyZLkorrgb2u0S6rgf3EboAFHojTN8ZNiCdWUJCg9X5wRRm521gmZTiXuqK/2VVRdHKv5BRji+++/v76+/uUvf3l1dbXf75+ensLXrtKutAxNgFG6cp2JT2VWoiOqP72nqDaiKa2Wgk4eDo+yBF1sg/VzRxG6s9xStoGoqRQifmfd4Z0JziBmPYiVrfqzLPuDP/iDN954Y39//7vf/e76+nq73X7zzTen02m/33/27BkCxpPJJM/zX//1X/+1X/u1f/Wv/hVbTcLJ9uGHH37wwQf379/HMTNZlq2vr8NT/v3vf58knmVZq9XCCWWlpbWS3MOrAvMK+ZwpMWo5Cjtn8Qcnclef5k3DU4B60e28k+o9SZg2l0Zu0fqu8n7iGay5957xvszywbxYp8qQ/KDsCkrIqTU4GW/eHqq2otrtg3EltRSTVWeT82azGQog2u023BRIU8mtYzNHAx8WLEtdJuVv8mRpZ6qlqkM3SWg22AHOmRyWRlXgDb8CAkFs05ODfCxMLUmnCY5ZeSCY9U99TfZOKcH4mc/nnU6n0+kMh8Nr1669//77GxsbKIwCb4QQNjY21tbWVlZW0BTx3Xffbbfb169fh37AKUm9Xq/f7z969Ojzzz9/9uwZksYYIVosFiiNAM/0ej2cZ0WUrJRBlNuonnVAOoN0xwKyTNGZ47+0kwXV8UBJGsStSciXBKYTiPJ+kD5lDamZCw6RR/zDwUdzapE5EVYiQZLGgvhpyDaJNgAfwRe4KtYnNoCodnKFEJrNJg/3zLJsbmfcPn369Lvf/e43vvGNXq/3la98pdlsPnnyBBYYR4YnMwVcBYnCEnIwJQdn7pf6RESJznAtKLpU78PGLSxRfjweDwYDAPRorieSNdlVn5ys8EWHBypByW9KaX9/H09DqvPm5ubm5ubNmze/+MUvvvfee0dHRxsbG2VZ4tyAlNJ0Ov3Zz3724x//mFXz6+vrr7322tOnTz///HOc1VBYYQboo9FobG1tNZtNpIX2ej1uIkdLes0kQ8EbYonW0phLjdnl+UtXIckoSsTQi3ESrDCVSMGbOUGpSmar5brXLElqicwiP+S03HpjgSvovCapkNUVa3mxECjFcrpW1JOjcpSszwfRgtEmC7kVZ1EtgFsePXqUZdk3v/nNw8NDiJOyLCHndK25N7m0hyCRFdYZhuYKE60poV8pjXy1s5IuULR2blApMUb0IvcW9VPvNdeRz6dXnkiXwhU/R2HXYrFoNBobGxtFUQBxra6udjqdL33pS++880673e50Oj/4wQ+gKNAdCG5WJJAitxy/+vjjjx88eHB2dobVI7qAX3x3d/db3/rWD3/4Qxyhh7gvYaGCH65DsASnJMarE2xD5qdIUjXLJ3OzcMG7QEMiiQlHKtSYRpBeiKoW6MFUQcyRoILU2clDwUIu2mydlEBBUEp5zQv2DmK/J+vQ4qqoSy2SVA1dkYP5VoyJ9ct5nj958gQn6njvt7a2Go3G2dkZtTMFAyUBFZYXlMURRzGGoI6CuKIzSU9y4lDijip7l2XZaDSwlI8ePULyEtlGxRtVrQYHkp1l5iTDgpzPysa9vb1mszkYDO7cuTObzXq93jvvvPOLv/iLKGXe399//fXXv/e97/GI9sxi4TB/4X0CQQ8GA1B/aTnxoPWtra1vf/vbH3zwAVzmKDCHMuGCgBVzOTAiSqBQaYuyPIrxQwmYW9VVEN8JmYceJDUbouUR6m1OIK7GPfkiL6awwpBgkRncBlEY7Zg5bOtsNvPWOlv1gK+ig4Q4gFIerR9qAAIyL/AD+isZgAuvOoqH004pPXv27Hvf+x4ynJAmdHJy0u/3B4MB/BukM9IcvyG9kpVJoDV8T1Hkxe7R26JYsWTX6XR6fHyMgwhoRFLdES8VVm3sqy0Cciu5VBmBhubw+RweHuI5r7/++tnZ2a/8yq98/etfZ/AhhLC3t8dzK2AOwWuMZNLj42PoJfQVLa0zHFIVkOP527/9259//vn5+XmwfipMJeRiEgRy15Jgg6yaN+8kP7S0TDVuEB9LwuK7mN2gMkIV7zJFlmW5srIC2FzDrl6CVKWcJKlCsJRj0ajx4PnA0d86tSSdqzHgSl8gjts5R+6p/VeJzEuswTkHZx8Fs/JrSgmOIO/9nTt3tre3W63W3t7e06dPnz17Bj7msUv6Ol0vvhemHluIkTmD+DcoZoKFS6J13iU1eO/n8/mTJ09YuKPCLIpzTHmMIg3JArEaFnDOsc9zSmlra2ttbQ1uShRLfPnLX6Zc8NYIP8YIJBOlWxa8qCiDhGmODUIHl/X1dVSNfec731ldXWW3ej6nJiyY0kON6qqAmKKHWE6nrBJBDWv9YS7duEjxyRo7U+ekKo5SY09JU+WpTqSwmljKNQpKFXlYyVar1W63s2oOgYKi3IlV/kIp2JHLXIhSItgka0VpsdqRgYc1KKPjtidPnvzlX/7lrVu3kOUHAHd8fAwhClWgkwlLRUzU2lxoXGQAvag6+E86joqigHxlY+TMKujo/0mCuHAlg0NU4tzshh1wNJ1O0Rwly7KrV68iDHL9+vVWq4XgIDkW+4S0x8wq9xd2fLTCv5WVlVarhczt9fV15LdtbGx8/etfv3Hjxh/+4R9C7UAzLKy5hq5SIT0yuCm+2qGtJg05/ST1FfABEIPp+uR5jiw32EWUVrhIsgp1uMj6XhKMir8gtbgq6QvpA6Lsip+gxfLGxgY8NMpajhCIrAZyTBJ29WaeBgliJzPkmRJYWgMzLD3Hx5nwFTHGR48enZ2dvfHGG3fv3l1bW7t27Vqn00En9LOzM1iBCBuToBVrevHS6hpxa1U/BvFa8EssN2Qq5GuSPg7e+gcmwaM6DDRgc4IcvCR1wYSFU+vg4AAHcMxms3feeSeEsLm5SY0cLb4zGAzgfims6RVCIvghebLT6WxtbXU6nY2NjcPDw3v37t27d6/b7f7BH/wBznfyFqaECqKo4ofSDiOi/OOKcYk4WXJLtNJQXQTstbaV9lIpSnHLP1GeOvFPqIjU3cwkNBYtS0LtBGVpZzm8paSl8EOM8fLy8vT0dHNzU3OqXzKton/W4CQDi64aguWXpEWIMewWR6xLrwPKLLI9m80++eST2Wx27dq1Xq+3vb2NE3Y///zzZrMJXY+8g2S6j4I2WiSBYj6YG6G25TUjjwiHRiobUOveeAG+hZ08yVWCm1m5C8/nHkAJTCaTLMv29/chmEMIb7/99nQ67XQ6Ti68CxBfbS0kP+KEGG/V0imlPM+vXbt29+7dX/iFX3jttdecc//+3//7o6Oj0voPwP2wsMODSQekG9IriYxzJMmCWBkP9dXjbcghhZRQg/rZlDdY5s+ywvHm36SI8UsYm19GK9tYWMOBaFZ1SomHYbqqhabMw/U8PT3d2NhAOR6vGGNOJQhjTuFQEIeJriYJhZ9JfLSxmIJC5uETQE/T6fT+/ftHR0f7+/uHh4eHh4c3btxot9ve+8Fg0Gg0jo+PGcYPciwk10W5mSTLJeZ6kSs4bQxvbofJJcmFJMfqWvOHpH6+iBuA5YadSvEPUDSbzRAHRP82VacgI7R5wpDwYTwewyfLLAbnXK/XwwFtV69evX79+vr6+n/+z/8ZpcCYFI6EQXNplQ4qrZKVWZPPuY/BMpRqc1eSwvoUVvrjxX0CeEbqp+8fv6KnmLJV6V75KknkgaKNCIr6CghzLgfbOIEDyk7cWTStYi4PaOPFfmSSPx2rPscaCNaF8JZDX0g5pqoIJ9FpIloSLkpJhsPhycnJeDze29vb2toKVoUI24CnYikFu+qhaBQYSTS47n0y4E7VSbJO0ms/VtMblWNzq93hA0Eu8AkW1rwb6B8BS1S1wqK9e/cuIm50SvDy3jekqysMoYuLC3iK6VfAsZndbrfZbCKQ/Gd/9md/8id/gqFifXhMbRI7DzeU1h+BHKgDSAZIsBSMx3NVk2Q0JHPScxm9Vc+oce8k95PGFWmDCgf/zKT3B2UcWBH+X/6K+mqxWKCbUE0O8pm1C38dDAadToeOfof26E5yAKM5DUkKysF4Fv1cwTIKNfjlJCGJ3KmGBLUHqfDo6Kjf7+Posd3dXTiw7t692263EQ/CEcUa6vLVoIETlZdJpooqCi4ELRZqLS9hHRI0nT9M7dIlpphwAqvQ+efy8vLw8LDT6ZRliXOT7t27p+1EdfDRfAb47+XlJVKD0EfImfinz6fZbF67du3dd9/9L//lvxB2cgfZl46IOVpKbJDwLTeUCpkCi4pUJS4pgURM8giWNhvkAu1y9SgEgxV+UFCSQ5IgH+ccCmJzOzaXFdsYLU1NlbM1iicAiWLbFEUxGo3a7XZg8k4mCYBKZKr6yfferD0vgT0K3SC5H1xHbkApzdu8xDgwuPF4/Nlnn/X7/atXr/Z6vd3d3V6vl+f5ZDLpdDpwbANgRHEMO8E/3FcuqGoqLi541Yl7dFlOeMO+cFGrR9gvAU1spBZup5SuXr0KRy1ibbdu3To/P4fprAyJ58AJG839//jxY0TloOUhX9EeYmVl5datWycnJ//xP/7H8XhMAeS9x0FjdNEQ4agVxMVBPhk5BxKazKkhP1etMeDTGDOhEiOI4F/9UgMlMluwsrLlhzPXjUDIW+dJUlSyVIBSgqRKpU7gkO4vnj8ajfjSlwcIL7MRdpdKgClo2tM0WtZeqIbZ9ecKSzKpD6YspOvj7OxsOp12u93RaHTjxg3vfbfbRZl8Suns7Oz4+JgdtJ2IYSY8Kq3XNGOydGuIyWTxCt6jkwVNoIbVVdWr/jdKJhIan0yn052dnVar5Uxl7+zs7O3tPX78uNPpLAsq5xzclxjP48ePEdKa27GWWZahIqfZbB4eHm5sbPyH//Afjo+POXhvnWnAz/ghOV9pgiZpMkzIeYVqnCuI30yBe6p65GjsvqQnC2Z76eqXSZqdyp1QTVDDi3I74R30ph1wefO8erKtkm6N4lXQkDhLaRj6Uj1Fu5Jkj5AynBRD1KKGmGcpWddRwgJ0mQcLsur2BDGO8fPLy0sAgOPj4263+9prr62uriKPqNPpxBjROQxQW4dBws2ltigJkimtfjRZUYv+3EmmNMamtgHJIiw5W8lUiGo751D4srBTe/f391dXV2ezGbr/EXHxgg8tpTQajZ49e4bmuM5QDQ55z7Ks1Wq98cYbf/RHf8RjXTgqRFuRepQEtBCCYkY4vonQIreWuk50NWVHqkIdVfvEV078fsmyR11VrvMKZtFGsU9qtjJ1CJvqZdb6W/NraHPyLbUPfgnC/LzrZWbIsvB2hpj9Uv5gEo9sFI+kN28pCFEpzFe7tXAEJIhSyo5ms9njx49PTk5WVlZ2d3fR8qDT6Vy9ehX73e/3Hz58+ODBg2jFRJmlIXEPuKbOIhWgMydYP0jokXvszSlJkaMCRkk/iVZB67J2u80idNxw79490CXOEdO1TSkNh0Nk+KBqQo8aySzdH77F119//d13333vvfdKO6CAM8WKldZOPQmepn2JABm9n9Hq4nXfqdY4yMLyZL1gKrVZCbWZEptJFpqXAyVUpSyqbYVyOxkRj2U1PXUOfS2Ung07ycqJaHciDf9+uuf65F7c/Nx1PpRiIFTdjvxrIfnosRpy4mt4P+k+iVFSU2FO5MdiscBBlL1er91u7+/vb29vo1HCtWvX9vb2sizDOT8pJYSc2GEO9Mclhn1JsJEMczekEaKXzBNVI85QtcZGuFZ4Ms72Kopie3ubQTEsxa1bt6bT6ebmZkOOrMNDBoPBH//xH5dl2e120RHam0GJMdy6dSvLspOTk52dncFg8O6779L+o7MSLbTwJcxiSnEFIegr4awJDxgGpEbqBBblHLl9xAxKW+p/rIlLsIQTm4HMw5tryMebhcboqhPNQ7zA8TMftsbANU7QG0h1Smz58mhowhaWoA/5QcJS1kxigJIgiM/Io3x+Kf29OCX9ucIwbyGMyWSyvr6OVMqDg4MYY7PZvHXr1vr6+unp6cnJyWeffba6unp+fh7FMefM0Z5SQlQVypSYDY2iuJFRMlW4jiqldBakCXh+kLvWbDZB6AiKwbo9PDyE+lJqgM3wf/7P/xmPx91uF2Hp4XDonEOqT1EUnU7na1/72nvvvbe9vX3t2rWf/vSnrMx0cnQsZCfxDxmAaM1JNyvyxurqKsovueA12KAyLhnupYcNbglVNdSfRCYq/vjP0hKhCU05pBoeJhVxVGRgoo+apK9ZBX4Jhun6vNhWvS/JaYRKEyrUk6SFZJbNQsSfxAPtxA7mgpZyuhtICjtBaFhYOXywmi+8HbW5q6urT58+3d7e3t3d3d3dRXwb1VVnZ2c4ipDOeLqJgrSzLKXSjVTCG5T0ueiqrDkpajDIXSQFoPKrtF5lk8mk3W5vbGxMJpOtrS31t3rvP/nkE5wlikAYjobnqPI8v3fvHsyeL3zhCx999BFbgJB6YoxwD7A0zIl89ebLoqzh59LyYefzOYppkh09qOo92WlrhXUJIZ8UUr3kRF1AgELNqsbTxWewQjVVaRkfTOVXZ3S0HLhM0pNVbi4zW20ff9718oAMIpnCyrX4IF+FQ1xiSghIxGCOVI5YBYkuRKqaUE4cZApd+FKKXrDBgwcPIGvhYNnc3Lx79y6yrJ1zFxcXjx8/Pjo6Ojk50ePdoU+KosDxo5gjnRuuao0ks2d8tQcolyWEAON1Mpmw+dfu7i6RCRAtah3Pzs6QBEH9OZvNHjx44L2H8TCZTJA+TSjvnGu3248fP37ttde0BIyLiegEgs0LOz+CYj6Z1qJ1RBp1kuvP6nJKNIV8uCgE8Vg4EqK589UsdBZYZEyJJgeFOiVssHoM4j2YZJl0/nMC5PDDZLBZ5bIyYY1yahPnIF8yABaOkcgkCAnPYnMeVSjLYj6ZXqaIUvATxdDUzypf9RUsYy+sJSVyELz3SBxH55Usy65evXp4eHjlypWdnZ3t7W2ctba7u3t6eooD4dDRhIMs7RwhCCqaBEVR6GFhGKf679T3BUYC9MdVFAVaWOJp0eozXn/9dRAWGn3yevTo0cnJCR6C4Bcy86ANoL5+/OMff+1rX1tdXX306JFuUKgWsLOaWakwWjAns5Mza+QIis+tBL6QTCRCDqX+whpjwi1TC0KpaCDV0hKoaVECXXwG6WfWS1RRMcmslDxQJzCEcooLWxO4uP4ezZBzsUpJpotWo8kXUDa4KtLiEBfSNpQz9NVwrJfcw9Ly+BAB1RXhn7ykYTEqVFp6FlTW6enp2dnZ559/DisZcbS1tbWDg4PNzc07d+6899579+/f52oiNwFgKZnXOUqWEReEgX3yNoHpYrFAyiqbPsQY2+32+vo6547v33777dFotLW1xRWI1kV4PB6Dny8uLobDIZ7Go1CS9ahDw0OO3xn6h4eUfTTIt0oKTvqrKkjApGg/INahTM6nJYFGYE7dghc0VM1+4xZn1YpKChruL32s3jye+igvqZZEKOC9hR3aSYbPLAlNdYITYa8aoMIAapurgiBXeSkEW0g/lminEug/G3Y4D0UOeSBJDoIyKzPAyF0wCVjb7yyZRM0MgC5MG/Gjoijef/99RJHv3bsHfxEqMEsL/QarJVVhX1qlNlO7M4mL61J6sRaQi4LiXZzzx/iXt/zE9fX1N9988/T09M033+SKhxBQDYcpoAx/OBziLDBSf6PRuH379vHx8cKODS2qR1wiroyl477U9K1iHop/wptobsrSArcUXqW1vYCO4jrHqrnspcWYF3CowwgWr3ViCZAeMBKWfCh+o5uhtIugQF1VyvCk4dquKXnzS3yfp6rZyiUg3StbR7NTuQRRDJHMKuLVL6Raz4mIJTZFShPFw2w2QyMq7z1OVIcjnBOjy1XfGGOEF3IymaA77+7ubrfb3djY+OEPf8iCL0wKLhd0e6aOptzS8JAKFYocvBFcymNL4Jzl4sIAuHPnTqvVwiF2FChFUTx48ADPwUhOT0/R9RIiFsPAUaqLaktx0lyw9obgDawGdooUDy7iPkbz0hBIOItzQbtCWrGYhtNEyQTuUQKioMyqp9I7cZ3VcBGBEAeM+6mFMmvlhKeV1tOJlaJzOyyepEX1omzAhxNdK0zSWeQcvVroVFscH2Mfrloym8Rk5AL9PI6sLYo3128SjypkKtTueDxutVoN658OWcIIK6dKAg0WJz8+Ph4OhxjV0dFRZqmL3nzeOJdTs8NJ+pRYSZLJnBgwpRVtofirtFxlZCPT/3N5efmVr3xlNBqhrz93aDqdAtMvFovJZHJ+fj4ajUajEcxfkMiVK1e2t7fZiVGXLth5Lc5O5tPNUrXGLafA83KKeo10FosFBA08UbDvSX/RajBq+wtdysAFdQj23Ved7sl6bit6cSY6OaRk2emFnXZTWHkQNaGrgpkasFHJWyPFGkM65yqtJqKEb5KU9kYJxRVWWZdJumhhRbccAS99IGWGlxROfuNEP+DhzH7jelEVJgGXBGPKSKiK6vf7XDIIP7BTKQ1GvbgIg6SEOHE8k9W5K5COrFPZ39/3BprxvXPurbfeGg6HmgIE/DMcDmOM9CDhopNnc3Pz4OCAjQKwvFmW0cLGG8vqed1JbC2qgmBR7SQmRJKMA3wDAw/uY8wL/UxpYHBBuIm42FaMeWKkaXKX/qSU3DVc6lDKpNzKSSgd92BUpBAVwaRy/WcSz54TW0iFgnOuEprRleK0SXB8So2nOdC45PpM1TAZ5Q1/ol8m8+4R8XMCHKEqdGcgtbBOda4qAtXjlknCbWZHngSJBmh0hqPKpNCerA62hA2AV8P9TxsdTLKzs3P37l3nHCowyOFoEQmphgia5jWhiwTCnGRmjIrnZGGCwGCltGAiWFIHpaJ/LjtlM3cKWnE6nSIex6puLnWsxoKwNTzeypkKJZTii0AzKh+JZ0oLImF3wEvenK0YAHP7VMCRIJWNU1UPcMFVKC/f+bKjCUVslJIl/bGXzD6Su1K8ojodJdedE2NHPrIZX4HSCviUYAMEOT4ss9Pq+RalWhV4zgxEb6790hr6JVMyiuVyO4wxVWGVrhrxDzz3NC1wlBV6e0CCLhaLN998E7AhlwNByrJ89uwZmAT+U5woU1gp1rVr12i1q2+A++3M+0n9zIn7JZ9bLkdlRsnH1JX3lgIIry7aQnqBr05sStJcZhXhanVQROKvFG1ky/mrjoDHKjFWzS2gVk8pMYSfJHuvRut6kZyW/6T3eO8ryXBEYHwuxQNNYVWsmAZaA6icptDS8VEhJDPOgnXk5BiwgvClwOrimTHOzsyJ0gIJOcBUMsztoX6g9OKo8Bnd2oj6cmstFgXmBqmBpvhH0BdoAV+ura0hWVXn7pz7+te/DhCvAA+oDGqE3VMWdhrI9vY2ij+ou0hwsKqdNUIrzfVJe9GJfQz9QANGmYEMQ+5iwUouPfl4m6tiDH4P8JNJVY0XnE2y85IarHKEeW+cI4YXxbRT9wbrV1WiL4v/JCifG/dKHiBN5oocaGhS6PI+Ks0ghULJGjXX9KOX2AQZxlXFWO2f1AO5tRYDQXM56B8gd9XAFZcbNxBH1SQ6xoPCwmS+9sxakkTxSZPug7XdA/WTavFS9DiiOIB+WFtbe+utt1AEA3qFnMNRYngODGWUjDnnOp3O7u4uu1QUEvdN5lkK1ggRho0GahQckw1IUk6ce1wrL0W6znq8ApgpSXEA/BWoP5dW4SQPkniQgEA0h3IyO8qZqwdrznZaegMueH5qS1F7nRJejcRr9+ifXog5V61qV5SfxPpxYgUS3qkSpPjhKOm60TUiYFX3BUUOPsDLgYdH80l7MXY5DW/Jt8APagWSGlSW0AiG+HeWTK9SIIlfqzTPmDPIQT1OTbK3t5dLY/SiKKbT6dWrV3d2dk5PT9nyDVM7Pz/nab5wa6DYb3V1FUfpMNFASTaTKqLMcjfUr19aoIOLmVtPh+WN55KqUQh2CiHAO+xEiNYkOi8F/XQnOLEWgtWaFRY+Iy1BGYKyFb+p/sHRJMxv1TdiE1P1eqWkr7FN7XvvfSCJaHzBVVUhmSEJcOTFnzuJmumG4SKPEpDonkWx631VacRqAomrBnr4JUZLaqvh+JQSfJdw/jSbTZAaBI+iI2+lMCpTS3MrkXAxfnTp4e6W5jV6++23sywbDAbMgMBzUOxSliWTf5ydcre6ukoHXxQLMlnqaDLoSPZgboLuLo1OkmAu/eh1MM5aCM7ttBUkooLydOuVpPjMmqwk0TO6ol96scQYvgBxY2wK2PAlYiPejjNbXV1dX19fX1+HU4Hunb//UuFL6tUZvZhAYakmxBUqmL1UPxC1c/JkcRqp/AmkOPzENfUErkA6VxAvpJNqlSg1xNgq8pIXlEVngnIR64boaCPjIbaA/a4BX258EmsHsy7sBBdoAExhf38fMp6LA/zwta99DT0dQEzOpC/6f+H5aKEVY9ze3r5y5Uop8VFXVcUL6/nTsMOzqBU5a9UJSk9BcvhIBL5apEH+AXGjAtMJilDuYrbmslrgqQKUCBxDkBy1hbS+o8NKFUg0XwXZDCf6NOy05iDJaTU28K/CPFxzriq54mXUk9g6Sh2Jcg8X3VcLxMjBnAN/RYRN0iShe2syRQnEjSRZl5aVkMwZzI0J1saCGsxZOQW/ieK6Ls2vAsM6WFSYC+qs0o9TUJaI0vXt0g5L7XQ6h4eHLIOK5iPa399/7bXXPvzwQ1qWzrTWbDYDadKcWFtb29nZwREYuDJpNO0sTgRpguVi9niUPgC1y4uvwkt8w8vBC6ROzDS3jilFUaytrTHzxwm8Ls2DR92uG1pWDyOqoQbaSAvp21VIvzeSnDo2cisRpmPUWVZOepWZm6p2prKo/onU+IIBoliTXuxdLwVBXvpNK22lauqfygySTrIcRlXNuKIYTGS/2nP4We3UUhIoSnH4JKlT4xpFM2cRuaS4IgXQ6uWuk7EJexbVupO9vb1WqxXsBINo7ikca/fZZ5/t7e2xN7L3fjqdIgSGts+wd69du5ZlGWkaNFRIISKJGMNW0ndSvY4wGZerlH4QurbOlLMz3wuoSm+GZkYFGdeNzOMEQCfDtEF8r7yZixnlUudmsAKA3JpHQMwlsyF5ZylJWWyikZZwv37jBcW9UkDghkCTSyfGaZMUaESSyDQLlwd/K/7z5lniKzNppssot7ee2ipOyB5BPHFlWY7H44VUtZMfvJxfliQ8V1opIz3iKMzVwH6sxllqsh8G66UdAQ+7LcbY6XRwBK83W7ksy9ls1mw2//E//scfffRRv9/f2NjQSfGU1cFggNDv/v7+7u4uGTWZt8dVz4TlFBj1I/UHM+XpOQmW5u0tbqNL6qpOgli1c/ATgFJsqJdzMbz4IbyhL+UKPofMHM3hwbAXs4a92Vr50jGeHCcJAP8ldlKKJXXVvlHqV/WiH1JKL5uoBIuSLON1/RNlBmU5XQEwUIj4ScReUmdV1SjLZXauTmYJpNw/KgQMoMZRdDSRdumu8WL68KXU4KTdQnJLXq5Ltes1EQv18pUrV9iIHJsNo+0rX/nKlStXfvCDH3jv0egOoy3LEr0+R6MRqL/Val29ehUnMiUrVFDBgcFAUTCDg0+jltNd82IaceM4qRpxcFP4ExI0WtHwsHglIxqyXFuCK/XIcQxRPFpauUbVRPxJLJDsBAO1AAsrk0gCU1VPcgAkKn52VTShbPMiI2CZ4oOkNyULfZM1VdjQZUnC4sklSJQlPwRzEWSSYpCk5hqvSOb5oSLCwwGCNfM2l+OrvAFxuimJdLno9Dc7Aw9RWibiORwD0tCLokAgBuYvthMJC9Q5tFI2NjZ+53d+59133z0+Pl5ZWUGtJqUOkv6hBLIsQ507HUqcjltCz1gBUo8XVFPbe3J1KZ3Qk+BAJeUotlMSmxgbhFNc6SMmbSRDmF5AspIjZX+UtAUqBw4gmqXLX+l2kyZLCQZrfIDEWTuPgwuyLGe5FGT4lNJL5qP2CXbxicG6fBGoZOLgp/NHt2QZVilSdxJnLaQEmTLMm1OCjEtJkFLiMKKc0MjXUUtyA0jxaF0fpHSTn7ms6hBjpjEjVjFGin+yECbYbDa/8pWv3Llz5yc/+UmWZRsbG+jWxgGcnZ0h6zOEAPOAIdIoGD2aqy0ZHGegmqmUKs90nSm/nChbJyKfG8r9VU5Lguzx6trJx8oACkFJXqQ8J/5ZboS30AThgxedTEdCIaWPDTuqnhPx0qkpy7JaSI5E76vWY00DvFwr/ZuvVsS6Kv7JsgwdOCjzYvXSUiaKTHJwErNVRxOqtRrRPPG1VE1npkgpXkJnAUVQCcmaWLmQ9L4gnYF1EflwEmuNadnvH4PZ2Ni4cuUKXXJYShzg9cYbbyC5v9lsdrtdBpXw/KOjo/Pz88Vi0W63t7e3wQkkwdoqcbPhKXZSIsfhYRH0nxQ9BAMUxlFCwnxFlON4a+QLeceG2CpW+QQO2FdRLpmKuxwtUZJRNi5+o3qkZLQ0Fjw8mhXUaDRarRaPgiXWiFVQTaJSkV9jCZ3Oy/bomeRkO6ktqskMlQSUnckSdJ0EjJ0VEtRSybltUB2pGr3KpKsuey0RLwWz9siWHA+mgIxZtldQIQRJQ6olJbklYZkE6TLzp7TDuXDWS82/OZ/PQwhf+cpXPv/8cwyv2+2q9Lq8vDw+Pp7P54DXo9GokFQ2jf5ywPgvsDgCYVRKXjw5XIfljVP3Di4VwDWewVDpck3mNGOSgi6X4ngngpmExAEwDrOwM7z0V9DetTAUW8FRPpKZlUmWt4/qSKnUveriAF56TrxAMS+2ixfzl8CD65hEcWfVU6k5VkI9L1apF8TGh+hwuTrcKmU5J/COw+CskuUPIgyHTUVajrfEslSFB6QPjpDBrygNjTudzt7enm52sPYQ7XZ7b2/v+9//Pobd7XYzc/umlJA+hKMgUQCQzJNWU0Q6CyfRLtCHFz8jt4MCNZOubKpJOFNvLb2CtNbxgnW5zmQn0h/lFylbMyCUaaMZYNwjXLVsA+891AvFDRecb8ytBS3JLFii2rIDQ2WHE8Gv68AhYb6V0yqz6pHzfBwudoolCKFxWco5K6HarwIz15FRYtXIXUUy55NZPyYCRPw1Wj4zXSh8RUoJPmwWTPHkEioZ3RWl/ijOu8IaHiJei9v29/dzq1hwErac23GozrotoEKAs4MOQb4nKn0VmSRBZZm0ocWqElR4C96VFjamhMqqiViFlAQ4iwc7SZSghPZW5B7EExDEL0ShRikbzOjPpf1JsooWuFWCRTOi+DNIiHwX4iREtlE815lUaRPfYl+C5RHX+J8rycErP9RY3dEIduKK8YJ2YjUa4L1nzTuX1UvoxAvGypZSNYIcd6d8pUJC3VhOQBuZoWaQ8Tkq9oLkozN2qydTkIeV94pqMdDCDolgq5KUEqK2IKbMzssAE87n883NzWaz2Ww2vZ2GrROZTqd5nt+8eRPqoiZHfPWi4zUZJiFnJmkvleRIdMpIlSa0qZw0VKvRepIYpQpODp7JL3rRCCaJJ4vOEroEKy7FxaGqPlF8haVOZvlgy2CFl1IgQROc++XFmk9ivnoxIJUx9MpLqX5QYF1bKTwuVauNlA24B1wXvi9ZYI/MmswhoEysFJlbt0omjoeqU490rGytQ11ZWVlfXy/t6PDt7W1n6jtKST7fmMxmKM1VpR0/8cxut9tqtZJAlMyKgIui6HQ6MByx0+zwipvH4/HGxka/3//ggw9Kc0DR+U0B70wYsRMevyFzlhJJpdYlpKntFyZI/IAfqlwvrbkG6UZtNoSoa0SjDymKIrfWtsGC4tzcJHkQC+vFW0pYt2YAOCs2gNJOgm81CZeiuUbZuuCpGuvgyHknPr+Yqhq4zkSIKlCCkGBOfTKfMxtf0TmphE4GevEgO6nyfNVqcdXzQsgJSihOAJ8Xrx8BqzenLRyRcGVABHIbVF5SCHEiUB3I3edg0PqKq8TBgP74CoKE0lyZ2L/t7e2/+Zu/QbGvk9A45XRpEdbT09Pz8/N2uw1+09EWlkzPND76oCnIqQ3IGBQTHHaQEgI8hx4VL74mPioJpo12yl3tr4RSSdQUOQ1iIlpqkzO4AW8YsQ1S8ThaAFEmDUQxUJfJWmVTTf7qbcoYeZRGnE4SP5Xc8UScWFhKHH5lZWVhnSroqlPW5IC41mAkVg+WkjnoBU1im3HsFIu/vB3Z4gyP4Uu/BKi4RiBKHEicLLaljJrnOfNPnAQsAXv0QJo8z3u9njPXFskOPwe/JWtzmapOQGiAv/u7vzs7O6N8VWFG2ppMJo8ePRoOh+12+/DwEC2vmf1BzUk+94IMvaSmJ3GM6vYny8Bx1aO7CsuAyqQ2mukqSm0qYlXQKuitMQ/947EKymuvds4hGZv0w+hvaZVGXC7lSR1YjdB/3je8/2Xo0VvAubSKMGcCBkO/uLhwlppLiRLsTDvl+2UeoKjT0SdxgKZqhUeyTlX0kwJR6AoyrT9JQisXmvesra11u10nBweF6glOtSHB9aluO04H+J4gJ0rhJZ0H5FhS22KxGI/Hf/3Xf/3RRx85wSGFJWvgh5eXlycnJ0dHRyGEK1eudDqdbrdLLMHRxmro2lU9dc5Kzp0V43OcUZIOuC+6TSpWISwIymsERLWvz0lL1h2dCqU0RKsJ74UdWQBFjaNAsiyj1C+lEkNNmtp4ahKHAv3vIX38NSfwclXfGQV/Ep8gILUTwxEPIvenquHlxH7N7AQEVz3imC/lFibBFUksk1g9jz63c8e8eE6SRSGSGANkZt3mwvpRKoksrOlQYa0wSWTtdhtvDFIrrJyZDE/Tf8rX/fjHP3733XdZ/+HlfFVw4+Xl5dHREc5zRrQxtyJ9VRQU6lwu6iLyIVQrog1ke91iftaICreS0AUSFwf1pSqKUPCp+sdV1X4yixHvUguYDwQlYBaMrlCFsgCVEdVl6leKr2ldpfXa4MkYL9MGlXToDw0SAfHeIyZKw7ys+nRDNaTAN/lqwiAXDnQDsKEqQheIY1PRThVBeuVyk3PYYLAWeuTUCPyiuFZKS7qiE4azQyv2YOFn+lLn1hudo8KsmfX+4MGD//E//gd8qTo7zvfi4uLJkyfIsOA46R8kPZXix+SLQvUIOnpdLi8vu90uX6GWgLccGzKS3pAsrRXZHzWRiStKkw4v9h6VM3eKS0oeU5GcpPcUjkL0VvkE6tdEdMoOpWbdoBpLvJITqKOosl4UcwQLKxRyahDXnQsEUAhvN0UjZgsQrDo9SFNInvgZzMFKiw3uZMrUJICkKAo9o06pRzWMqq8o7hT8PLfeJM4QnRo26okiNqDhxdfBACAVcmWwW6X17QEnI285Wg3Nf/tv/+3hw4c1w4BM0u/3+/1+t9ttt9vkZyYglFKErVKm5nRWoeMsFDMej2FN1oQ3eSZVvXkpJaTcYZcRuHACeGpkBLHNDaW8I+lHK6/h1ujck/l2ms0mToIiwWDdMAxykTNlVUroMFT9uTWJsLwyy8Tz8ogkSnQ1AMgJ2smHlOSlooKilCJKubCsutIwblTBooGHynsneqpGcKmqXsjQnDlXH+AEqD2Yr10zivmrZB6MwppeQfVzTZ1z6+vrqKPnHpeSZQBmQ7ELMkAhgxeLxfe///2f/OQn+i5i8dls9vz588FgwLoZciOC1kz/JFd78xPUyJqLEyVQiqYszLSJFpLntpL6VS2UlgDCeHlawhLeUuW81OamKgLBGNjixUmujUpicHu73SaIXVjpdhR7D+4WL/4fZV0vkIYDVlVDclpWFHluBeBkd+Unt6SzyKNUC8wbcUuimg/khN1SCSXHBImSxLDjB/ykqGYBaYo8RQ6ZBMIJ/lbiVGTsOPNaJLGevfc0trTnJibS7XYRXaawSIa4+Gock3FwcJBZNvX777//h3/4h3AekL6xaNPp9OTkZDQaHRwctFotYEuNWyv4SQJedb/huHRSoMfbgAAvLi5wKDQN4hrExcPpfoAKQpteX/U51ggo2OXM1veChTjfQrL/ycb8L1BAq9Xy5poD42GhwLHBMt70lCcqBIUqSta1fy5/wx++LODSKKxqK10pDr2UWIYKAFxeFKUTvcOljNZlmuKBZA38wHf5auqRiq4gQb4kTjdOVWvEaq9OcvAHZT8kbq3myHvfaDS2tra8oCYlhczSMUaj0fn5+fb2drvdns/np6en3/ve987OzpJgRfxqPp8fHx9fXFwcHh6iDV4p/jfaLVyBmoUHRMdF4I5SHoPPQUA4hWlh7Y3RSswbQFXSxKzZj1X5rUZMmSRp18grWkAjmZMgirPEVZW8c67dbkNhlpYGV0gdCBy1mZ3xAQEBzVNIFn1ccuVRsb+SAZLlbsYYX9IQzRpwtpeacVIYH0269EuARMsGvNm7RPkk7tKuaBZVkGAcxTM1exRPDoUi9ymznDlVI7mcQetMJtXUDp5MR3uMEV3/de3QZp3MU/O7M1I2Go2eP3+OEywXi8Vf/dVfffTRR3R8cf+Gw+HDhw8nk8nh4SHs1Lkd4IdNxerp9JO5kpNA2CROZy9nq3AdsI/IZYJkdZJW6EW945mlHXdJ143yAD8rnbilpBLSCW6GFVuTg6T+ZrOJQ9Cge9kon0I5t2OgWAjFBc+qNVW6Sl4Q0c+7OMgXJEIPBjBDMNcYBWdZjfJiVkkOEOcyUTF5yS70okDZUZlP8GKHRHOuE6t4g6dcXA4pGSQLEmRIFnFjrmISU54jyaT8IlZDP2Q2vBqlvckSYxTKRytyLctyMBgcHR2llG7evPnTn/706dOnyCPgzSmlwWDw+PHjPM9v3boFwUzp60zboGkFt0pfx+VNYr9yoag8vQTUy7LEIcRlWcIiyqopjxghIt9AYjVaUQ2gkq6GgvS/3g7hxEYsrI2AziilhDg3z+osJScviNOWgoC06sTTz8Fw4vpb3UedzkvB4cyFvJC++xwoF4h0U5q/OUhUBRqWWpVvxRM4DZUQyRyFpFFnokv3YHn1FZJyJgvpMeqsUChUW+J4OTWxlMRPsrTKP+7r+vr65uYmudRV5RwXF5Lp0aNHs9lsb28vShK4swjDYDB4+PDh6urqzZs3cZoG4+gYCYZNxxc5nJqWEyGTKylwWbz0lsT3FP+M4vGNTtINWPagQs1V8UNm3Zxya9qTxAHK5dVLKVVZhSwaq05kkg3Yg6KHK68ExkcVUgXuRLnV+Fn/6px7UWUL1qc0pYzkfispq60Juwo2E+ejpKnvBsZAOQ9JxIm7qVzKu/LirSuso78uqEqjl7PK89y63GAYRNWKd/nShfT7Z2gZz+z1eux9QrJjWosXv0RZlg8fPkTN18XFhWK2+Xx+dnb26NGjZrN57969tbW1ZCY7DxPA6mFxqDdoI1GCOIN2STILXNW84TrAouCMgMfQexgBTRBo7RAGZaTaP0n9DONA7XD3ozTSi0ueFVIkdi2zzCVKbibYRgl6Up+QTkjKqYrlSJNqo9ZoKVWRWL6+vp4MUVEaldIpyJmurPXlc4ZDOGetWI2vCohwV5z5YYL16Sc5qlBxVf2VWcquN6yvO+Ts7CYnfE+Sxczpyc3kbCV6P+HGcdXGY7TSCEWSaEII/mA5CM+ePXvy5Mnf/M3fnJ6ekmrH4/GzZ8+eP3++tbV19+5dejwJfJFuECwLMoqvmWotSh9zSgSqRM6Xa0g95qU/M5EtNDbGj3VAvgZVon8VjA7SrkYRgasiVW43zVmOM1WBEF4drCARYouUWtppQNqLO0kGR27tQTM5Ic9XgxJOVEGNA7GqOfpxJ2tD5+1AVq6LUm1KCWI4ihuRaq6UrApn8t4Lgufro3jEnAh+fqMGsfKbyn6+Aj+HaaHrG8X7rhLCVb2r0TIIgFmVoxqNBqw0fElUg93iARlEU+fn53/5l3/53nvvcV7j8fjhw4enp6c4LwPJedHqp7XPXIyR5b/kLk6fNq5KUJWsanpR+uBmagw4+JGO6g3Rce40DFSIcElB9yiKyqwxQm0MXEz+k9uh282BzedzthRB7I9qlnl4UeppSNlqWJLG2JwhWUmQasWaQuC8cpg+KFFlfiWspbIs4UAI1pYDfalIwcnSPGguu2pORBKzNQn8yKrnY5aSRqtSNoh32RsW4vbUFoWlFdwVuim4l1y10lq0YuNLydZSLup2uzysklkrNcGcLBCeUsL5p3jLfD6HyXtycrK3t3fjxg3UJyRrhIEgfzK1Do84mh8urHEs95hYQpWe0l8STFxKPUawTIdSIv0Na2rvqn4wnXsSJQzZr41cgzhA1aEc5VK545YQS2ltEsEAEA2lxdThEaKNpJOlICitSjvZ6TLJdDukCVlRib6m3/LBYABPGVMSSEnRHJ2FtalYVBu5kEAZNqKkUXeECmySOGVbjTR5g3IzeYNynS5awptg3SW8tRyjtKAu0j0opXMOaZF7hlcgj1q3kGtCrsDDEdVeW1srzZvU7/cfPHgwGo0ODw+vXr3KE1STpQDQ9woY3Wg09JhhpU4n6f7J5H1Z9WtRGKluxPeldDFTGk1mXNJJ6gQ96odgbnF1lNdUazLJXUoTK1UjKoMJGr33yNvz1oOD/Zdi1T9Gv6dyIJmZqE/dMEr9ygbKCfnFxQV1jQbeqJ0xDcSio+TiciacZBSPylzaukcxncuyzPOXCUiqJckSaosnEeTKMEBiuvps25bMZKcnwYmrpLTQrzOkAR88z3vkhc5QOkhIFy8BAeoNBMtYg3Z6evrgwYPZbHb16tUbN26gP0ppxQ+ltLwkTyL5R9UR908Fv7PyI0UgXnBdElRQShpFlBwKEhYlsSrqVPUX46U0fHVUqaoMS0kzKavxAbcEa0HxmfU4IdETgRdyiETDDrunUGONKyUgkHkNoXDvKGFr83qZB8EtQY2Ixoa89zTUvJx8wRXknQpCuFVJAGKSHCl60JN4tZ3Es/hPlYuUvlEQy8XFxdnZWbQaABp/Xrw0/C0zy6PVf9UK/3AbTn6nXla4guVGmAabBG9pSmk8Hp+enj5+/HixWNy6devg4ABcxJ2D7KflUFrLOsTaCjuAg4zhpSK0hj24r9xU3pwkcFlIcjh+S5OMIDBIAhjv5P3qclDWoi8oSccH3fQatziRiYA9WOFkF12RHKHa3NEKi0mBSt8xRh4MtZASIn2pciD+VEkWwMsKyylXkvUSXORaREEjuBlaEpSdS/tyvhhPUOFBEUJBxZtVJiWpNFDFOp/PLy4uhsMhkSIjptwnbxelr/eeqbbwAilmw5NhADhTOMESGxEE9OYTLIpidXV1c3PTOTcYDJ4/f358fOycu3HjxrVr14hb8HDodyXxaF4p+EZ121RIe+/hPuJG1EjKSbNHNWlKyXfwdi48BTBsPPKMqwIVygI94SEZbPOCb7nOZGndU6U5+nxSSpoDp8qEGoOYR+GfCsdo4UjK39KKotz/25VriMdbe0qSPr5ECjSNjJrIIfimhFa+VzHgTLrHarGlW/LzkA5yO+pHo2N8IPqxMdsss2JTakAOIEnAJVqqJkV7YemKlCjI0fWWCqUflATB8O12O6UET//Z2Vmj0bh169b+/j5DWpRV1O9YK64JvQ5cebrXuMeFHQrGqSVBBWQeKpYkoJSLRm99NCucZEcxwXWj05MxryBx32gpsaqf6T98JbXpdsChFM3J4yxaB+GNFzGXkbUHSgMkeo6H1VrkDcLgVFWYXiHQy3/keS5HLzmztSGfoiBsXdaaWqD1w4fUCHdhpfHskqLM5qyoT42NQirugxUSwM0yHo+jwdzCCmtqK+Wlt1RKiTYPrH/0m+fbsTqozSM7qZxryDEtWZah19Xp6enTp0/Pzs7a7faNGzd2d3c5u2R5o6XE2gqpdkUDC/I5HQ/4K3ersKxEWoH4U7STeHjIACeuGx+kCsxZq3H1auhOsVO3s9wn3SbKO8oaJxCXr0iCppIYKk60Vike8GDJxaRv7z3PokxVj3k0MwNEDykGAuCWKdfV1uQlzUdJ4oeyKyX3IVhGXpTz7Ln0qrlUoifJOKfxx3Hz4coh5EvKErcEfrgZWGKobyeuFQ7MVZXPQo5doHQEBELLW10Xby1VgiXWB+kq5cVvS4X5/Pnzhw8fzmazjY2Nmzdv9no9espJjhTnVALJwrpI9uIAqKaUlJ2EYrhQQRyCTqIHpMUkRgsFSoxxYSce1Hz/XOFMWnk7ycPjwtLlogNeVDsIBQlNKEu4qg7h1qt+05Cfsh/ntbDTtr1luERzRpeSo5kEgddYHa/LmftFkcydSKJD5/M58raT9WkLkn/GbyjnfLVbCeesShYvUvNOqTxI3+Yo0B834IS5/6+xK/mx47jPVdVvZt6bfeFwGcoaShQZ04qWWHYMJLDhxBB8CBIglyCn3PO35BwEQfI35JIccrAh2YgcR5AQxLGVQIJIihpy9jdvn627KoePv49fV79h3Adi+F6/7qrfvhepxFusFlZHaBy2hR/SAVUxTF7lWxCYo1DgHr0ZQggZI2eyu7v75MmTsiyvXbu2vb2NAs9M8NAy0QyjN7scOoSWD0mK8Of6C2mFoVIioBjJIHj1Hi+DHysbm6c04S1+AH1CLFA8k9mS6G2q1qxWR4ks1dULL743WJ5Bn0wBlOrlwBQiIEs9yaaSfGsmXp1oFUoQ59yL+kG+u6nayNBByt28uJsKID6B1chqZTqxNFTo0rCpJMquNBQkTORMjNHcBETgqzlTHXhgYTl/yieWbBCOuk1yOLDLPfKPZGW6IYT9/f3Hjx+HEG7fvn379m10n5Q2GzBIxCaJOUSVCJpDrZFaz1HcAyftO2laJoQMxouiJ4nG5kpKK33TtySrxaDuUhOOfyhbkk7I3qnudbjG3KeMBpIU4RdW2Ke3qQVP3FUSwSO+Siv0SFZkyQgV4a8yjuzX4jqKRmkDocNL/+uknCPWy55UWmdIylhTsRWkCYGIrySS7SwkwjgVr1JKOBX9XlSn/gH7B7FdV7cBggU9nFicbPP1doAKRnw+evRoZmYGRn+73U5WGFtIZRjFM5VAkguTcJL44pXMjWuSghfTWYleXc8oFUqUL8ls6MvLy2bZM7RZkLySr5ceaWqCGCwsE6Jw9mJvNImeFxamUwtIIU4CtUozScw/Z7VAlTWR8oxx+kgzMzMoodNfqcZzdIK9lOZBLjqx4SjMkuVlnQRqVLqQ8oJEzZxIfRoVRIzyDIO7fAttRAVoaUNHiIxk9rQ+LdaPKXeSl4g2+IQPUazA7WGlCp/PtzjnRqPR48ePO50OzB7EK3TL2ZOjRV0AT+R9iqJYWFhAkpF2PGlLV54kIUgxkb2IzEZx5uu+Vmllf828b0qJx2HwQ8pLlURgb8CHdQpR/OMoJhAfzsdyOy0574e/ShIF5v0qv1K90INBwkpir2TgJL6TN09JCclxMBZlZyUVIyp72DoMOGq5BF/JDXMFSvctmw3KT5zMJuEaaDh5MzbIhCQmDTQRXmzbV+3BiAQlZWmHd1D8U8aQ02h90swg2zAi0ev15ubm7t69iyMbCO4kLbZJuroqSbgy8AdloqhVqR+tEdbblSxTGa1URKmT5B7F9aRAparksGteMHiygV+kFcDNiZaupIEziWOqDM9PmgoB/6Lxv2mesXXB1QVTEJea7+XyKFjhS7BhS03i5mKccy+2rXsopA6H8jhIslABrfytTE9O5W+VK7KNJVPQpEW8wltvRxID9OzsjH87s3FZDsUVBkkMsdK7tJFvpfRrO5GFquso2yhvSHNslElSiMtggLJ0ssArGYAQ0xGwGQA16Jl5FMSi0npRFGzOzCiYZISKD+3PooxDZYH+hBiJ0s/kpFiDTKWujj7T1S8iNJkdQRPLTztHgstg/y6eg1Kd8/NzkC6yv0Cl3pnMq8nq/JT6nXMvBjrwov0KQVtIkw4x6uo+NVlId0vCIiXptokAL0NhU0o6Pi1JVISQVXlJeLn6YTBRPHj+NkoIUskiQ5K3SBd+S1siWJQam11bW9N8eSEl8nwagRNthGgQUz6EwPgPFpZJbj3/JxMQbEOhBs7EMDmHfELVl20cdgjXn0RUU8YTI6A8KgTdr1K/gjcT/GSPloyoyTYSLfgTGl2gSUI9hLwTZzJYtQ5VHxeWiQb8+8IJxuO4PgI01uee6labq3T1QPJUmlCuUKCTSVTnRgtvcUmkFeUxdR5SXXHRAY2WdCzLEmOfM7lLtJFwCY0gB9OT4Z1zOPIRZEQlwGdy/UqOvGdmZgbdxiw6pL1E4GQaXGlXbX2SRWGVDsRUsB4P1l/oftXMc6IGk0QzVRjpW6auSinkKsCSWqL1OZBJMilJWayPKm10ACgBMl5fhHhgqtfncQGqiBx8gMz+cfU2ZNJxNNe7JQe4Kt9zDyqYQ6PIhESgfEzQKNHEaXVdtJI158dT0yhEvXgClTU9VlYko/XbKqIURmSwwo4qIeljbO3l5eXq6urDhw+fPHly69at1dVV7oJUG+3EK1ZAgCeDHL8VZCKaE0VHa0qphyBNYgRj5YopZTkAjeJf5RcuZVoSQDKDB/eUco5vU/YrFXH7ai9kz+cNpH6NWjrTdVRB/FVpFV+kxmg1bPwwiIegKHaiggjPFvWsagAiA046+ydCCCgK8pJVcZItT3LciLOcOd/Nm11dV/LmTF3wV2Q21Q98nUprJ6qplPrEZGbA2dkZKsAzlBBPjEnjdRxCSA1748aNtbW1qqr29/dTSltbW+Px+NGjRw8ePMAoQpUF5LpSSjIBIkCSwR/6JLoe0hDZG0YpSVyRWsoEJ1KhLqCUQeSuPuBELVglWRIiX61Emf1E36tSIImuJhJd3RxwZsZw42TyKDGYyuK/JLNgjiX0QLCKDy8lW1GmqumrnXO1CVMkoJYdTI1FFEVBJ0mdvFTXdEk8NhWEmVCkp6jyUomGBB3F3Kclw8COCrAgCcsk04doQUEEsvxL19PkASVT6josqd1u37p16+nTpzjoDq7tzZs3UVlAewNoy8I+9M/wdgxDjpIliNYKGOvB72BjHlutFrINJCPyD4kmSOEkrmi1D6Q/oBjlaNwa+Zz7TVLGFy0AqOB1EvHLmIefKHaUTtRUDpJ2INKJep4CUTbOg6vkqATyc1mvwPdiuGZrczCBKsmQ+3oFC2m60+lk0Xdv8fJQt/hJiCo4FT1JbNzUUCCpnsanHMUPabjjquS8cqUYZ7GsZHrg0kaWUy2oAHOiT8DqgOZzGNkfzkp3kLtFyVBZlsPhMMaIM11YNqu7pghkE8/8/LzWWhPaRK03AazCj1hUYUFk8w8nqgMRME66VRlHHClp6mMrGYLNZ6pFnuoh12DWnb6IcCDikgT39LZCzqdy5hk7axyrJCUarB6MiHbOsWkmUxcqHJWwn2NEmUMlAW/icqOV++u2vbl0lNnk5ozjVY5eRet6fxLVoTkERQYp1dctfhpsTuYRlTb3XI03vYIdBo6UEM9XjRZmLopiOBweHBygcxch/Mlk8vDhw29+85vr6+uFlHMBPhqD8+LUQpw7M36c+V0ZBTNB66Shx0tw1osV4S1+RcCC+umpc5tKdpCsLHxQKtH1E1OFTeBRNtCHExd6j6uLXlJIsgrFTPwrTUapNSIVFdYORqogVxALLTsWKFr8zTVMkhddhaogeGFNlRxg4UXzEujqdfHi+ih71FyJkuYkOMgGlSSAueJKiuOzzTQdwWQlX1EigFr/mIkfrL/T6bD+NlPuuGc8Hv/P//zPtWvXYNUcHh4+ffr0zp07ODxYXQ463FTEhZ0ZDgbwontpVGgUKElvNLepmCI6FFBYamXlmZPJRKmfUMo0thPxjw9J+kGmiCaJQjaFiBrxTgSok1CSEhufSQzSveHF/yLsEySmoosnTMgJVVWhTk6lg7J9YhRI5RPZDgqFiBmPx8q1KkgogIPVh+on3BUFWBDXDR+WNqpAMU15QGhSPwYbd04QK1dECSlGGfvDOioSgT7fez8zMwPxT270lmAqy3J+fh4902dnZ0+ePMHkAufc3bt3WcxT1OsXMqeWtiVOU9X8v1Keq1e/cSWVpUQ0gKYCiGgm72WHHHPjnOumMNTbKOPJADQnvGRjfF3Gc7MkMn6e3cmfq0HPxTszHQs5/KZqJA0g4CkgkqXMLuzQOgyEVFZXcnpOvVxHlCQAPQk6vhkVkpQpkr1oN5JpkEBYEJ/SiTaIUg/HnTuxL6PUx/Mrik++QuVNsNwTVOe5XWo4KmIAO1jw8A45osyZoUUeBnvPz89vbGxAMiU5QETRH6y0pLIEFkrlOP4NVhknKZB5aHc5U4Z4aZD8DL2LSoYyEUeV9furuQKEsuBHdSxxqlZykiBbqJclE1OqPabSul6EDBsPlfpxTxY5JHPyvVGcQP5WadKbh1NJhYgCQVf43LbmrWQv3oGHanEs7yThqmGjGw4S1crUgtq1pQ3sLqzLVpUMNk9aSRIUYirguTozA4MEwbp/ZQDijFjx3uOENpC+loeQAhiCgIoAraAGLkrVJ80S5VsVLpC+NJMqqdDCpSuM1gkJJclggJIL45sqyyqb6aReaWEDg4OlVFsyQFvtDSpVby0QypNOjA2KHgXp/3tlVKhyWgndic4piuJSBlwTnqnu9jjn5ubmUB8ByOiCVYA+pxnKj0yrqlDx3kObkE84E4FrjfUD9lS9KgMwrK4gUGubglM1jJNyriRzh3hqL1UqaTFKCgzRT+YL9cJLZ2ZmIP6hN5n0LW0aqRcPhNTvxMghFfq6j4T1oDwrWLExlAbpW6NS6QpNrRZIFI+L3MUf4rGnp6cYdejFxIVcVBzR7ClkxAvRh/kG5FInsob/bcp7Ypavbt6fob6wRr9qWjGYF+NCbX1C25neUJuzsqQ1KTkTec8ZgKuJ9e4bmh9OBBIxVBTFyspKu90mRSLQpjKMf1NOhHrcDTe02+3NzU2ckXZxcfHs2TOcNeRkqFspHb1RKmoYIVagRCv3B1Gy9E3B6uqZSBzOrAW6HBNPzLm6E0/TizYGfpKVaThJpkIKgAcIN8qaZBUf3ixj0it1HQHCt0cJx0VJC7Db3Yl6cWYgaWCXfguXmlJq2eHvAB0DlCq8lJeU+pWism9VcXmxIDLXXzmNwAwN96OwSkT1l6i3nWUtGAXKGBL/rRVaUgcl0YZ4IifnEATkRVqxGdPTB/Bi5GGTwUqsb9y48cd//MdbW1vIMEwmk6+//vrjjz/e2dnRcA3QgCV95zvfef311//1X//15ORE7a7KKupKmQJL46eSsJLKj5TS7Ozs0tLS/Pw8EkNNbGGPpTVc+7odyIJtpcgo0SovGWuwFm6GZCU8yWnEIoV9YQO5XN3MyIQx8FXalJeMHNUQ4lJ18aTLyoZlVFZiqc9XQaOAasr75iKnfkUaqyTSTzmlVhbJhlDKRLuTYiHVrrrCbD0ttV/V/3BiYHnrOaAcKsvy5OQE/8WwVZV5yrIKpiCX9351dfXP//zP19fXox2jMDMzs7a2tr29fXh4eHR0hEFrmNmPCMy3v/3tv/iLv9jc3Oz3+x9++GESg4HkgqUi7knjR+9MYmC0Wi1QP+I/NJGdZJpLOcuWhkdhI7z1gS05upgyPkgylfZPZe0B2khOGgqSzU0WDI1WR+StDgprY+gQN+ukW0WHk0KPZBdFvpcuez68ktJiXWEhVVjZ85V4aFNcxRjkzMzc5/JiPQSvtJRJVXxOIxxXYacfqA0S625qi9tu1Q8UIjMEKRjEUwprD09mxerSVdtSmBE9JK/Z2dnvf//7Gxsb+isoAVDt/v5+p9OZn59nB9Pdu3d/9KMfra6u7uzsjMdjDrDgZmhMRzt+GO1/Sg2ZoGq327T+OfmV5R6+btATDSRT5rC8XRS0pVXMB3EciTmyBBecEYETEyJKmAEBPmKxJccggNWV4TPq9NJKpnIXguDSTjnJ7F5XFxmKL9rfGVQps2M9PEjpXtisIdJYksuZWqC34+uRcX2mkxFArBLH56wOUg2gXOqQB8AFNBP3eCK3SrLQvC9RrozLLc3IyarRMkFUXm+88ca9e/eo1GhJn56e9no9RNn39/dfffVVPPD+/fvf/e53b9y48eTJkw8++OCXv/zl5eUlpg4m8XJg9rBSX+MAikKufGVlpdPp4HB2L3E0DdITMoXMOCAolcLIkDrTmCIcPAa+ZaxG3UrVnL7upIKRWnZ8PJ0fEiIWdnl52Qx96jPJurSpyGN0P5KEdwqZJMefEwgq7PgJQZ2Rmn7O9ZPMqkZCgADEajVzTPeDS+UIrSThODZMqojJGSBbHHlXRVG2Q0UY9YN+y3d7CyAqKXjv19bWfv/3f18LHBCFODs7G4/HGFZVVdX5+fnOzs6tW7fefPPNt99++/z8/NNPP/3kk09+/vOfhxBu376tnnGUsjPaP5kxkNHrwsICetKZoCADKGUo0TtR0E5EY6iPK/X1kgEaFXrud5SEHf0BhS2fRipxUjATGukXhCIu7XxfJbiiKFBFV9ko0iARNudcafMvCM8MArrZ7G+lqqukg1JItFZPEgxJs6y36VVW1eLqbjGh4UQJ6OtgzqDZ2tWrMLLFvKhGVOL2NmaI2FUdnVF8EE9Ul6WZ/8oKuRBp+cEPfrC2tkY/Ej+pqmoymWDWFcKsKaXz8/MHDx78wR/8wXA4fPjw4WefffbrX//aOffKK68ki3ZFaXWPdtQm8l9ODIkMZyGE+fl5GD9FvRoPdzL+jU8qqQxrSi8Ch8BMMsKaLAeA4FKDLaMbJ7WDeBczRyQCJ4XlWAPGXGdyrrCLC5hKTKpIlUoqCdGq3FWq8uJc8pOMMVRRqPngpTSaeR5vER61RTN6a6qaZBFCzR87memd/QRAaLFQRDmJgiFJCX60lBtX4CU6TrSxjsBJEpuO48LCwg9/+MPXXnstg1plp0qRNNEu+O677/7RH/3RycnJr3/965/97GcHBwchhI2NjYWFBZJRWR97CAUCaGLsoVrhBAEzsknS6dwyLQTabORSMlJpPSIKvWB5dC/BnGAdwAQms78EAk3eSzvT15kcyfSPUl60QrHxeNzv98/Pz9Vhc3UtrdTJb9UGI5aThAGdqCwl30ygKME0P1T4e6u358MryZe7RhMVgaaMUUmmiPpKjUZOsqksIRAlkEUCrhXDqe5jxINwUSFHEajy1dcvxR8iHteuXfvhD3+4vb1NzcCb8TokYlGO1mq1Hjx48OMf//j8/Pyzzz77yU9+0u12q6pCvDKZuc+YV1U/6xIN4NTs3DCRwWxXstA4pQLvrGSuBOJUBAgtECxbx+wEmydJKOkfqjSinP/D3/I5vl5pS+mj9OosKIcuH/25M3mpHXwUTEk6G4n0jHxV7irbTKVv/nAqD2SrUkJPYuxR+qiyJShcnZdUgCqrkDGcmRJ0BVUE4I9Wqltpyg/e/C1+RfXEDTiZHkUWUlGKdVy7du3evXvvvPMOjgclOtWtxA6RKmq32/fu3fvWt7517dq1p0+ffvLJJxj/z0wtwh1Q+hp5LGXqiZbyZhhNNuBfpQitIFI/2VtJR0Ef5BjZaGFKlTpJ8ustG+QE6aWmvFqDSmpZbDrUxx/A3If4n0wmGSopWXRTikcNv+IPEpm6pNT8Xsq5MwbQ9/KTTNYmM1F42iJFQBInldYyf05QezFAeEMhddSKi8o6VTIDVdef2BRP+DKupygJFgt39bIFdXAp5HBBpm5sbGxtbX3jG99YX19H2/jFxUW73eZuSzvpBAuABvDe40DF5eXlXq/34YcfPnz4EGjD1HLn3GQyQaFvaZPJuO3SRv9l2M12XkgHZqzXZhN5pfXReXPuMxGbSW6SCN6ulDFj57878Suof8hpUaotFClkVCVKZycND4dD2mbUUcq3ukgnY45IqVFi9lFq8ty06KEqBAKNQkG5QgGuspwgjZJ1VZLT/3oxQfltEptFX+2llCZZRC5JMjFj1xdmAHGc6hYbEePqusaJ4ZRds7Ozr7/++htvvHH9+nUY6+jELctyY2NDm/qcKD4sHcbx9vY27Jmf/vSnH3/8MWQ5R5ed2YUub6X+lBKK4JmiyhiA93NT0Y7+TTb1pJIRouQWL7MMCE2KAGKLdkWw+jn4oKyAqCQnTclCuaXgJXOSIJxMf6G6Gw6HPE2at4Fh6P46yfKqC5e9KFiNqrIQDSRXl/1NwCq0M12hfOLr7VNqhvE2+i0kMG8yt7DaDTUfqBYIzEqqDGMjQsP/PvcBfL0UG3SgpmFhdRcKMm6Vsq3dbt+/f//BgwdoGSnLcn9/H1x4dHRUFMXm5qazEYUUbAy6o3rx/v37iOF8/PHHv/zlL1HZh+UNBgPscDwea3UGSaosSxaBZYLEiaAKNubg7OyssBOqFYvRpjmwOMJ7j6HQ3hoYCLogMQPKBehAvAUl1rhHkUF1CpOGD1TWzWSbF+eEgWPSAQUZSxW9WM9kXdI33Q8SPYr2+DQnLulV1N/8UAU5/8uf65yBKIkt/ipYKkYhnHEICZLiRnVgacWz3sLQSirKsbVTjCjDdMX8DfGnRouXa3t7+zvf+c7q6ip8sv39/fn5+ZmZmclkcnx8nFLCIYqQrKenp8+ePRsOh/fu3VtZWcHnMzMzd+/eHQ6Hz549++KLL376058Oh0MihtlfyPjK8lPR4srJOoBpsHrRb8oDTtLGFBhMozCMkxkthKava1JKCn5OANIHBQN46WdV6x96L9RzL2SqYAVqXprIojV8UeYpIfLiQ1JDGar/461dQeVlalQa84+MP6dK+gwmpBxK7ijjrvR+RueceWuVFYBkfI7gSkvmZxIafDJaW9G9FBrR3uepKCpKb9qQQElSpaQ8zT0Awd/+9rfffvvtqqq63e5gMCiKot/v//d///fi4uKtW7dAviklFA4haF3YwTMgCCStyrLsdruPHz/+53/+56dPn+JF5+fn4ASoCPbmR+sYpOuS4UZlqtJHtgVah5VNAZmdnV1dXYVnibgqGuH1t/S0nPSh4u0tOR+Nk5QU9HTaSivlp2BT2iUbFzL5C0+o7LwZJVBuMEgjC58WJQ7I/dLcL+tjbp1ENTLW4k6dOKMK8CYPXPVJsPqOYPFoZCq4WS86AXcyi5esKQzkqjyjArqwlvnKqrOUJFpeEjoqKqLMG8riIWpE4rbvf//79+/fh0Y+Pz/vdrsnJycoZ/j8889TSjdv3pydnT05ORkOh9vb25PJBEHrGOPJyclbb701MzMzGo3G4/FgMNjd3f3Zz3725MmTaA0Zg8GAcpq7dWIgZvKJSHIiDlXykcmbaHPOra6uppRGo1Gr1cIZcnt7e5ubm6urqwg18kWFHBSiFmOqn++gQs5bNInirZT+Q/Kkk5ph9fa81Xufn5/DrSJ1JjEYWjJj2EneR/HrTHcp0WdPyz5v3qY8mVG5fpJhgRukvODCgg224U+idIEygkShwAB0ksnVVVVx4BUeBRlUNSaZ1s4I4wqoENQD86J/ceGJ77zzzptvvgkr5ezs7PDwsNfrdbvd4+NjnGC3u7v7X//1X1tbW0tLSyml9fX1Vqt1cXGxtLRUFMWnn36KZtx+v99qtfr9/kcfffSrX/2KVKUqPltqFjdwjSvV3Xq9KrvACXRIZmZmbt26dXx8fHp6CmCtrKwMh8OjoyO0jHkrBMRz1GUklRNQHP9NJRPt4gophp10Awfr6nSicIACUP9gMGCleybzvBgqSTooooV6qeEL64OhYxDFEVcJQgJ1YoFkhM4f6rdJAsH8b5CJQPyKWtEJ+xHLJE7lK2Vp3q+DS1yd+flfftVqyUnoFPAtGYPM+5KFXekDpJQWFxd/93d/lzIPnbXHx8cQ/8PhcDgchhDG4/GvfvWr5eXlVquFTNbi4uLy8vLu7m4IYWdnZ3V1Fc7up59++h//8R8YMgWygKLIEpzNP1QOKfVHSVTzc2KImoSbWl1dRUEl6Q90hu5yIixJAA6IzKiZb8cIaG916lwGJXqQjlOQOEtlnIVo9fnI8TGFz+1QXXDvTvwTcqaKVSfnqGp4KtlgeqWw0MiyucalrDj1q0yo03ZPYpg5OfwiSv2Bt+7ZwgYhRnPrY/1MSFcfeuBl8gpXnhgFIshI3/TzlL2cc6hn9OYLxhjv3r27srISbIjN0tISDm8cDocnJyd0Hubn5yeTycHBQavVQpHzZDJ5/Pjx3Nzcn/3Zn4Hmqqp6/PjxT37yk5OTE2ehdCImU7XEAXeoEJwq8hVnwboTKYfoHg2HQ6C/0+nANz07O9vd3S2KYjwew2+prJ+d0PNiwxCjwerMvdUAR8tVOxGKalMpifBfteMh/pHkVkQqVxdWtzuVNJMceww4ZCYQF+DqQjCj4wzITcGk/1UJ7c3OIVkTKUlG/XibSuTqo++cpY90wZo5RiCE5dZUI0EiqhRPzwdLZHFDrsyLNvT1eB8e8corr7AkHTywubnZ6XS2trbu3r27t7e3u7u7u7v79ddfTyYT2mToWO10Oj/+8Y/v3bvX6XROTk56vd4vfvGLZ8+eVTJRB3SWgfsqGZNd3KcTjcnfov+rkPp459zp6eloNNre3iYcLy8vP//886qq3njjDdAKrSbFa2lnNGV0zEg8CI4ncqs/HUKYnZ1lTgP4ZuOY7j1a5IdHu/KlxE4hsyuJdSbmuFP+SyEVJDafLKvKdU6l4ybFv0QD6D0U/E7a7bkLUhe5xZvnQ1qnaGA9lRc7iuI/WsA924U3e/75cJiWDWvnUxSFri5g+JrZ2dm1tTVl62D1/QsLC2tra3fu3Lm4uBgMBgcHB/v7+0xwXl5eYpzgzZs3j4+P8dL//M///OSTT3j4xaUdZE2sZJStIq2JBt7JBVOwFUWBKuiWHYroLcIwHo9RXrGxsXF+ft7v94+Pj9vt9je/+U2qPgReeAXrw8hejccy61nVz1GkSFM9AJbDi1BJGuoxHIR9ENFT2URKIoSJviTRRjVpyHtZFNWLv6GvUBjyCRljKMz1mdk9qT5vIcjMNpqshEmsR1+SlGkQhqRmXy+bjfU4EhFXyRCKFhmLF1epZBSuiLcgf+RNRdCCQiIGsnx5eRm1+5hXARnW7/fhK/f7fXjMH3zwwfHxcbCjE9Rcvgqgaue9/FKstNvttbU1toDxRcisYYLD4eEhAj7b29uo3XBmQDMQFKS3ncKC3Ajot9ttDNQgSuI0tz4zdbjaUD+8EN1CxFe2cS2xzCwEZ2VFTXlPVySJMfzbgPS3gbZ+SKzRdi+tn9NLID5ZPp6LpLAjmTmhh0whczuMaDvThLoG/vFi3FIG0CRxN8UKX+asgh9HxKlycdIR72TeHco8e73eaDTq9Xq9Xq/f71dVtbCw8OzZM9gkUaqadD1K/V5GqyrT4lK+byKm0+ksLy/DMVWLjrYWhc3m5maSKXeqqVnon4lSfRrIkT9ks6KKYd2CphedSGImOM/OzobDoUb9SArRsjGk4yB9bZRNaVpshC9yYpxky2jym248TdO3+vOpC0ZaPYqPzm81lRmlkZrLIwzJz1ihCn7l6iBFa7p+51yLwHKim6hWFBx4tJ6/WZZlr9e7efNmtPlNmdKgs5XMdzk9PT08PNzd3X369OnGxsabb75ZVdXh4WGMsd/vHx0dDYfDJu1m1A8lozvPsOKmXd77+fn5xcVFTBOi40t3k+VD9PUxpQsU7OuTzCppISI+qCiUuCn1K2mDdGKRqwqlzIsSpUnmnSMxRyWj1MldB6lM4Q1RorRJzCEnhriSRcaKGTVnECZ7RMlGZXSmrD71LU7CYkkOR4wSP+XPU732gdSoHEh4ljaXQMfrckkvPGVnHR5kPrwpayrj68EhX3311euvv17Up38mEeEo2KI73+12nz17dnBwMD8//9Zbb7VarV6vh0IJRNmbNOHrlihnN+iCFbgKVqUDVJLyOUrE3go/ndVj+3rwWN1KNbog6UsZ/cCwkpchxqD+sn5gBz50FsSI1hugYSVnKn48HiOV3iRHV+/kxnaIVgJHSdCJVVBJcjqjWr2apKPEp2yZ/VA5UzlcX6oesOJR5S/fHmxetD6/KQqjdRcBR8pdusgXPcEUTl4qxaFbM74nBL33T58+7fV6iH5SC0cr8kZ1AwL53vvRaHRwcHB0dAS9sbu7O5lMjo6O4CJ3u13mPjGr5/T0dDAYKMSDtHeolFUoZNDHJ7Ozs6jHVtg5Iz5vlj3VAissfF2xkvqBGx5jSs0JGNK+wut4Chj4h2FQVxeKzAoTVYhgoJAEbKaIABE3k74kgsoaDzJSdhLfTGJ7uIZUbv4wA6wT7gr1Yo3sV5RrUVovMoqneC2k21OxTFYpbFIiaUO1HMWxlwDPVC59PqKecpdfqBmXbYDALYri5ORkZ2fn9u3bk8lkbm4OU7+dhavRm9LtdsEPx8fHvV4PzXu4JpPJcDjc398/OTl5+vQpeuGTaXwtO+Nm6OplDKnwaioBJ6IiWhWuE2OPQsIJhwdLxqmA4U/4LZyHEMKlHe4ComQGwNWnR3KRfCAxFKyjkj8py5Ijzok//jBIkNdJSiELIlGb4b+XckRak/QzKe4bejWDbUZYyk7ZQ0jlUcJ6qvS8pZi0FgHbJDTUZnFiZOK/iPaQqbJaKV0G3lUbeZsJVO6NEtFJGgVUHmM8OztbWFhApH9zc5Nt14h1DgaDk5MT4B71BciRHR8fz8/PhxDwyWAw6Pf72kcSLRFLuRIse0WSyqCshK4YCvUkYqq3DmmcV5OATkzJ7LEaMq7qA3HJNtlz6AgpqEM96udEzhHUKK9yktwlZWR07y3dpiyX+db8oWLZiUJwoknIJPrvVTBXCuNiXEOK6/YJ/GAZyWQhrELaGGI9GJMkyJMxHhUI/qiqCoMhyCHEMkHRovmeITtZwJWrDxKT5gvw85WVlW9961tffPHF3t4eHDUo7slkcnJycnp6ikkNGHkyGo3AAwg7krPH47F21tJtoGGg1BnlsLCXIENJVicysCtNUVLIaVNBUlqUAkFiwQhYURdl4iNJ+CjVx34kCa8pm6HPkwiO5iecnZ0x8MrtkArpZtAWUgJVoiEc+IQoBSYZpTY5QR+Ywfbll+KiKWqdOV2urjC9OO5RptbqJ1E8hEKml9I/ThYmosZTDYAfPn9lkGSE2gbENwVVURQI8PN9eNza2trv/d7v9Xq9zz///De/+c3Ozg5idoPBAGVbHHpR2syS0q4YI1KbFDkUsa1W65133jk+Pt7d3VVEvkT8q6BSFKaU4Ki0bApaaVPWKmstUMqI4tMHyciQkmiGOklKFFYXHSSmTsJKErkr5JBD0C6PGogxAmKg/uYedbMUT0nGW8R6NJOvrqRinPys64+NMKgXy/tllF7/icI/wxQhWVgXuFaXFdIOqoTuJdF71XuBWbWRorle+EqhgXW+6ApXjlFyp/ghI6IikvfrIOL19fX33nvvjTfeQLp+PB5D2He73dFoBDsHGgDlXGjnw4w3HGeCuUBk9PX19aWlJTQDUC/F+jAFFdXcm24Vf+AEF2Rk6aRi+6VNdySmq/q501qgQnworaijGesn16pmCJJyKRsTK5xE/aKc75LpfRUEfF2q53pJQ5ksVJgouDK9pM9PYjFnMsjXjSg+MKNRVUReeh6cSX0yQ6Yi1JzLFhktMkFHKNX9YPIz5VRh3aq6x+fNB/x9ZVeQTsUYI0o12ZLr7OwJzN4JVvUF9tjY2FhbW+OpRGCGk5MTcEKv1wMnIBc2Go1Q2oWi/9PTU91Dp9P5+uuvkZfVSgo1qRXW3J4SCkFG6zxZhIRzNglHklSQYHm0ECfVgjMZpljx5sNRrTd5kgrBmyOrItDbJGqUPKizoU9QqmLgVVUBNb6TqTb4pBkEUyWgOsE1HI8mZesnmdwhInTj+pAwLTCqMiKKaxslfEc+b8Iz40muQdmbkEkYjx6tRBGkrwhWzeCsiJJ4AokjeoNzsjROB2qDG45JJ5iMiQMYWYyJyhyEyVGJqeA7ODhIUp83lfozPZChip+w8gfkosUaKp5J+kW9NZSURF5C2Ic2UrJcCsesE4tUpwpb0itdQKAA6cJ+v1/WZ/ryV4rsjOZow5Cw+HmS7I2vV5tmQjEzeKJUqjWVj5+mbKeyR3YPKZKmv5fhqirFubBCjulmFI5MCzMSyryQqQVVfd6H7i6hFqiSiwKPGwsyJtvZRA36HMiF4ZxQdapg1uOoC2iAy8tLlEnDBOr3+5hmgygHDCF17QF3hLTwyaVNEqe7ooBOZgE3dUKGDKTSOACCZEpoarVtlESSl/m+XCF/RfZw4k4kq1NINvKNi8d/eY+zgy0QGkY8oMnPKv7JPE4CSlpfECXchDdmpOwl1KNQmirXM9mkZJTdOZX6Yz1PDD1Z1FtAg8RD1SEJErbmJ048H1oxGvVXDConUMl4zAaN9RJfZ1VflQxX4ftUN0F2XlxcfPjhh7du3cK4T7z79PR0b2+v1+sVRYG2GBg5g8EAXgHsH0R+QP1gA8KUfyjCmsTdVHxTL295WZKOWh2ubtxP/ZdsmRniFKIURYUdxVVZRXEUZ5eit7BzvFkyBA7XZpepG+Ef5EMvWa0gLZpBIhlRTtaJ5uU7OdPACZ+rbsnAzo1nmHINJezqOkqp39VZmp5ukJNdiHoa8dTMZAZqTtoI3gpVvBzkzkBirEcyHMeiqLp0IlOpgLwFZ7ypckLZe//o0aN/+7d/e//992HMwDFAfpfNvhhgxhhov98fDAYQ/4h2428uUdfDNWQM8HKRk8TaC/Ups/ycPi6Zv7A23yjVOLSLmvIySqwdj+VQg1Sf2+7lciLtSH+EA7FA08WJ6EUgju4ZXRo8mVkakIUmcDJIegsquIbsV7JuglSpv3lnkyVcnW9jvfzTiW1JMiWJJyvG0exnaASpibtSzsLCnZpcUqQ/ZwAnOsI3LLxsD6wLaskxcrjhF7/4xfr6+ve+9z3o8fF4fHR0tLOz45yDnQPBhglZDASB6JHppIeuwf4mDprooSAk2WVI8hJkoNhQ84Bk7a0oKElGCXY5WcjXHUe6mM4YgKjlwmi5aYzP19MCzjlEjcvG6UaKF+89TDgtMdS6biwGRhf1vlrSXJWTM1RUTivtNtkg0wakqqn+AL5VVakQo5DFT1g6qU+gzE1m9zN8TJrG0wqprIZUZZkW7EmNKPBq0fT3dd831rMPTnLAWbdosrTXv//7v9+/f39+fr4sS8R8jo6OkAKDsIe1c3Z2Bq8AF6x8VEprFAI3KyVdhYZUt5GU+hWpDE3yK9oD3tSlppxI9KmeJ8HFtmmuEK9mo5mKKGc9+M40vpe5DEzWABpTJajSHDMJydJtxBd/peIAroIzEabi3zVEfvON2dsJ5wzUGdgz2a/PJ9ijJMgLm/eWROPRKaUSzhb/nIhbrdJO0eUNbLMu5XiKbCXe+5wB4rQAk9JZJfWMSbyosiyfPXv28OHDt99+G//FSUeocGYfDKaMQPB77+fn55eWllo2iC5aPAqpO1cXfooGJ+4p15ZphlTXZuoyZnKLxf2EAHUlLXi+0YlQV7sWAGy32+rJKUVS6BLazPMTMlPJLtMG+geZn3AIFitTlU4ZHOs51FjPpbi65M7W4OvWP7GjnJARGW9T/ZDsHBNl2spGMmqYIXs1BRmBiSvUo9IaLaU/UMr8Jb1q1aCxnrXh3hTWRH+SXIOzcpff/OY377777tLS0r179yC/sdyLiwt4As65ubk5NGR1Oh2Yywj/YcrfaDRCCZ3OdlZpmoGmCWvlXi6eIUj+i2gsC0W8pWOTnbfjRNx6adDGA7W/kY/VRl7CsykaqcSdc1SJKmv00u3jiuYYBClOUTziw8om6PPDqj5Pk+txVwia7B7iIhOLXKfi6CXM4IxR1T9RsasPcXK+TiENd0oYlC9JRiqVNoMDBgs3zgU45gEKOfROw0x0or1EvjXwR46kgHny5Em/39/c3FxeXv7DP/zD9957b39//8svv3z06NHe3h7yvkVRIJfsnINXgFHPMcbhcMgyUtqCyo1TyT37kFeQmWqMzIDQl5aWlpeXSX9nZ2e9Xm9tba2wOaGIw3jvYT4GG+rNUGas5yYpVrm1jLxIlE5KqeH5sA1aidgJz+iOtF6DMk+RGmRcZoZy8o/SYvY3URkkpfOS+7Mf6pV9pf9l1LGQYqpg/QlkWlqtri7+Ur2UIwOFl7gC+UrvT6L0XlTw89OqqjRAm+1WnUhfz4k65waDwePHj1dWVtDaMjs7u7W1devWre9973vHx8d7e3tPnjyBP3B6eooZzsnqKZAWyOxgbu8qETWV9FWqRWsXxI6Q/7p58yaMNHqQmFp3/fp1gJ4n/GVGDmY5OudgsTAg5pyDM0MGIDlG88+I2mDVqTAFtQQwo6Rsy6rWOCHQWalfsiroKFFOJTsVcC+R91dB9SW0rjdkFDb1jaWNstQIRJIQiDNic3Wrz4kTxRfpK9SNLO2cHo0rZLtrMZLKvgrWkTuZT0Q6UCOSt2GJuOfDDz+8c+fO+vo6uQV33rx5EyHRfr+PdA/qgs7OzlAyPRgMQP1kX2XZqSjh5inVuHkFKFocwQOtVmtlZWV5efnk5MR7DzGM21B6QBqN9WYgL6U49NJwD/0BDH/XZVeNceR8FGJfCHrqsjNWT2IM8Csgq7I6Hwb7Qj3W7s1kzWDC21RATgVvppeuuk2Br/zvpol/XTm3RnOOa6PXS4AT0coAXiKbwVoyoqQ1kxQ7KQzxx3OxQbjQkAr1Shh+qBE99RnIczs7Oz//+c//5E/+JBsvhwz/wcEBkgBHR0eYQYJ5oDgeGEVBcCXxcxx7GCTuqxBXWGf8TdlQyJQo/otXUAOgrgk/Zya1KAptraB0CfVkKktx5ubmqPogklF+R/3O8G5lo/2x61TX7BlVKT+QMpIF/rM7ccF2JYL4c+XM1EgvKK3zqwzUUyk+C/tmf+imiMfSjjXJfo41Q1RRfpVyShUJnbiglU5eSo2zLsEYLZtBH2TWaosxNW0IJkTUZuUflfQJ8MV0+Lz3H3300WuvvfbgwQOqiBgjxobu7e0dHBxgGgorRkH3yBbj5Gqcg4STjirpMZ+Kg4wIlBpcQ29C0rMKGpNa0I2wsrICfx2hzMoG/Csus1IIUmeYdqiC3kZyRI8osx8E+FW70L24eo+Oq2f19WZAjHaw0l+TDTIOpLBrrsc1uIKvUyjpXtTI4aVxFJXxXpy9wvqkuSS6W8lUaymDVcjtpRw9SCtIl0fSTTgfwItjRJJVUNIqcFYYzKAKYUewVlU1Ho//8R//8a/+6q/u37/PcOzFxQXqQNFGTAMAg/5AlBsbG0tLS5zaEK3sWXHDbURJ9St6vGhbXx8vjs/7/f4XX3yxsbExMzNzenpaFMX+/n673d7c3MwOoOa+vBiEalEEKy8liCiYmwrXW7c0t5x1taZpWk5pLlpmlyqaJgExqJUwhIATlahf4SdZhITM0ARpk1ebS53KA83bktlCDFEoHLwFLhmOI/lxJbyZhKd8UlkxXJTzrxTCzzWAosdLsUQy44cbUJqgFlYB5k2/j0ajzz777Ojo6K//+q+/8Y1vFEWBAq9Hjx7t7OygKR6qH7NuvPcrKysrKyuQ/cmaZlgPnOFG/e8Mc5kww0U7hPF+lFhDwGMBt27daslQf/agOZEiJDgnKoVcAfda+85cXV5CcWNAEGpDUt22SWKWZJSn9JcsMNDkuiRqxzW0Hx6iESelDyI9kzUvofImq2TUmdEcv4VFAD1P/9Nb0JOJqare95jFpijvGfinvKOiyJbhJPmN+1s8bIJsxKcoeXmxeYKVyuDdhTS/ppQuLi6Oj48Hg8FHH3306quv/uVf/uXq6upoNHr69CkyYjTj0AW2tra2bBfMbuSMUS1HglPQKyib6KHCDSGgABsCBvRHxEP2F0Vx/fr1JIUPXlJguJPHu2fmSpKEq6t39ClBKHOyz4vGj97fJLvs2yCpUIVGqAf4VJ8nMYRUWCRRCM1lq1BrQpi3qfRsfqs4ysSHs7J2BM0gCzjuIMgsKVBLJfOxCQF9e7TzktVcpxSgF+rkAG08ocX/KNArGZ7Ib7EU5Hr4xEs7NosvPj8/7/V6CG780z/902uvvfanf/qn29vb169fv3Pnzvb29pdffrmzs3N4eIjwS6vVgs3dssNPx+MxykWzosgMJU0BqdDPgj/Beg8qO2aU84VUvwGppBuaN+R8xTrRDLTBfMpWxd8ykFDKnJimyOQaso3zmcqEGoxKkhpzdQOskFI/MgOjZ0pSUxnS10cr8ys1bHTXqW4yZejjY0E8DDNEa/ImUqL18nINJHTKsliveM0ERyUTPbQOhWTgmAlWuKv2dEL9HP7hhKuiTaogHHF2A0yCyWTyd3/3d0tLS++///7q6urKysrW1tZ3v/vdk5OTr7766quvvkKrJAgCCanhcIiRiegGbFK2E0nJfzOIe4v3Z8U/vn78B205Pbk2q5XwYhZGq9sp6lW46OVloq2yE+wKKXhMlu6AEpjKulMlMf+rahk3w1Rg842W02Tv5dPUqPB2ZZTqrmDFTKGpbzYVTfp30yAERaF82NtkGnwF3JFL6QcnO+DIiRlMzYaiHmCEFg49Zi9TpslgDpPholW24EGqE9R9znRCdie/QlqX6z48PPybv/mbsizff//9hYWFdrs9Ozvb6XRQboBgCMqEIPgRJEWOrEkQ3IOrs2iGtpadS8cUmBMTxZutyfHoXioXYqMQJVm4LUqVgcI32vxKpRIFUQgBQd6s0ZEErZJVd6cAh9jjMhiH4KooIymPaDmQBDm0RrVH9i7uIrM6CBNfN0KSmEypbmI1b1CWOD8/73Q66svBoFCBAhMUFhEC4urUEshJGpKAWQroKLkagvoFqahXB7OMyAtyblmUKKcz85ouPEETY0RwQ8Ha7Xb/9m//ttVq/eAHP0CtaFmWvV7vq6++evz4Mep/0CyG6cfq+zale2qYDa5+teysebR9EYhzc3NQuM7akahJk2SXSCsq4fhvtBEmUVpUUz2Lgg+1SAHSDoF/+B4ZPqaKW/0kiQcS6iUDZI9KqkT5/MzB5R+xXj2qxJ1tJIN5BvBM+ugfTc2gD6zsrCcmZ9gMEC0VADuWC1Znl7Sh1ZlKdb4+LTTI0WNOeLhFqQ8NohRA0e7qrKxoa4oNRVu03NlkMvn7v//7y8vL9957D9Uv//u///vll1/C1h8MBqPRyDkHPaCLnuoE+7olkKGEzmuwLBgK7wrrE4W25RxS3KkcrvirrPc0mf5N1qJBpaHutWKdjATHdzKZoPFfHQB9V0aIukf8Xcr5xPyqsM4yBQifX9TPQdK388oWcxXtZiK8eXOGkXSFdcQPYRNq/3Rhh+hg0kLLTowMdu5yJQ2oXiz7VPfpvRmESkIKomDzoltwwDPJQXFCMiJ78DZqWKqeaNFDRV5l83O63e4//MM/fP7557/zO7/TarW63e54PD4+Pu52uxg5cfv27cFg0O12M6mfEUoTpvoJyZ1N9146SHhPJgb8NN8mWI2n6taq3kPM9aAyx0uA2cuwRJSqo9lFyTfbRajnpHT7DI8UMgGKwiuDGBepfmqmZJJ5lhl1uiv4UGHl6gJx6m2uwSfKafwEyXgms5j0xM3Ly8uUPgACu8PU3vONE7SUnoPUrVFR8M5WU3dEKXZ3krSLEnumecA3JXEJFIjehhzONCwhcQAADgJJREFUzc2Nx+N/+Zd/+eCDD1ZWVsqyPDw8LMtyfX09xri5ubm1tYUT9TLEZBTfJB29B0oTgh9GDka5wDFNDYPKiVbJpKOr92J7MbJpjSRzAObm5nSdfEKyAbcYbu6ulovZvpTziWl+G+qZGSfFMEw5ZxvJ5H2TaLgjZRJdEh+iK8nW7MU4uQpZumsogcKO8tXo59nZWavVAmCj9KATBa7upURrF1ZGpaSms6cbjDE+T0BkDrKCAAzABtMocbQkPTvKW9qwh2symbRaLZw1jROTUICwsrKyurp6enp648YNHJaR/XaqNmh+RTQj8A/fV4Nl6r8GO5WRP6T4ydhDQan6zct0He89yweVZCmBqqrC/FN9ckY3Ki+yPQbJYbk60evi+WGUEUZBardUWLp6Slif1pTivnG4RnOd+oTmlakCJ4RYluVkMqEbScqOdvFvRnh8w9EnOgBtL0GeZDnKSztxK/PsX0zxbkp3IlLzCypFsr3RIJ5KssPhsKqq5eXlTBnNz8+vra3BPCjLcnFxkbSSUcn/+0nLrkKq/2OMiHIy5BzkCGuSC/GtO6XRn3kjfDUeAreb91Q2VY6zw1ABrtBTAUmZpOBqylqVcE48NBVvTiRRU347EZZN8a9y0U/TZplQzxg1e5SytD6HDyEcYCAU9TZrNS9B1npOBTeuQpBlc/oho0bKGF5CbS3IQtWbuu5Unz7nxMVUfOhmplI/vjo9PUW1MGt3y7LEmOhkNZKrq6toENGHNGk9u7yNztViHs4/BLCY3VOep8It6o0mTkx5GoG8QEAkUEZaCV8go7JpX3BsmmI+o5VsR4Sbl6MRM/7x0shWSK8gl6o0qkic+t6m7FeY8JNYjyBNxc5UEZnxkjcbEscOwdrhA7lNpsNog6i5kSlAtV/oOOlUULWdHE+KT6LpeFMGaHUo4Y/jOGvsqrTjT5zoF4U1PkHRm/rK5+fnOBtmb2/v7OxsaWmp3W5zNIheTfApuIuiYI+l3oB/GWJTbc6NKzQrG5RSSRWqWkckMmJ3qk2cLNJ3dHSkRt3/y8y6KVysZeLnwVJ4FJZFY1AFgydkMwo/Rc1vuZiMYapGMfbU9U9VBc0nI8DPhD22s7y83G63OVCZ7qxrdDjwD2+lWRqhprqjQeiEIWvljYpjMiIrHShlW61Wu91OltjnrEKqMxTZdzqd0WgE7eaMU8fjMRJGQA8SAmtra1VV4YhIxCt/S5QoTDFXwtm0YVoFoX7eGTs/GcsPkoghNNignYWGnVG2in/YP7ynZQcnoyoE/b5KE7oFJZepu5sqSnQ9JH19ZiF9m3xalFBHRgcZJ7x8MVdJ/ewJqkPcFaqAAogpsBjjwsLC9evXUamOQ4bYE0I2yBjAS6KW8YDSps4UMse7JcfwOOdaTBpzxUFS7qAkahmFJv9L3tIdIoA1GAxU3WMFsPvn5ubQE4jYNmoi5ufnOfJJYddEjILPiangrKGRWS3n3MXFRazXkDiZesKn0e6kscQnK1ijDLQB8VFCe7FZz8/PR6PRyckJky+qCTN61WVk1KkeSyZN8Umo57OSjANSvZGkKKjJAM0P1c7JNGqGBb2yR+FqrlCfQ6ZCNHxtbW19fR1ZS0RKUBKmrinuZ50LTX8SMCPFbJ1r2XEN+kbHUgh+octyMstJZTyPA4PbmikQMvT8/LyWYXHnIYTFxUUwYlEUGxsbMca9vb2Li4uFhQW9/7e5VBoVNm4S1r9mvtRuIT7AFUwRVFaOkiSBSouTn+uIT2clFQQdYILijm63i4rXVLdrM/k3dV9KhUqmmb6ChIINTXJXAalcxIfTGCB7N4mjubCXf9Lk5GzjU5/ghKZjjEtLSxhNwF4RTEvIXgq5Q+NCxVYlhU+EFZtSaDESPs8zbUnUusKOTyllhhmJiR19TnICRVHMzc1NJhMU91f12ixvtWIcE724uHhycjKZTMK0M04URk3Y8VvG+4NMG1dI4VJbhVTIbDzhgMdmrEtmoGvFJdH3TRb3REVgv99Xq4ME4evGsRIQ71SIEesZHQRrruf9fJ2GZblIZ0ZdVe8f4GKmAvnlLJr9N9tU9mG2JL3Ne3/t2rXNzU3vPTQ2JicwA6vBgCykQyUQpTo9yOASoqYJ9haz60ShAiWJxUn3orLCax6Nkcx1jjHOzs7Oz893u92Liwskv7J9VlWFE/UopweDAQok4QyQqZyQvn7iGqLUywFKumc05qpU8NMSQBp0oxQgJdFPoHmmngNGvXszfqIVPB8dHWnVJ9lJhXpmo+uSuK8kRk4mcYMVBdHLInOqUUoqoZAKkuRO1guhxEGNoZoho++mdiLlUB9mBHcVz8cY19bWrl27hjUjfAzZj+kbHHVBNNGhp59GzFLkOwlJkyui5XOeM0BTaZKUKfaU4KL1wWgnDn+VUpqZmVlaWjo5ORmPx4uLi1moAauBYYAT29GPC85ZXFyECTEV4kofrq5zafFDxgc5HRGFpU7aF3FzYdOQFHDJLMtkrqS3MkwCipqXBKpUklIqyxIujRPBnwFKN+JEzHMxQcrcU/3sI96AAB+ZhBLRmYeTRYEUYpWVujgRqG5a/FRpoIkCJXr8NzTKtpsKLUOf9x7zBEDxNHuSGB2UU1mUj08jtyvZQO07kWtsjceaW5QTleT8veTSCOJMdFXSWUPqh0RHMQIEuQ6Z0kUjMXTnzh1MywohtNvtTqeDXoKrSJ+7JUPimUz9EkDe+5mZGcQWlpeXz87O+v0+3k5iYtcpP2FskSRF9ciSWr6abyFq4RsMh8PDw8NMOmSLdyIvldZdg/N9fYqJyiNnzfhsA2cTQpJkhQKquR6612oXZZTK1+kusr9V5E9VBVc9HFtYWFiASNVBAUVRLC4uJrHPM+VJzydIX6gGDDipgG+Ez8aw0ovxMioDuLdYDxQ6YzX1KfkV8VRYTd/l5eXCwgKToDROsKClpaWFhYW9vT3gb2FhASkCteT0egkiEf4PFkv2Mg7o3XffPT8/Pzw83NzcfPjw4XA4hNGSbMBtsOEC/CFAScIiZPAVBBURwPQNAD0ej588eYJixqscem6EQov7VdwTqgSpisBCBki1bMY/8M0CR9JfIW3vpAw6Qk3RnlG2mzasTlm0SdlT0aQbV5ZAAYtzDtqV08ecDSJwNkmFVB4lD8vwNyFG0y7TbPzbm+/0okdEGYvrAxmBNWnRVjJ3LuM5Ah27HY/HN2/ehC+YCYaNjY1XX3314OCg1+sBwaurq0FSFa4hVDKW4NNo/av4AVm/9dZbWPzs7OxkMtnY2Hj06NF4PEb/cUuGgSrxZblVJdapxMcfnp+f7+zsoKI78zSaZKH83PyD76LXESVcE2U+VGYkJCnTcuauEEFKIl6MkybhZoyha27qhObfSuvkQ8Wd/kERzOp/3K/Gp04b4Prhi4Z6ZgBXpiuUVbzp6hjji2IB5RUir9VqdTod1KzyZcq+BJaSvjp8vV4PY9j4q5mZma2trWvXro1GIxx+ik6xpaUlslkGIAWf7hPPLKz2k2VwoEvI5oODA5hYWPzi4uJoNLp58yaBnllclBMqQekARMuw4tVQMs486cPDw263y4dcxQNNolFR4ixL6OtFoMRUkD5jQqaQCmElOGJWHQ+1FtxLE6vNpb5kF1PvVzqZ+tuUEhoAFhYWqJecCDj+W9S7VaP1zejN1MwEWpBTQKMkB/CEFqHJ1WSkECzWVtl5csSEE7MnSChJzdDz8/O1tbW5ubnRaBRjnJmZ2dzcXFpa6vV6e3t78/Pzm5ubOFKy0+l473VKeMZpTT3gTUcR5cFOv8PfGL3ovV9fXx+Px9CSo9Fof3//+vXroN1ShgWQ1lt2ghiJnttPNkRMlY/3fjQa7ezslHJCCT5Xoa7KpEkNSiU0OaiFgqW0k1hlpOzSzm5z5rY5YeY0TcmTE5RRVfpwVdmC9eHNb4m7TGwpNeujgNNer4c6Md0vaYBwq2zAtTObR8FLEzGJy4qv0MCo4gPbf/EIJx40P0SIprLz8CqrkyGHJbNcFbXejM7l5eXNzU3MCR0MBgzCoDrgtddeQ+MiCRe5YT5K4TWVjACvdrvNBsjC6kCdc5g6ytbk8Xg8Pz+P/MO1a9eQvdLsCYUoM7u8MohHyXgEO8bn2bNnGDGUCX5l4CaVuIZ+I3iVUr0p5IymgZSi3h+ctcAG6elRYKqg9Q0zjHSWEVl2TdVyqj2yXatQU8bodrtra2udTgely15i00qfau1oQUoGKG9hcd24F6fZcfwrswxOFKLKYHpUlZWkquRTsHrLQhdFcfPmzbm5OeS0EZrEUdjwchYXF5WUS5sPgxhokDxlRkbKA3hvp9NBSoGdAKSSi4sLUCR8gKIoRqNRt9vd2tpqt9vOOaa0q3pxvzM7gfKmtIO3kllxZVmS5bz3/X5/f39fs34Z5pTQKTV0X4oh/g2Hm1zHaA/vcaKKaewGq9XlSsix2hSb0aWu2dula9PFTyX3jJ+nMkyGSvJPWZb7+/uvvPIKbNdkjUTYbyUN0NTMhcx7zUSzAtyLzcLgr7d0QW1QwlSBRH6g5PNyabgGay2KAuEdb04MbmANHH+IJ1dyBAGGZhLHvm7mquSgRCT1B5v8Q4hgulan01lcXETXxaNHjxYXF2/cuEGFFixfSCrxYkoSGvR9nSWe6HhgYf1+nwPT1alQes3kaFNGqspOFqnw3qNyBJWFSlUka7Vkms4A2YkuXKgHXrmwWI9rF1Jml0nu5qWM8ZLbsvdys4Dn2dkZKMdZEiallI0oJpoq6QdI4s5la1AgaIrJez8zM/N/TJ7Onj1UqwIAAAAASUVORK5CYII='" width="256px" height="320px" /></mstyle></math>
p15888
sg15
I8
sass(g1709
g15193
VImageRotate
p15889
I0
tp15890
(dp15891
g6
Vein = Import["ExampleData/Einstein.jpg"];
p15892
sg8
(lp15893
(dp15894
g11
(lp15895
sg13
Nsg15
I1
sass(g1709
g15193
g15889
I1
tp15896
(dp15897
g6
VImageRotate[ein]
p15898
sg8
(lp15899
(dp15900
g11
(lp15901
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph src="b'data:image/png;base64,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'" width="768px" height="615px" /></mstyle></math>
p15902
sg15
I2
sass(g1709
g15193
g15889
I2
tp15903
(dp15904
g6
VImageRotate[ein, 45 Degree]
p15905
sg8
(lp15906
(dp15907
g11
(lp15908
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph src="b'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA9MAAAPSCAIAAAD3Mx63AAEAAElEQVR4nOy917Ykx5Es6hFZeqvW0IIgqGbmnLXu//8GR1AOCZAg2ECrrUpmxn2w4zYWkbs5AAE0Wrg99KquShEZmbXL3MLc3SwQCAQCNT744IMfewiBQCAQeA2Rf+wBBAKBwMuFn/zkJymlIN+BQCAQ+N4RzDsQCAT+B5988omZ5ZyDfAcCgUDge0cw70AgEPh/+OSTT1KNIN+BQCAQ+B4RzDsQCATMzH7yk5+YWSmllELmbWYffvjhjz20QCAQCLwmCOYdCAQC9tOf/tTMSilmllLCC6CUEsp3IBAIBL4XBPMOBAJvOn7605+mlHLO5po3mDf5d875448//hFHGAgEAoHXA+nHHkAgEAj8mPj000/JsBvOzf8Sn3322YsfYSAQCAReG4TmHQgE3lx8+umn4zfp8Ma/ZlZKGYahlBKe70AgEAh8FwTzDgQCbyh+9rOfkVub+EyYYan6N+n4Rx999GMNOBAIBAKvOsJtEggE3kT87Gc/a4wleJ/MGyI331cVvJQStpNAIBAI/BMIzTsQCLxxgMlESwcC6vNWh7duiY8i4TIQCAQC/wRC8w4EAm8Wfvazn+HFmGSrwk3NGzVPuMEwDDnnyWRiZn/4wx9e6NADgUAg8IojmHcgEHiD8Itf/KKpGwhvCd/p+968e7w6vHUvcHG8H+Q7EAgEAt8c4TYJBAJvCkC7+V/NpNS+lRC21eet1U60z04pBS14AoFAIBD4JgjNOxAIvBH41a9+BSY9DIPdZDKBsaSU0ve9fpRzVgkcABGn+P273/3uBV9OIBAIBF5FBPMOBAKvP375y1+aMGzo2SbG7mEY+r7vug7km8CWeL9RvpsXv/nNb36sqwsEAoHAq4Jg3oFA4DXHL37xC3VyN7I3xWyQbK1hgjeHYcCbSKxUzt3URfntb3/7o1xgIBAIBF4VBPMOBAKvM375y1+qh2ScWwkWDuhrcmvkXOIdFb/HfS5TSv/1X//14q4tEAgEAq8aIsMyEAi8toDabbWeTf5N2s1tuCOYugre0LzxqR6EPB4Hga0lEAgEAoEbEcw7EAi8nkDdbqrdkKvBnsuobyWd38yn1JRK0G7+izdvFMhTSv/yL//yAq8yEAgEAq8SgnkHAoHXEL/4xS9yzsMw7Pf7w+FgXocESja2oWOEinhTxlvrdivnBpSj03mCd/71X//1xV5uIBAIBF4NBPMOBAKvGz799FNSavDsnHPf9xC/swMbK8+G/4RE3OpMysbS3XWdJlk2BU/+7d/+7UVfdiAQCAReekSGZSAQeK3w6aefsuX74XDIOXddp95uGr5RSVDbUipTVxXchHar5xsmljH/pk3l17/+9Yu+/kAgEAi8xAjNOxAIvD6A2q20eDKZmJtMVLTWppUN7e66zsyofyuZpkDOja02eTfu8P/zf/7PC56BQCAQCLzMCOYdCAReE4B2N/Sa5UdIx7VFDp0nLPIN2m1uKYEuzne4MRVxFcUb2o1dwvMdCAQCASLcJoFA4HUAaXfykn8sV4KqJk09b4JaeN/36uomvTbpEg8F3dwXrjSdNnETFs4x/Md//McLm4pAIBAIvLQIzTsQCLzy+OlPf8rX4LuaJcni3FbnQXKXw+EwZuRqIDGn3TwsfCyk1+ZFvkHHm0IokXAZCAQCASCYdyAQeLXx85//nExXMynp4SbUFmLCrafT6Xw+p4DdgAL24XBQ5q1nNC/vrefSMaSU/u///b8vbE4CgUAg8HIi3CaBQOAVxqeffmquN6e6Fbz6RvhOQ83NGTN0cau1cP5XmTpUbTBvCt5k29qsh5+a9O6JaieBQCDwJiM070Ag8Kri448/Jm82b4jD8iPYRs0nqoXzIBCz9/s9vdrNLnpM5eswjjdHA/iOEnEcMGwngUAg8CYjmHcgEHgl8cEHHwyOhiID466TzWZkw0VKdzclUBrzt7lwztTJxgtOlV31bxNTipkF+Q4EAoE3FsG8A4HAq4ePPvpIrSOqc5e6D3zDjEmaGyGcdhEVzhvQ8K00XQ0tJPoNEbeRXv7LX/7yBcxSIBAIBF42BPMOBAKvGD755BMTHjxWsjXl0STrUT9CM3m6tMmJGyo/ZuGqozeZlFaz7aYLvarpZhbkOxAIBN5ABPMOBAKvEj755BPkOKqwjY+YAVlKYfVuk/RHpdcqkEMCR+kSq1mynrph+X3fwx1+o0Bu4mYZq+MY0q9+9asfbqICgUAg8BIimHcgEHhl8PHHH5sr1ngnPaeY4FgCN9GwydE1XZIuFJT3bnIx9YB4p+s6bN+cjqNVcq+nRtiA2CCU70AgEHijEFUFA4HAq4GPP/5Yjdo0kFjt7cbGjfEaHx0Oh8PhQB5sUlKQjHkYBmrq5mTdxKg9mUya0uDJe+gQHEPxwoKlbriz3+91nL/97W9fxAwGAoFA4MdGaN6BQOAVwAcffGDSjZI8O40q+ilRJvft+/5wOKA/vNpFaPVm48lxE0p93eRTqpJtIzvKjbo7zqvHKaX87Gc/+6EnMBAIBAIvA4J5BwKBlx3vvvtuqtvWwOnBitpah9uE6VKTZvntprCJ1cZrG9lXdLMb39GPrK5UiMGTmtPZopfGj4J8BwKBwJuAYN6BQOClxttvv21ixR7TbmW6N8rMgJJmq9m51VZvZdgNq7abhG1zAv28T23kfgGaiihBvgOBQOC1RzDvQCDw8kJpN0wa8HZTOWZBEvOiJdCzTRpbwp0yzoNMUu+vEcKBclOeJZn6jadLN1UnVP79vJRQjAEFEwOBQCDwuiKYdyAQeElx9+5d1jAhr4VjG2Ra6wNyM2XD8Habezya0n48JikyPCdd1+FomovZ7Gu1sYTdNJNXJNSzYEfV7PUy+WkpJef86aef/hCTGQgEAoGXAVHbJBAIvIy4ffu2maEGH23ck8mECZFaeyRJu0qWEDEzyORNwRMTTXpcEQVnLKWgCgrHoOK31hHn7qDU2JJD0oCB0nvTPpPvYAx4J6qdBAKBwGuJYN6BQOClw61bt8hcwbypE5dR/T5VrMm8zem1Sc3BcQ1BStRk1dSwcWp+xFIqel41amuEgEGCwTcjAQVnSW+TgoMmBphSyu9+97sXMtmBQCAQeHEIt0kgEHi5cHR0xOxJM+sdaqRW70dj+aCWbGZoi4Pd0R9Hbdxq/lZ9Gq8nk8lkMmk24CmUqZN2m1tKdGN6Y/Dp4XCw52SCNsP7+c9//kLmOxAIBAIvDqF5BwKBlwjT6TR5txpIztSz4eUAr53P51CUybOLWLcpV4P10ubRVObGNsqkNXtyMpnwdEkqkOi+PCxNJlprHK7uvu8hk5P9J6kCrrSbA6NfxcxC+Q4EAoHXCcG8A4HAy4LZbFYk05EGa7xJwwk+AkfHO0l6Wypz1cRHHpadL/G64dbm6Zg4vmrhFLlJtdWpws0YMJBwm7N5jJaplua8H0NK4lbX1+H5DgQCgdcGwbwDgcBLAdBuZbFmpjmLzX9Jo9UQMlaR1ddBxtzoylabtrVECSky5W0bOb/NyTrjAejcUOVREhFnAdFnD0v1rpgYacYsPMh3IBAIvB4I5h0IBH58zOdztXGrUTvnPJ1O8Q4cINiFrBconkZpdUajOZdVnXvceV4puLJh8HW8VtJvnp2JT2EjmU6nELlp+y7e8YdaO7M8m1aXSr5VQSd+85vf/GDTHwgEAoEXhGDegUDgR8Z8PscLJd94AVV4NpuZW71ZokR9HVCpoYgzu7FIiZLJZMIKg0q+OYZU98JUURxbQrcmXychJh3HiajNM3JQ6Zrit7baSd5Gx6StT2M9xylC+Q4EAoFXHcG8A4HAj4nZbEZ12WrXhzkLR6Zj8krbbItDgguZuSlFAnYLwj2bzdjghhxdmTdNIKpkNyYW7YWpW5oo7qqRm2jYHKeNZHWAlF2Zd3M0MwvlOxAIBF5pBPMOBAI/GsCV1elhNVstUumPH4EBw3miHFePQ65sQu4bl/aNpQnBfdUrwgTNBsq8+boRuXVUzPVUZZ0D5ql1KqxW2VEe8Y9//OP3dgMCgUAg8GIRzDsQCPw4mE6nJjy76SbD1402bE6sUXlQP1WCzrp+Xdchd/NwOMAyzo1pFyFdbvguhXB1gzTbJKkqaE6vcXbSdw5b3ecmBnQawfVCGgaP0uB4/fvf//77uw+BQCAQeHGITjqBQOBHwGQy0f9S4SbspnYzSnbN3dK9AAW8zeVtZDeimQ6Po1J0U+qEe2H77EXEm4FZbUanNYW1SszZM05dnp9GWSTvk5tZLeGbtwTivp9++un3ezsCgUAg8GIQzDsQCLxowP7RkGxyTSWgSnYbkwb+O9TAlsy8ZK8c6NDMgBwXBOQp6DbRfvXNucjgdRjg61q6ZL/fqzVcD6WzAXJvI7FfnTBKu/HmJ5988r3ci0AgEAi8SITbJBAIvFAsFotxQT1lsep1LrUfWjeml2Ns/5hMJqUUlNYGFUb+JTbuum46nVLVbgwkJk1w4O5QWj+WumkWZ08cVjthecGGauuJkqeNFrG7qOANQq86vUlplD/96U/fz10JBAKBwAtBaN6BQODFgV0qASXcpN1qw7DalUEUz30cC+S6sVYV1JM2/pMG5kqz3STAA2wFz41Lbcs2jw20gKBetZmxPHnjLWnQ0O4iiwAff/zxN5r3QCAQCLwcCOYdCAReEBaLhUmbG4XS7kZdHvNpQE3VDeD2ptnDvJwfKXjyWuAAjddkzKxYoiMcb5zqyoNp1Mqn2Vd31C2VsqvkT5NMQ831jEG+A4FA4BVCMO9AIPAiANqtIjfeHyvEJs1xnnc0MFS1XJO20nJdvMZ23/f7/R6eDbzflM1ujmw3GbLHjhcaUUptUr+xOaW+WUTaHx/WXOYfi+7jLXGx77///je+D4FAIBD4MTH53zcJBAKB7waYTEgrrSayRBmlITbEVI0WSYr96cbqzQB9ZwmU7XZrXsuPWrhuX8RsPbagENoH3rz9jdXKvY5cixKaxBiMFpqLVcm8jGw2hPbpfOedd/72t799y9sSCAQCgReNyLAMBAI/LObzuRpIGnqqJPtG5j22fDTv6HG0tHbxrpBgxikl1i1JUgqweLWTGw9Ohg2xnDVPIDbj7NPplEXB0egeGMcYZPmMHBrPCTR7cvqxRq5rAiylwu2DfAcCgcBLjnCbBAKBHxBHR0djkm01hx7L4Uq4lY7znbEUrW9qc0ps01B/sltsCQpLCVlzIlVT5/vYRokvK6g08YMOjEr22KDCq27Gr5OD2oIU6a12p2CXd9555we5i4FAIBD4nhBuk0Ag8EPh6OioiC1E3RQmlLTRhkvtfr5RijZpb9lsUMQHQksJ/6thAFisuS6uLW/0RM2+9K4UKenNQ+mlccdGvy9uNG8+0uPwINwFpVRQG1FjA+6Lvd5+++0vv/zyn7pdgUAgEPjBEW6TQCDwg+D09FSFXrLk5F3Zp9MpuKa59Rlo9OxSV/huDCpj8koyStuJiY6OBvJaREVt2WWUcGmjQiVNT0ruy4aX/EhHRW8JKH6SGiZmBrMK+ttrtMArQs4orkiF9lKvIfDUf/3rX/+5uxYIBAKBHxThNgkEAt8/bt26Raar1Jbsc7FYsFgeiv2RdHLHhgQXcYePuTWgwjP3UpJKf7Y2pBw7TMaGE+XujYat52r2sro9p40KhJvT7r7v9ep00mBrAaenxSXVGj/JPd5/++23v+MdDAQCgcAPgWDegUDge8atW7eKVPobA/y7eGqjqr9UiBsRuog5WxmwOk8oePMjblBqmzU76aSRLZsonsWoQngRZwubVuqnVMR5Cc2106xCsR/j4QY6GA4bV8TBaISgLevxGv/ev3//h7rBgUAgEPhnEcw7EAh8n7h79y7JdK6hhJV0lhX6bnRxUCNXIwehDFX5KPqxq9GFCrfV/Lgps93o33qE5lM6VZrBNHs13embC4Tavd/vrXaB67BhTSliXh+8YHlT8Bvvww4OU82HH374Pd7ZQCAQCHx3hM87EAh8b7h79+6YXpcRWJiPFNOkRDe9E0UcFA1dxukoIdsoQRP2DC0dSB7PqoI8CF0ralNRjK0dwzCklFinXP0kOMVkMtE3bdS9EpOw3+8xIXoKjUygiOucqBNGL1A9J/Cy483PP//8+7m7gUAgEPjOCOYdCAS+H9y7d28YBuWClG+tLg6oIm7DmBuFOElFEfqzS22VLuLuKGI+sdqKTdYL0gxd3LwUYNMcJ6WEPvOUnFWQ5hhIr7XBO17gIz21Un+mVOoGqnZzinDt2LKIeK8HHOr631gfKG4+GYYhqp0EAoHAS4Jg3oFA4HvAO++8A55XpBRJYyxRNVcLYJuUxFb+TeZtIpBzSxOJmnsNN/WcJyGmqZqatJ7CJDCYTCbQpItXXyEakTtJgx5+Cu7L0IIqO+XwYRh2u53VDTVL7UUpXkkQw6aHm5s1Vhb+VwMbxA+TyeSPf/zjd73HgUAgEPjOCOYdCAS+K9DApRGk1RrRaLokiOCgWmCkMV2o5s33eUxy/SRekVy30eEZyeDNHdgqGCfJ7GRdEVBqmKo5MPhY1B+SvbGl/rchxFTW8VGjdlst3ps7yDUTFI5wjkTJejNyvqkVY4Zh+POf//x93vVAIBAIfHtEJ51AIPCdgAJ2jbtD+a7SbpJC2jNUKlYBWD0V5towBXW8Bt+lE4Nyr9X+DerrJjmROD6FbfhkWHRlrHOb699NJRaOUFV80mVlyTwRPi21qUbPxdLdJs6ZcQUYk6WAJGDJ8CKmcDP74IMPwvMdCAQCPy6itkkgEPjn8dZbb/H1mAKaKNCASrMmdJmgH2M6nZIr084B9tnI0tis4fdjCZmU3Wo7h2ZVknYP3q3mcDjs93uWAjRnvVpXm5dDEZ1CvtW0u4iVXOdNt8SRmVWpmzVzq2dpTsT/Hg4HWlZyzh999NE/fa8DgUAg8N0RbpNAIPBP4v3336e2ajWNtrraXRr5mKlPq/+E4i6dIWzrqHxadVxSZNBizdrkXnpA5a/FLS4wQ+s2NJDo8DSKSO5FYSalZpeaM3JCGXMSF3szJ2MhXBcKMCHFjfJqo+d4GAN0XQezSkqJpU7w388+++yHeiYCgUAg8A8RmncgEPhn8O6775Lm0jqiujWJJtFso0RTPyL/1t6WVL6Vj3J3lcOVzvKjUtfD5ilSnV4JvTl5LiZfg7BiMCYea6jmFJV5HCXQjBaYHDn+1GrlO0nWJgdf3BmfUnpeB3ueRY82nU6xgECyHnW+A4FA4MdCMO9AIPCt8fbbb5PGsRejbsDcRzVONJTUataYxEPSqLnK15XQqxDebGk3tW2nbs3BN0FCkoRO0m74yMnFTfg9sh5Vbx6fcZDGNw1j5otS11jUtFHz9ErmjyLO0Qkcz0aR2ibYHsfEf3POH3/88ff4PAQCgUDgGyLcJoFA4Nvh7bffbgRa9TebWD4Gb8EIpXaQatl4UaRjDjn34PW2U+1jMZGZ1eLcKMc8csNxG3ZbpA0NaTd3RI4jXCiaiGlmcJjwgNPpdLFYmFBzboazqxg/Xg0otTxfxEvDuoTmkUzytQII7RgYB99cV/Z+PY2LRi/zT3/60/fzTAQCgUDgmyE070Ag8C3wzjvvqLCKN8uowST7tyvtvlGcLnVlj+RJk8qGlaomd55QZiadNfeWKA01UbIbozZfKGtX3ZphgEkdcVWds/fEsVpytudQ/1Kb1ButvYirhHR5t9upgxwUnDZ01FrR+dQrTd6F53A4jCc25/zpp5/+AM9IIBAIBJ6L0LwDgcA3xbvvvqskW4mjarfaoJH02upK1QBJasPFx6ce81o1NJe6cDiNLjpO3VepPI8/Vr5NtOri7SHptDZXlJlkqaGFlvROzwc34EXplELeznUlRA647/v9fm9mSKDU8IPHp1KuUYdJSFNK+d3vfvctH4RAIBAI/JMI5h0IBL4RHjx4kKWWttXNXExyGc2MJTi4PZlfkhreRMNHn1csjyQ7eZZhw7yx5eBN13lwvRC+2XjTG/LNA6qHG7vAi0I6q8fJ3jcHmxUvOt7QX/6rBcWbWdXLKdKZkv/F6+12yyKMSdTu8YQTGuTgWn7zm9/8c09FIBAIBL4VgnkHAoH/Hffv3zfnoMpxlSCC6o3rDJqosCZu6eLZmUpwwdEbDdvqjpjkndydInca+To4ziTOliIuFL3M4r3fTbpdcjNeIJiuSVRg0heTonjf94fDYTKZsGohmTpGyGLk4OjNlZoo32qdZ6Ymk0HTyE6j5FvrsegwKLGDsv/617/+/p6XQCAQCNyMYN6BQOB/Ab3d5p0gVWk215hJE0nsSLJNrClMu0xSHS95eRBVqXlYska2lsSW+/2+GYlSVX5E/ftGu8WN7FkHP4w65jDDkrSV3mstJKKquTnl5QTqvnRy6/gZFbBrD9Go6bD3FO8MygtJKaGYie7LdNhSW4bMLMh3IBAI/NAI5h0IBP4R3n77bWWEqljT/GB1dxhlq01KX/EcQe0TiWPCrKzHSVL2xOo+OOZ9dsyVYFXZSbubUn0cp6rLKsarwq1hAwl0kaxKFDbBsJHpSEauLF9nz8xYFFzd2+Zt53X8jSdnfGTuCG6NNEqI8WT2s9lM4xkdzHiq+77/z//8zx/uWQoEAoFA1DYJBALPBdRuFYwbXshyH2SHZsbWiZ2DDFWV477vd7tdKQUd2ne7HXakoYJ+j2EY9vs9O70XLxOuLdyfdwmq7I5p93h7+jRs1JUT3JqxBLItwbZT7e1O7uoeV/0zDyF0JJwTnW1VzdUiohGIHmE6nSavuIJTw/ytlnQOeDabzWYztkDiLP3Lv/zLd3xmAoFAIPAPMPmxBxAIBF5SvPfee43USneEudJsTru5F40Qs9kMXFDVbvDCwVvwbDYbcFnwb/olSDF5cPbrUf2bRmcdJ2krh6THaWi38k5I1ybkmx4P7K5Om+zAf9VkolSbA0veC5PXRa+ITmbj2xmktDldOjqAxozecPGx3M4szMlkgtxKzidd8v/2b/8WtpNAIBD4gRDMOxAI3AC0y1GlVukd6kwrdStS0mQymVBSJcUksaPJmyVKSCL3+z3LhigjVIVY6bX6JZp8ShOd+5vQbmrJGJ6aTMzDCbSrHIYBjhFszCxPXogeVpnxID0sNTYo0tmeaOR2Zds6flJ/diziZaqODvrOZQceNnv3n2Y8v/rVr8J2EggEAj8EgnkHAoEWb731Fl6QZ+O/g7RRJM+jpApaOZlM5vP5crmEwxj2hv1+v9/vNbmQlUlA/shWYSDROtnqGm8MGBySskZ9rdxUWayN7NfjgZHic5fiJu+maGCWYixq18Zhk2A6nfJaGIHoZjoSHTDniveo1C52rVLCm8UCLPCisBi5SV6mmcHtw2HjyD//+c9/+9vffvdnKRAIBAKKYN6BQKAC2uXg9eD9yUnI+BG7VIIrY4PZbDafz+fz+Ww2Q+k9sHMcBCmAEI+hjpuTWkjdXdfBvW3OTck1k9igG9I8psgK0lOK6Kp8K0U2t1PzmOOSI+YZjcxu1KxQLcZCpZm8mfYS3ViLhRdR382M1Qnp6km16q9jZgxgIu2nutogoqBSrwwwYRTcHQZ67PvLX/7yv/7rv76PZyoQCAQC/w/BvAOBwP/g3XffbbRhdlUEqB+bODQoBi+XS7Z0mU6nkL2x5Ww2w9Eaj0oSY0aSAtvFfeEcj/JOrZRXxHlC+wQ+UiqcxJGiKjWPk7w4oElJEx4WR2BZQ45nv98rWVez9Ww2K6Ugi9Q8BrC65ZAOr3itmIaIW135hLcAjJncuinJQqsPZwxUXu8mr8LMJpOJur1LKYfD4eOPP/7Tn/70Tz1KgUAgELgBUdskEAj8P5B2N6qwctkkjggyVxi7F4sFUiq1BojW98Duk8nkcDigUAlPl71JDWk9NgBTV32XxTp4QEWWXu5qEE+1Rk77eEPruSOtII3AnLz8tk4C664oLeYpyLN5xua/ONTgsLoCY/EyMjrnyY0l2Xtq6q3hEZRVs5t9krorjJEgh+OwcLHTdfPxxx9/L09XIBAIBCyYdyAQAJBSqdzRamt1U+aP7LOpXsdKgkpYAZQR3Gw2FxcXMBY3CX8mjmoTMkryXUZmEhtRyYYoKws3Kc9n7t+gWsyNKR5rpxtuUDyxUuMEnToSbhrBU+38ZkQB6BFMHC+8BN4IXqweE0XN6aE3od2wjiAu0qlGfJLrUoaQz9l5h2FJ3/fvv//+d3iyAoFAIPA/COYdCATs7bfftpFhWjXUpnIIX1MiZdFoeruxGcjlIOW34fCmGGzCF3l87k7lmHW+m4GZGJqpJas0zjcH6bJe3BZCPpod1JKL+LbVzs7tTRwyBFk1xqYVxzUMgIUddhFa3nkobqkzo5I5Jyp7Diu312ukUZ4rDINUYMSpOZhUtxHl5ZjZZDL55JNPvs8HLhAIBN5UhM87EHjT8c477+CF6spJ/CH8lESW6qy5gaShjOZGYTJUVAzc7Xa73Q6GE/VOFKmsp8YPAGQa8q2yQ6tLB4Jeg/dTnrc6yVLDBr0KHq3ZgEe2UZNLMnhszOOA0ZLEjyuRs/5gc/ZcZ3OOWb6J4VtVao6N4YRJbRNI78X94nRyQyzP4jjXwxZJDMVH4fkOBAKB745g3oHAGw1WMmn4bhn5Osiq+S8IGURuStGakUlBt+/7/X6/2Wy22y3aVZITU1TWMyavDUJeq01kuHHDzqndFjGB6EF4cN3LhLbSq60zkLxESfGy2SYcnfPAZEcevFklIK9lXcIb51PPq3POSW5uTZE1CtWtUU+dYn/yAuo4DsXsccCT3XNvXsGGsx3kOxAIBL4jgnkHAm8u3nvvvfGbSWzHyvPULFG8ugjawptU1zbvp5PEQwx7N2Xvoe68WCTT0YSwkiliFyq4OBdd3bR2kLzyv5SrwUH1ivQsDYe2kfDPIyhTJ39lzUR1YFvN3fHf/X6PeosUngndReckie2kCQaoTCe3qdClzcmxEbPv+56JsGphJ8PG8sKNen8p5YMPPvj888+/0eMVCAQCgRGCeQcCbyjeffddE9O2MrzG82BCu2laMDP0RDRniqoWF+/4mHPebrfr9Zrid1OYj3JsrrvQA/BJ930PTwVrTsPfYl5Ru2GHxat/NKVRinjEx0GF+qd1hLqvekvonDY3imi1xIbKY6iz2YzNdJ4HWllspJpTveYZB2kvn6XeCx0vSVJIAZhM9LBWh1vNHR9HRO+9995f//rXf3AJgUAgEHgegnkHAm8i3nnnnbGs2/y38SGQeIHPoT/84C0kKQCDWNPksNlsrq6uyLYHKb1n0nQ9uUXkxlGxKB41ZnPfOcVjKrg8AmuMNFdXRp6N8TsNLy9uJuE7WQqD4F+kOQ51ox+dQ8YeVqvXHDAPpWdvwgZtr6NSN1NCMVdMqWTqJ0dLt8n4LGVUb1FjFZ3Dd99994svvrBAIBAIfEsE8w4E3jg0areNKpnYTdmHRepmsI+jyswkc6Ru2+326upqt9slKVCtZJQskyfSYVDWtbqUdfEsxoZk87B6daDp6m/Ry1T2OXaAcCp0R83XVJ1eXSuME6gc7/d70OIiPhwTnt0I5OPYgJOgujsrOSLwUIu2ScomrwKFUNilstSLACpy8yxjOwqO//777//lL38ZT1cgEAgE/gGCeQcCbxaQUtmYIkyoKjkfq1nz/SzVA5VnJ2lybuL2Xq/X+/2eR9ZsP9W2x3yX51V2qCdl1ZT5fI5dMCpYXIpkEGpI0AjqyWt1jxV30lDzyirNasDhcKD0rvsO0unGar9442ZRTqyGkDEh1vhEW8SDRpsvHeiYeQla+Tt5ryL2s1TnCXfUATdPiNVde8LzHQgEAt8WUc87EHiDAJOJ8jOrxW/zBu8mLdZNmkcq3RykujbI6G632263yKe8vr4G7U5e86RptTiWn8kReXC8UFrPc7EkNql2Q+vpBadgzJHrO+SaOh6lxXhHdzHR4BtFPHnBvuJCvk5dEktJMxV6HArqOhj6Rkwqf7PfZKrLijdUnmNGVUfcCHXAN8FGqu00HACDCm754Ycf/oPnLRAIBAINQvMOBN4UoEulkj+lVsV7npvzMHJZ6qxaC49MkXuxbgmhWxavNq2abkN2ye1MzNzJG9lgM/WFD8Ow3W5xcNYeYUd0q6usqIKrkYaNGDAngefCp+qTUaracHf6atTsobX8rKbaeB/DTiOFG1EHbS2q33OE8/mcOzZ0mUEUy5hgWlhTPHl6K85ldWFypeC8R5wNDCmU70AgEPjmCOYdCLwRuH//vtX9YpT1FslETF5LrnhKnxYPyVLGhLS77/vD4cBC3SqZqzTeUHYVXDkSFLxTOZZ8sbjRnHx0s9mAPqJUX5GSfOa0u7kilZw1QXM8ITZSvhuhmr7tJp7hC9b742U2HB3RBXMuk1hiCB6Eij6g6w/sj6Oj5THhzCGV5w1iXqZWm9F7jQPyjnDJgnScW4bnOxAIBL4hgnkHAq8/Hjx4AIcG6WmD5I4R5bXmNft0AxPiTtrd9z1KB8Jmbc+n3arp/gP5OedMJ7dqyeZmce673+9ZnZp9MU38MBSek6v4IJf7/R5eZyXZKpDbc4IEPZR+muvSisnrnEBdJsVX5kpSDg5tsj6QpDYLS7skt49bXbG71GsIKlFz9vjfQcog8jWJO/tuMu4yMa+PbxOv68MPP/zss8++5YMZCAQCbxxuSOQPBAKvE+7cuaPpdCyvoSRYt6frALRbBU6qziYV6EC7N5sNBG8W1zN3EpPPpVoYbuhs9qopeAHjCkVZqvJUXhkkpJQWi0XyhprUvBES0JpSxEay3+8RJDTE1EbNO5uh6tFSbZvhBRbPmMQ7k8lEC5+nWgU3F61Jo0m4k+viLF2SXOrWG8EhWc3+laMXt46YFxZkGKMlGnlP0fPIpDR4ccM96xVyBtSh9Oc///n7eGYDgUDgtUVkWAYCrzOOjo5AlcxMm9E0wioBmpXcZIKDNOxct9ztduv1mrRbndyky6qaq25qz8l6BOiFaFgvj6Bjxhiaa89eCSS5YA+Wud/vrc6/LGLP0P8241RunUTCbwavh9KD6Mgb60ipwXNB7W74OsfDDEsdIek4iLJmW8IRpHf8Ru+72nIav77JykMTcmCDDz74YPQMBgKBQOB/EMw7EHhtsVwu8aIxD9BYrPVDhrokNlXbLBVOSGFRIgNSN4qZkGSXUiCuJ/Ei26iHDkDa1wjPwHQ6xe40KJvXOuS5rG76CJ1bWT7TPeEF1/nh7g2Bbsh9kizD5/kuTFhvE13wIz1OE0XoaoDVGZx6I7quw5zgtQ6Sk4w7xZzUMa1HWioqnMBWpI9BkSoxGmNwd14mQziOM3mTnec/koFAIPCmI3zegcDrCdS7IF+EyRs0jjYMG+nZ5FWDd2whwcIGNHZDQMW/xdVu6qx66obOWt3BcUy7lcJOp1NYHcDmlQuSEVLMZo1tCsncJXuLGcQDYwJtwnr5Xx2nMuPmcpL0D2KVEhO2qjVSblS46T7Xo9Gi00ydxkiNjZ4hFrfHJeMB0CMos09im8HN1SCk1Mo9QyxclDJyzka0lw8EAoHnIZh3IPAaAjX1bMTzKJeqf8BuyskjPyOvoqsbNekOhwMq+pk7wpuK3UVqgTfsTU9ttfaswyP/RssYkn7KulS+wVOLp1Q2Xg5gt9vRd8HMy1IKI4dmeErE9VrsJo7OHTUq4I7gsrwp5v5pkxIinAQSaw1glFtbndqoN1qJuHJ09tnBdGEknCtee6nzUxu3j0nkw4BhkDrr+ghFqcFAIBC4EcG8A4HXDaxHocyMDBUZkOZsTOmgotTmBwi3h8MBIjdek+RNJhMQYiXupI96wEauVlpJR7LKsaUUep1R7QS8HH5l8/RBeso1VFD+Sm5NfZfHZKtOvWq9cA1LSEMb8q0Gd5MiMOY6NMlukezJhrKrM8duCoea+SzihKFFBCGQzj+oP5wqnJ+GcJdRwqjdFB0l0fI5pBvjlmEY3nnnnb/97W83Pl2BQCDwxiKYdyDwWoF+6CQ1mMHFk+jf5KNkYEUcvTayGaDeBR0mgxTUa6RWZdXNfxu2SqpHHqxckN7uJB5iFDPBxtvt1pykYl9aTfKoeIiJKpzEYoEkRar79hzardqzjcKSJpDgJGuvx5QSUlfVdtJMFMdALztnQ4/Mm6IXondq8OqQene4YsAxM+9WS8dwfopI5nr85uyTyQTX1cwJjhC2k0AgEGgQzDsQeH2QvQekkkJy06ZLImt7l7qNjo3arYPMNbTbhJAxpdLqRo9WO6THmjG3VBLZBANKLkkou67b7Xbksg0aMqonMpeBMWZq1ZCKdTNFQ8GHupJ3c12pVsqB/X6Pc2HNQal28V42KiRnyek0kbp5WE4IVXaacEjQNdvyxgDpcDig4iF9/42AzShC79RQl3Xn9rrowWAmbCeBQCCgCOYdCLwmYGHmhuOCCbHNId9sLMXQxVXJNqfdMJagBjaPz/M2LLw5tTLgRhZt5N6GuGN4rG3C49AcMpvNkuvWWWqGZGl0r8mIHBIHo3S2uXAdMF9rWKLvPA/cnuZsKMTsrcNbxkvOXhOQ//Z9P5/PbwwMSinsN1Tcoq3ebtW8GdWYWOpLKdvtNnv6qQnF5ymaHFmNu8jCB+mgqZOJg0STnUAgECCCeQcCrwPGvFmpDxhz13VwVpS6CTxrfWBjpVYUvNUGrcJ5wz7BHbmx6t+p9kuovkvmrYYH+k9oI8G+OWdU1gPvVKMIihgy0jARgIe6ZqLu1YzBaqF3HDxw+/FBdNo5WjqwyW5T3TZID97cOKxLTCYT3EGded0lSy4mDDla5CR5JyNEUCZ9c8zpOxv0FOm5o8CbuBYdCSeKezU5l/g0lO9AIBAAgnkHAq88sleoaLTbJH4Auk30HWqr2BfMjBikujOprSqgqgErZ+VmHAaJGgasNFctIjjFxEEOTQM3ddac82q1Qh/Kwbv/0FeN+ol930+n01IKNiti6uAwOIdKr5v39b8c9uAFsxs3dkPZKTw3rJQhBO9gMzMcrZmhnaeNqp2Y6NDDqE5iksLbvJX8tOHHaiDRoIijZXXC8Q3l02Ijv5NJOBEJl4FAIGDBvAOBVx2NyWRMvrkl32FDFubYkeeN7cJKxG1UNU/Jt4mzwkYEV4m4Vt3WGAB8FC1vmkxEbkzXctd18/m8SD1vHnkymcznc/g6MEVsh47rwhIBGLkOkg4cphgqxUxSSCS5gcc8q7URpBsSXOrkThxkv983In0S8CzJnSFNADNGI8MnV9mLLGiYxDAcZJZSjFa7R3DX1PDDYfDBII9XQj+OBIJ8BwKBQDDvQOAVBmVsEqOGCgNgkygF2DloNc5eh85cs6RSq+xKuZpS7TRSvpWwqpuCFLOReGl96QRZGpsT2KtJNwRxL9JwHno5SS3qEm6325QSCiOalCM0oZI31kbUU3MyU51ZqHFCGblTOIG8drX0gMFT+FfLjdUhQXLVWbl1GgnMekV8be6QoRcoSdTBQXKFoUiOZpN82dBuhjc8bHPriywCvPvuu1988cU3e7oDgUDgNUQw70DgVYUWELTafo0NSF6z9EecTCaz2YwMdTqdNlyTvmQcRFkvifWYj3JjHoFKtu6u9VWsTvSEH4aOEd2Fx2d4oHSTkjO8JdDCMU5o25vNhlXAs/S3B1NnYRYyb56Rb3ISlKmb2290Bm6MSfSSiyRcYqK0/jr9IYwfrFasS734QILLYKDUxn3eI0YRJN/kx8krHpqvAzAsYc2T5gIZS2g40QQqfBia3YN8BwKBNxnBvAOBVxKz2Uw5zVhoJLGjQcLMFovFcrmczWYkdsqTKKnSkoF0vUbftbocR6k9vlYrr+o+p57K/D9w2eLZn3RiKLFO7ruwuoUkeR40e0QRXdfNZjOUPRmkOuF+v6epGruTfCeptK16fKnXDXhRiiSlr1WrVs5tdUYjqO3Y2K20fvCGR8q8S20iUibNLXPdo6fUmZRFXPvqD9EAifNW6iamzSRoCMTj8MhayNxGvvlSyttvv/3ll1/e8FgHAoHA645g3oHAq4flcjl4628lRuSs4EwQLEnyZrPZYrHoug6l6BqW1oij+j5NxiR50ESzV6NrqJW5DQb0EcMgsR6kzIg5O0RKJYhvGunrzeVzJKSMk8lksVjM5/PZbDadTqkWw0uNj9brdXOc/X5vZixojUMxH7GZllSbOkxUeX7azJuN3DjjqeY2vHHMhdWpILduqiXqZnr79ERc8VByrNswNEpuu+cqhM651YQ+S7edIrYTdYSb5Fw2s/TgwYOHDx9aIBAIvGEI5h0IvGJYrVYqOY9p4iC1/Cj6gpuinvR0OoXsnUZdx01sD/RCKGFK4oiwml+Sh4ELQoHmNrRuq5LK7okoWc14gHQftFg1dWq92QuzgNMvl8v5fI7kUcjb2Ga9Xjfkj5NjXvfDpIR28t6fiC7IWZXd2qgWisY/9hzyrRPFLaHW68Sa2HIoLZssL3DkuoseXA0kzVXrtQ+eHqr8fryZ1excV1G4AMKJ0niMoxqT+JTSbrc7Ozt79uyZBQKBwJuEYN6BwKuE5XKpQqMqlFYbMEyS5ODBYPdHElM6ts0F0d1uB4ka5I++50b/Bu2jRstC0eY0EdpzEfs1PlXqSVqJ48xmM5OcSxNyjH3VoIwLp0eFcQUoOMqWUx6m7s4die12i48aDZgDgGqOASSxpzcaMC+Q7zfkW3dvpkKbujemah6hCRhy7XTX4TF0AaE3CRKy5EcmN9BzJvXIei6dkySgfJ6l7ooWDtdgTMMtbIBZPTo6urq6+sfPfCAQCLxOCOYdCLwygNpNUKxVO0H2vjNKjODlMCdhTdocKNHhcFiv1+jYYt6nPdf2blqZ8QKNbEB/NTNvsViQdiuFVUsxrd7YHRswtRHjaZgobQzwpUC5J+3GSafTKaw4oHqHwwHb7Pf73W6HkIPlU7bb7eAFQ6w2gZBbs+qLStcmxUaUYXM+7ZuRb3JTeqMZG4zpr0mhQERQDL0asdzqdQ8+JNyLYVvyUjMNv28CAI2RVEdn5MBDpZRQwJGxAcH/DsMAkz0e0SDfgUDgjUIw70Dg1cDx8bFKxUX6UNrI+jxIDTsYOUiAaMZV5tT3/dXV1W63U39IquuKYEdQcz0gzwvAbK20G6BWCr7O44N5kxGa1M2gck/WC44Otg1ZHfwbr1EInHUSc53FiMNSI2e8UXxlQEMOGm/GinhxyZ+bKbe253i7bUS+Ob3abUd15SyGaaW8ar9RuZq781A6AB4TlU+UkeOAmBndkvduEBRxhOMZo2OHz1KSZQ3eTdyXprA6tgnyHQgE3hwE8w4EXgGcnp42WmmqvQFgNqSYlJNZ6MPEJ80My+J19Ha73W63w6dM78O5sFn2FjY2UqxZzhlsGKYRCreqeur4QTo771hJ8bt4mxsyPGW6nTTKmc/nYNtIqWT/neIFCkGaOS3Jq+bh/f1+j0Y8m80Go6KHh7QypTSZTGh3MYlJtEMNL+1GUZzvNPS9SL1CnRzdONX+FmXY5qml+kjog8FTcP4b8q23CdNI232ju0+nU9hyxtfII3OdgY+ETg7Jt1rDiywjBPkOBAJvCIJ5BwIvO1jJBP9VapXEk0CbATPnwE1BZ2mNoA+heG8dmC5s1IfFaq9F8aIlrP6BIYHa4nRQu9UCQckzedkQE3UWEjVpd86ZeYHKvJPr3GCNVLiRxMl36JBRtbjznkHknfv9fr/fY6iLxQLv73Y7jSiwS3brjlJJnRxlwyTK6Sa3iQnh5pvI4wQfVXcQ503vrFJVlaU54VZX9R682aeJ9qxzwmHwv80qAc/FO1hqy41JGKBBiyZfclTFVxg0u4BzNQzDarW6vr7+Z78lgUAg8GogmHcg8FIDJhNVVXNd44LvK8PLOZOVWq07koKDdm82G0jgJlYKE76o5gHlwSTfyN0E/R07hjmkvu/hVGHjetYZJO2m1buIiQWXBnaIot20l+Ad6N8mKwDK73V+iGY+sRmGR1jdU12pZ67LIyYxV+CwPEIzb0q+qRCThZuZ1jkhvWaVFT0OrzTJwoJ+1Mx/M2BSXqw5lFpZb+441xz4Wi+ziTdM8gE0zCg1mocEV3pycnJxcfG/fysCgUDglUUw70Dg5cXZ2dmNBM7E7KtMq0jOIm27yh15NPhxYb1IotoW9yeYm6oHKRTILElyQVB81ZuVpHLY2JGF8GBsYG0NytJZ0kPNySi46TAMU8d8Pl8sFjgXanVTsk21PYN2iDxKGSyloLo53O05ZwiuxTtcahnExlZR3LU8JpHKg5u7WWrBmNS5eNprEcWaG+jN1Tf102avnDN9I1bXhNFnRmm3PkXNXJnnpDZxhV6LmluorCvUyYPSljpXJuw8yHcgEHi9Ecw7EHhJcfv2bavX6006t3OzJHl1ZDbaiiXVMrCZQe0+HA4N7eYBVUDVFMOGorFISPYCf3ocnhRjhtMge/P24m7sxpxN0bSTjj+llOl0iuoloNosb4Ia3gw5Gkm1UVvN63/DZALOreQbw+aV0lfTTFFxBVo15ibeUPuHDsMkQsDBm/Lh2IzH5zvF244yzCh1b3Za5024OJ+f4mZ9NbHo2gVXUZLY3EnouWDSSWt6qzNTeYQbIwd9VnmQJizExlHnOxAIvMYI5h0IvIy4c+cOX5PS4b9K7wDVekmFGy3cRGTt+x7e7k6q+Jnwe7JhOk+UhxVXxHPOsJIrgdZB4lyHw2G32202m+QZgaB6bDZJ1ksOR3JJgHYzsbLzjjmky7yW5qpJZE24OCls3/fwrlxfXyuBxrDBvEkNsxQeURZuoiLzHatpt3qENIbBJKO4NVvZ932Psoxjh7fah/Rh4Dj5fvbWSIRGX9yLR25CCK5I8I7zaEksT1nKySexIWFLCOqNf0mrmqS6DCKp+a1bt54+fdp+KwKBQODVRzDvQOClA9Ruu6k+nZKwJiuOaiKtwzyICRVGSqW5pbjZzKTeBY3IPEvyJimg2rSSd1IT2oQpJs+rY8MaHpMpkhyJFtYg06W3myYT1DAh7aY62zBgMkuekaw3S0sdMGxQ3uvr69VqhRfb7ZaOCFJYKNMaJHBWcTSlvzoDer9UxubGuC/0saATkLo+GPlAobdaUW5ihkbtprrcxFcAY4kslnp81ElNyWYk3FIV8YbB89Ka+8JZUs7NhQteS9hOAoHAa4lg3oHAy4Vbt27hharapJImiYNaNc/qehRWF/xWeofqgZBUydXGBycLJB+is5x6M6ryJUlkNAkS+r5HR0yI61oRRUuMq9tE+RmJJs6FXjmg3ZC9uT0LgyQBLgrvT6fTJHUAOUJc3W63OxwOi8XCzDabDcIJkOzpdAoF2ly+LbJ6YMLLVegl21aCaxJapNrfTPoOMCChv5zHpEvHagZMjKexeYpMdOXOG9TzDjKG4Z1So9HzDkXybbVGbnUMpo+lyYIGElt5CequiVKDgUDg9UMw70DgJcLZ2ZlKhsrh1I8Lzk2rBtmSSRkTHJBcilSYVl1NnVQWaMKicBC1I+N9sOHkneHVImye0geiib2gasO3DU3X3MzNyIEXwrNQWZ/P58vlEu4U1C7Uunh0OKibQvV15X9FDCF4fz6fp5T2+z0SLjebzWKxODo6KqVgcYDdNEHElYBabfUZ09OGUJrzaY5Z7y8+SimpY555rkmMKJh8E807jcRvM0NIQPDOFk8VHduN9KLUt30j7W6eVZM+o5yozmt4j6eLaxq8cLxQd0oo34FA4DVDMO9A4GXBycmJjZIdVZUENwV7hmTLohNKf1kSBPQUNgZ4u1kiUJXFJAqume12u+w1RjgeFjxJKcEYnaVJjQ6VlwONFhiGAWU0IFqXUkCjeRb6v7UVOeTn2Wy2Wq0WiwVZeOdFu01sGKTdOhvqiuZhNUrBsLNXFUQgsd/vj4+Pu6579uwZ6Cl82LheuFCKq9Rqs7FRGe+GkaeRO8XMhrqWIko9chtMlJmhciLPS6cHL4HCvxJlRD5FEkZp0dbjFPGKNHfQhGrra31KGxs9PsWk0dWjG/Au44FEIKGRiUmQcHx8fHl5+W2/TYFAIPByIph3IPBS4OjoyG6qs0ZBVEVBkzRE8+426g0gv2H2HjwVqV7Nb/gTNhuGAZSXTKh4JhzkWHhFWFbPasc5eN7hcNjv9+Dc0DVBu0ExYfLO4lDnoTpvrIPjz+dz0O7ZbAaTSZKuOsyANBe5VfhXAZj0lISP7DznzDafUL5TSki4JGddr9f7/X7wuocsj6jMmwdUibehs0XsHEpDTcR7umKgdkPknkwm+/1e1zf0mHzBdQDcX3W2aF/3oS78p7YTHaQ+ihzb+CzJFzqU/Xde/Nu8PuPhcOi8LZEK+fogpZsK8lgo34FA4DVCMO9A4McHTMbmtbfNBVrlQ6SV5lSVEiyTIJN4A8C0drsdKGORWtQN28Y7IJTF3eGDJOSBBzOfkqdWzkeaDoqPSuE6VJQCBHenS5sbKGODFg65lzUEIZaz+Q5kYCq4GIxm7FldksXqVEKrbfSak4qu8pirxWKh5UGofGN6mxoyg1TnKKOVBA5GeW2qFXoGV8XLwrA2CDwb8JkUN3yTs+ozo+8wHoO5n3o/CXERiw6pM6VoPgBmBk+ISdolJ7AxpRCdF2IvXsomeV127pW9lCQDJKXsJsr36enp+fn5t/5qBQKBwEuGYN6BwI+Mo6Mjki1SQ9LuwXs9Fm8fSIGZxMUkM5L+WujN+JdkdKhrUFjNlshoVfLM7sYmh1aJVCkm2Da4fhEjROc1B7MXKsli0c5Sl5rbAJC64TAhHccxm74zg9SoxkgoqSpKXVgjedqledpo75jNZrB6K0E373MJHsyiKElWJ0z88VhkUArekG+r5XBeEcjx4IZ+zWTltZhryb00sbeRv8Xq2IaH1e0xmUrE9UnjhXMAfLPUcjs+wiNnsiyDucpiYSeJz1KdkEs3g6SrmvTpDPIdCAReAwTzDgR+TEDtVtFXFdmGPzUkEu9r6bdBEitVt6aK2ejBPJGS6SSGBCXN5MR6dj0XKpmwL4yJ60PjBCWdDe0G/YXCjdLd8HmrRl4kzbSTRpLk0Ig9OHU6kkEyR5nuqTOPHEpMFMg3LxMzs16vcZnFlwKURmep7KFBjkY7Sr5zbdfhluqcwXXNZjPUpeG88dQg3zqxJNPJPfrZGxjRMWKef8kIRG8HH4Pk5c85CRwzr5TvNNVjNPLhUDsv7wjlW2k3Y4PkyneWHN8g34FA4PVAMO9A4EeDruBn6Xui0iPeARFhRqMSVpNSFdRNi6fQkSSR3PSjvpVZEtpMVHDo01SgVe1WusmRIDUQ/JUHUSVY5VISMnIyGsFRt3sq6KReuJJUjUxMqmLrJGMeeC5VdnVUJHyLxaKUst1ud7sdkho557yW7Xbbec/OsYGHRJMuoGapQSMc5a+axkrTCGgxzfpmhjgEtxKsmuNPso5hEvnwSWAFSZpAdHdOrDmf5gbJHTU8hdpU9LZyhpXBmyzLmEd6GvNwcprlC72PePPu3buPHj266fsUCAQCrwCCeQcCPw46aU84eCELfERCRrWSRFzbx2TJp1QCas5BeXCr7bnKh5R2ZyneDCpMETqPCocXkVehnuKMTRofPSqpdik05I9O7tlshgKCYPCwXKupg2fEvghOBm9Q38QP5mQuSeFCEtZcZwqaEz54kfEO0kmTJwImry3DHQdJdiRRVu5bxEOvk0A0wYySZt4sBhU5Z8Qn7LyDycGhsqRUajDAe5qk/Hlx24yNyhFyF9xZ8+DQ3EJTfJGBlhjz+JAhioZ5Gnfx+eGRm5CML5rnnJ8G+Q4EAq8ugnkHAj8CQOyUuqlASDLXsBC8BnNimprVFTNAqlCIGvxMKReVURIvc2VdXQTmTIuSM00mpXakMI+TOXzmTt/sBblJ2hTk6OaeFqjdy+WSJQsx7NlspuelB5q6KbzX5IhKPZWxZanOodS/+IKAesdJZ5Ob0UkQd7tdSol5qzR+oAAftV4TYbi58EH6U6rWO+bcSjc11IHrmlOdHI1EbXXneXWDwJQ/eBaBqs6pLoJu4htBqKPCeXMtOPJ2u22iO30G9AnkgPUqeCiSb50ZfPrgwYOHDx9+m+9cIBAIvBQI5h0IvGiANKeRfkzwv+Q39JkkscCOHQJ8DWWUBZWTd31P0rJb2R6PwzX9lBJoN3Miy8jf0vc9fBdQZM0MvpTtdosxQ51lDihHSBpnQruhcGMXzacEt+ZB1EWD81LdJ0MlVzNpxjmIxz15S0hzE3zXdfv9XgkoIoGcM94n/x6G4dmzZ+bejywFSXhRQ131b5AuNiaph82Ym1xJq+t/83o3m03XdavVirdST22yjjHUqYrkyrCM86kY31/er27U3sgkTkgpofoKDmtmLN+OB6CTqjtFrEecYQ61eQ5NIkANkJLUw3n33Xe/+OILCwQCgVcKwbwDgReK5OXbSETIvVSsbeqHmJTOMCkdrXyFsm6RJoKN6ZY0kZSu1P3GuQ26tTPDkoyHNIgvQECV2kK0Vv0y3SThl1LQlAe0e7lcooYJjd1N1mBzXpI89e3oKYq4TUhA1arOLcERe280wxEmV5GhMeOkx8fHg9eiGeruns2NUKcyp04FZt5NXheHpB+Z9Jfhte92O7YiGtNrq8tQ6pwUtxKZRx3ZK+QUWYjIktGbpVI7P+X0orNm8TZA/BSTxsUZtQzRJ1MkNVa/C4yXMPlmhudQ56fv+7fffvvLL7/8R9+3QCAQeMkQzDsQeHEAt1BThFJSksvk1amzNM1RPmReqlmZN/6rOig3sFEqYZGlfBy/1A29cRxmVZr0YyfXBGD2wF7Fi0/PZjMT4/jY5mtmyKRUtZs5ndSY1YOhZNfM2Eqdgycpt3rdQFk4iWlDglEWvbi33uquLiC7CA+GYUAhyMGLl3OhwEaKO6eOF84z6mY6M0rKCXJiUlKI1ij/YuJQ54um0oh5aXbMwHw+p0Gf3hUTitxcS3KfDwVsq2MG3hrGeCZhQCftTkm7rbZL8aQYCZ9/3VevBc/Jhx9++Nlnn/1v37xAIBB4WRDMOxB4cVASk+r6FTbSFFnKje4L8woY5t5ZrYZhTpQ7KfMMZkzNUjVdk/oVZPxJrC+ME5RsmbfGxJFZqA7+luwFOtA2xZw/jdVuatsQ1/FfNrnkdBURuYsXyyPPbpLzTNRinXCrlW+dMQC0G+4aJFBStMZ0sX8NgorD4bBarTCfjVZd3Iej48wj77XdJNJrGDbengaP4lmV8NZjGs0M1nMyWpbQ1uMzQKIujtc0JnV1P0sTY3pyq4+q7821F4n0cChGj0nWZBAvIVnTJOTgKTQhuJPakc0U4c3333//L3/5iwUCgcCrgGDegcCLgMqEJuIruIjV2Xig2ixaR1vw4DChztShVUydTCYgx+RDmmrZjI0Uilo7pW4aYzh40M1SQ9XiJIbjVBeMo7iOPvBZulQyYGhGpXR5kO7lqtGOBVp+pNdF1bb3Do7ci5GJ1WUBizRCR//2lBIU+v1+v1qtSilXV1dQ31XxZW5rMzzees6VEtaG7JqUUDQPkwZPkwWxHjzflBvzv4P0+tHnsJNOn5TGcSgegbGWPpac9kHs/ryz49nmBeK+k0wjVChel11ptz6WDERV7U5SbVAfj/fee++vf/1r+60LBAKBlw/BvAOBHxzkT88j35Su8T7rZ+Mjte2S3JAmKvshg4GsqPJt00+R0HeKS9HQnotkzpnk5+lQGy/Kfr+H8l1q0VTVVtQNhEYOCt406Hkek+ZHyR07yvOSOBx4Rm7G3Tl7nA0GNr2X9CZvbk49nU7JFAev81hKWa/XVvuqGWMkKb6uc2Li62gYv8Y5DBh4FWTbHL+2uSmSpsnCNdxSKawuqjB2Mkm95QTqNBZfIdEbAYzLJmrQyH0Z1Okta54Tk4UC/YjPmz4nnPNQvgOBwCuBYN6BwA8LyofKexryrTKh2p2xGV6TnRepmQ3yVFyoNkmMM2f8JCvr9fp5mrc5jYYIrTUEaQkgxRmkml5yFweJtQlPIkmCvI3rgrd7sVgsl0staaekamzhsFrjbGi9kjbzxEFOLA/FfUl5OW9cSUi+gFBqYCYXi8V2u+37Hp6T7Xa7XC7NBeZUy9tN8JBE9c9SS0RlXW6vRFxDJlJ5PA+4TJhh+DDgAnEuWlB4akYIXGdgPUSTKIWUXVm4ySJDElF8kLwCZfCk17lOJCC95n1pLryZE1pWUIKmeAoyH0hs+cEHH3z++eff7HsZCAQCPw6CeQcCPyBUn7uRfJNXFS8FOJvNFosFMhTB8Eh6uDsU2dlsljydTskuzCrYHal4u93u6OioeJ3vVOvcIG0gYaDdOjyCJgTqkYgHlN2iKydtwThF5+XAcWm4TFQyIScrtcBMxsn3lYuTinFHiqnF/SG73Q4Gdx6n1AI5d+RHOAKmmm7phhQihOj7/nA4LBaLYRiur6/BwsFfWeVDeaQ+DzpsvcDxk8NhY5Y4GNJWiOXr9Rr0GoQb95HEl9GRef0ZroGAv6JXUc6ZKySpFsgZxRWvQ9LECRoe4HIaoZ1efwQAPKYK7XpPzYNGPTLDKsw2XmNm1AEVCZeBQOAlRzDvQOCHAjTghlo15DvJmj5aps/ncxasoGGAFGTwYsxkzMqbwXLgFYGmC44CIzLqcpC1cBi0l6g3wCQTlLwti92cgrrVDFVTKkG2cPDlcgmRG/ybDXp4QBYVsVHdD6V3nEP9N9f5fKxtN4x86kroeTmqy5ZSUAhPt0x1ExnYY/q+XywWyDRFn/n1el1qizYuLUklRxMdVy9K6XiqbSeMu9SyktxfVEpBAfXJZIJ4gMGYepaKy/YM5JBVydMhauIYMPMcNooY5pERX+eWTzgfACrc1Nd1hcE89mAOJadO3USMHxgtMOTDQVRBL5FwGQgEXm4E8w4EfhCwXvJY7VYR0ZwmorAGC+2RVLHasUmC4yC9xOF2yN4wcjKZQEum6onSe1rkhEcrUmOE/mwlQBQUkycaqpZJqd5qIb/zOndsgXl0dITOL3CbMDYwJ2ocUkM6k9QkSe4qTgIblU/h2FSh1+E1/yZJOiylND71JK6bIiXz5vM5BkPlO7knR03PJIU3kn6eRS+f18U3beTx4Ga99B+l6E7JWS3gJvkGmnaZvK4OHsJBWr7rzVVzOYMxJcpKwbN43JMvJuilpdHiQ5FsVHO/UHFTE4/DoIVxgj4/9L288847f/vb3/7xNzQQCAR+FATzDgS+f3AZHVAuVdyVAW4BxjObzVar1fHxMdtbKmsc+zHgdh2GYb/fg90W8UtQSMYL6o4g3+gHmb3GCMwG5EZKg4p0q8letERVWw6GEjuvF2orGPZisTg6OmLuJgzf6AmviXQ8INm/njGLR5nELomToQE5Ga6C7DCJNyZJUNR7K3VeQvOCVmO9RiwmzOdzCM/KPvFRkrxPPRqJOIehzwk/TRKw6fbK8tOo3AeqH3Zd14/6+5gsWeCxoRzOFQ+GOqpMm8QAwzAoCW6ecHPyrTM2jGoRcjxptASht1u/CMz65em0eqNO1zAM9+/f/+qrr278egYCgcCPiGDegcD3jK5uqaiMRDegNgmd++joCGp3qWVjk8X3pggGyTHItBqsi5gZ1PirSuRkMlkul0wxtJGpFzInKH7n/eStpo8qjpI/ddL+fbFYrFYrUG16WnhG5XapNmPYyGvOLcHqkqeE8n09Drmp1TS6jNwdnEkdmMYDmFir4w1zUR/vLBYL3CCUbTFZoDCphZfr6nsmvLOI/q2vG/KNa28O0rBVitO9tHw3KTbCEpNF2sKrncZElUe2gHkBdV0G4e3T+TcJM5poQV0oeEf9M0Us7OaZweNvU5ZihaUuv8O7DwT5DgQCLyGCeQcC3ydms1njyjUhJUp38Hq5XKKVDLTnlBJyK8lsBq8SDboDbgQRlyo1nN/Ze+s0u+gYSIhhAsHpOm95qGSOLXLQKzF7Wp7aqbuuA+/PXq8jubEb4vFyuYTavVwukQ8Kn0ByI43qlw3tJkvDxZrzKkrs3ABmd2xG1qX+B6vrVQ9SUoNnJ2NTTZ3EjvYevde8FmwJ28lms4EEjn2RtqiRxrei3UAzP+Sa3GyoE3Ctjo40Lipi1TDn4ip+K7W1WlTm9rjv/EidMxorgrJnAekynygO0oSp5zqluBtVElQKzmhBV0I4Fffu3fv666+/+fc3EAgEfmgE8w4EvjdQqCbRGepEMSqReGe5XK5WK/U957qyBOgLLR+gO1A0SWSLGwyQA4duL2SN2L24FwUci6dTB60528YL1G5TTqNZekkUWbJeUDpo2ymlxWJxcnIChwms56lOZARNb9gbDkvyp4YNE8E7j3zSaWSVwRHQaBOeHHVf6On0xSAubR4TmM1mmH/eX47HzHa73Wq1yjmv12uWGhy8wzxLrwx1cqH9b7SbG3Nm+G+SpY9BypKA8iIhUtkwwxKyWw4ejxaV70GyTjmGIrVNipcAL3W3II1kzKX0TvqSNodirNhcbPYmrBqb5dqYRF4+m80Q4ei+5lHH7du3nzx5Mp7SQCAQ+FEQzDsQ+H5AYg3qRjWUvIR6J95BrQ+0kiFPMknRSymBT+/3e1YpyW575enIvfq+3263SfpZ9oLk8nbOGaJsEgsy6BHtJaDd9GCApdFsoDq6cjhwIGQowrmOdE+8QxZIcqlckEyuIXxwhxfpnUneX7yJOv3lDRFP4qTHjuaqbfEiiUqFzQw1uXmlSnNV7KedgwwYtU3M7OjoKOd8fX29Wq04KsznP6F2831eEa9OD8LNGMaozKwRne7L+AGPVie1vZtAyERQZ5Sls8dPNQDIYuzWbfgvpfEihhPdzIRt6/NTpIg4dplOp5hknppPqZndunXr6dOn44kNBAKBF49g3oHA9wDkC3JZXEVTUkCKx+CjlLpzzmilbs5sSNZh9qC7ACaBhlVQps0573Y7DEbJHFP9cBbKkORtZDBd1223W/ZCxxFy7QYupWw2GwyGMjZMLLSU4OpYxiTVVgGyLnIyvuYBTeIBE4O7CXVjEKLzwNecHzaeLLWM3Vw+qSTIN5k6oyYelpy1SIFwxAC4BavVKqW0Xq+Pjo54fCxcdF6Zsfc66P+AiPNa7KYURr7WAEDJPe4aVxWaI+gTgk9RJ1tDlMYNgoxSVbixDZk9ZzKJb6Th3yZlHDk5Y9o9SC2XcYDHG6o8Hh6Yoa4RyW/inTt3Hj9+/NwvcCAQCLwoBPMOBL4rVqsVaQpJg0qMyi8nkwmM3SjxAQdI9gxIKnkpJWjPatdWY3Rzot57GSap9KfKJbVAgmMjf93v97vdjoULSXp4IeZFoMl+eFhaSnh1NK9jdyqyZFcaPHCWmFE31Dl8qbbiMJ5RNRfWjs674ehVm1BJVIbhEXRsg9TU48AakldE6OWd5QhBvo+Pj6l8855q9GXuCWmmV6fInkO7rVa7OWMMEjBC+oVY+ob7KtNl5ICLQrVELVPDyYEHiRPCq8aWzRIB3zRPMGXEksSibV4IaKh9+U1YorvoY0m6X0REL7VwztehfAcCgZcBwbwDge8E2gyKL8Tzv6BcLOyN1zCZwGFCtZsmB3KF3W63Xq/RMYcctKmhZi4G59p23Jh0sxish7r4iTkfhc69Xq/JY5TJmZs06PfANZISgXZD9obdgkScW3LGePzmIwrJY1HT3OyhQuxQm4PVWKK7l7q5j0lJx6G2XKtxgvItFweS2DMGcRBx8Oa2E0RNR0dHKaWLi4vVaoVDYT0B9xoYJPnSbiLf+m8DfRPati6b4Kr1TjWcngTaPI4yXy1hnyY9BY6pw8teaZvnVUKv16JPKadR3+RzVWqYmEzMYwx9kJr/Jq/5rY8xtxyG4eTk5OLiYjyZgUAg8MIQzDsQ+OdxfHxM8qTL7iQfqv+BdtOAkbzoNT5lHiRE0+vr681mA00XRQOTW1aKLOir7QScA+yfrA6b0WeiejAONXi9FJXVbVSgjedtWFfXdfP5HM0pYenGO1TfG702SRMWVTTN6RFlbEYs3JGXaeI/YVhCaghPPCtzk4jT5kFBd6gbwTCbU0eepAoemXfnHUYRsZhQZG4J5buUcnl5eXJyMplMzs/Pr6+vWe1EW5w2l0l2q7f7xicweXUXXC+J5uDZk6oua8TF/3LYYOpMVdQEyjLKsuWRs1jJrRbpyXezpDxinCr/Yw5xOppwGlatTw7/y9uk2/Pp4ldDvyYppdPT0/Pz8xsnMxAIBF4AgnkHAv8kjo6OSE1IPrR+RXLPd84ZtHs+n5NvkUyTEcIuAtq9Xq+32y3X6EkKWX4kS8KZSWt3jofMCTX+Gg7HfQevf0JaT2qFy+Q2kIpVqqdhnd4SlBBRb3EzaaWuj5FqLZyn03zTIt3FlXaT2CkjBMjd9XSqztKToAGGUm0OKT1HJDYPEoqoqqS2wH6/Pz4+Timt12uEIoOUSOcqRDNXGodYzY+bmRx/lMTXocQU95djGK9F8O5jusCP+VRwZvCU8inSqKZZQNALIfnWs2evU4nj80RKo3k79P1mfhS9N2pNEjRynYRvHh8fX15ejncPBAKBF4Bg3oHAP4OTkxNyJpSDaDwhJio428LDcTtIZz4SYpC53W632Ww2mw2raJPwkVIkydccRjmFRZpZmhmK+pl4OZTKDA7uDlFczdYqq+/3+4mj6zqybXq7EVpwPErfeb2qdtuoop8uHZDDUWFVC7LV0qYJUeP2KI3CxjFW89dUm3OUQ5uLrFxw0JgkScka7qhIXknGzI6Pj7uug+cbNw6uHm7ZcMrmhZLyUjs6suTaMj7ROcczA2uTzm1znKG2rSPE4tw2M995H/jiKyQaFNlNsrc+n/hoMpkg3uM0IoxhuGijSIMBZxnVoNR4KddWb86P7lJKOTo6urq6skAgEHjhCOYdCHxrHB8fN+/gt19NC3yTfJSUCGoxeTPJ+na73e/3cAPzgPioH3UtQaEMq5PtQIAgPCevOkLypEIgwXRD8K3tdjuIF9zEnkviDnoH54wmjKIzvEqeJDpjUpultgneYalszB57A3HwGiQotbKbdFbehU7aLurZm4GpyRin41qESRagMlduoBNLOo4bgSnNXjMb5m/ca46cw1Oh2mraTXLJy8xSiJ13igspZJwI4bAQwceVo9X4gdOVJJUWe3HmWVaSBhIWddGwR4fKtQt9AHBe3qPmJvJ6eUz1C6Xa7q8b0LKiCzhJVgD0pgf5DgQCPwqCeQcC3w7L5VKZZSPRldo2ANoN3gPeoAmXxaVxrJKjrgjdEaxkQgJBJZseFaCIrxf0V7PrlBVZzbrMiaPWx6BoraQQ26BcN4RkuLpnsxnVbojrpRaA1ZtLKtYws+RGbWymXLbRX4vbIXghY9bLjxCc6KfKjHkLOJ6mqom5ecOECPLOWl3Ew5yeNvcFc5JSOjk5KaVcXl6mlKDBw1Fd3J2CeW6SCFOt+/ISNIojNee/h8MBJdtxTERWqtwjHqM2rEsK3Av+InMfVBHPD28HWzJxcpoBq2VIiT5vRx5lZ/Kp4KXpVCRJb+CThrxVjaaKeLt5aTqwIN+BQODHQjDvQOBbgI3BTdgYiZ0KeDSZgKpSSszerIT79n2/3W7Jw5goqYvmAMmEruwrmwTFp+Ct+5YRlOyaBwBUDQfJHAVXo08dzhm4TaCv4zIbzXJMtqzOIAQBnU6nVsvhxRVrxA9JbDlFXPV6Ldy3EbOJpvQedWuKzSTBJvVeSCvzqIA3bzfdJtlr1HB7VYV3u93JyUnXdRcXF2Dh5+fnWqxdy1GXeomgiPLNOWF9PX20cDq8A7Ubl4OcAdav5I1uKK8KyVoBpnhaAhdhEIZ1XUezO0B1WT1LvAoTzs2vAKLNNBL7dS9dtGnWPRjwFOk/qkscuCl6WI2vwvMdCAReMIJ5BwLfFKvVClS1+f0GVGkDyyExpYAH+4f5Un7xusvoUllcgGTFDJWHizd5aZRXALUywLoasjK4u5pcZPC+PCQlZD/maWqQRbE9hG3Q7sVigY45R0dHaNOIy2wkT52NGyeTdJPbN+Jr9gy85NL7jYdSWkzDBok1zRJWW35J45LARDNWV7R5WJI8a9OcNZJc8u6YV/PIUsMRqxCllJOTE1zd8fExBWkyTnqQlBDrjNHswdIoSr41GmE3eLJVzDZp+jDK01Uibt7XnRZ5UmT8V4eqERFnxtwT1QROvGv0n+DhxzEZtzSHavRsjlNptyaJMoYZhzHjb25UOwkEAi8SwbwDgW8EtESxmlzaqIAaSS1pN53KpERKVrQsHSkm6U6WHEpzSkdaQ4ZHHwjrWtDcQocxx0bJU2uMmBQlLKWwvTzdMixmAlc39G8ThbWZEzJpJd8aNuh/kxiFVewEb+ukXbyJao4QRXlYcYcJ+WiRutF6cBNdHIRP5WoT57GJ80HJPT/lxVJFRlildwFAqHN0dIT7jpKUl5eXIN84i90kzZrTbnhXaP7R2VNPkUra+miZFIBXys4YCfdrqHOFuSNXQjgbDFqKyNWNBG5eOEWviB4Yfi+ap0LvuD5LzUE0puJ3ip4ZvUF8TvTeMSYJ5TsQCLwwBPMOBP53LBYLZtqZM2B+SrozeBdAEFMIkyQNKs4N3plSCySb16Im4SCNSJIsSIZRvFvKfD6HIA0eDMJXxDzAXZjFyIJxWQrwYYTsYgj7Cgg9KJoau7NXFcxSNQLQMY+pNt9Rvt4QIx6HiwwNSwNXVneviXuezmkSzWYkPE72GudZMj45z7oj7x0pXaklc97B7BX06LYvXrsa3ZGOjo4w/yhMeXFx0TDX5pIxJC4sQMjHwansMnrh8KbTKYMrauR9XQmxl/byfDKT1C3hjeilArdGONiAX4eGsnNsuI8MJjEwlhRkIkTzeKjUrU6Y5OV9+Cn+i1llKNLca41DONtk86F8BwKBF4Ng3oHA/wIwUQqEjQhNEgaqMZ1OV6uVNk5PsrhvwjK1AIVy9yKyMQlHkkXzUpsH6APBf8GJOZ5Sr8LjNTVCkHUSILxDowJrpJgZelLiX5yOQngSMRiD1FTF7GX7zCmgXpTOCY6gJThSXddPpdBSy8/cPomNgUsHxRVQ3VhvoolYm3zlQX0mxf33fAft1jEPSulYK4a3wIThAdvtdrVaoVUkhoquSeSadNeQUquqjdeMr8yZfaqXGjgPg9igeSOS1/ku7uHWZ4axE0gz/8sZyOKl6UfdKIsEUbwLLL6pJU24bqOdgDiTuljEm5Wlqr0JscbRNAFX9y2jlvL69cR358GDBw8fPnze34FAIBD4XhDMOxD4R4BwSEGR7ETJSnH1dDqdQu2ezWZZqk80GrmNHKtl1O+Dm1nN28ifeDpWMhnTbjM7HA4wM4DWa6gAxnM4HEABVaEEq6OBez6fr1ar5XKZvXYKTmq1eMxxqlRMxpPFJ2O1cxeXpgNLtT7NxpystmE3lb/Q46hToogen0aeE77g5dNObTWx4/3ioZrKJ8k1aWwMgqhEmec9HA7L5RJLHIvFwsw2m43VPhDsDrnaxJOTxTlDDp3E/qGXhoBBh8eL5eTwStUcwscSkRhXRZo55GOWUprNZiTTyux5T5s1nORiPIcHn4wiuQDPi2WXTQ6+uLe7eCHF3nstNbSbk6C8HF9n3KB33333iy++sEAgEPjBEMw7EHgu0O/DvMixCoH4zZ5Op8yQ05TKVEueqhdaXZDEhD3wvEroG2pF9R2nQ0URlE/J3ojEXICEH4NHG+qK0dzGnJ+ZFLWAmgtvMWR1EET4T9SbYbUTmpegM6mXrBSQnzZvNvQRu2OQvBf0hDR3TVnpeDA6jfqp8mllsXqZvAq+TzkcM8CbTvmcng0ELRBlyVD7vt/tdrvdbjabldqSDkBWJ783CWBMqlzzilIt62aBXh1RROSmUs4YA2EbRoXy6pyHLGbuJOLxIHmN9K6YGY+T3QVUpEAKIkAdLagwzV2ccLW4EAwPlNbrw3PjgzeIO5zb9H3/1ltv/f3vf7dAIBD4YRDMOxC4GRQazatrW10KELwctIB9ZNSAQVmRXLCIyUR1O/23Wa/PUtYD9Ai0GwVGIKaSvtCFUtzzCiIFWqMKYh65RHhwCqu0ssxmM4jryct0NKzFpLhe8XaGRWTFxn9idbyhlEj5K7VYThSmAiaZhqmT+eW6k7nVzBuUnTfIxDLEOQE1VGZf6uiIrgYwY2WEeu/MVzzQSzJ7+Y6cM/JT6fW/uLhgyT/SYj482Vuc6hNIJtqYoDhUtegMUqzQhH+PZ8+cHB8OB3hg8sgwPQ5IknQDNem8Qzo7ePMdzhtHyPozxYsCJbfIZ3fbD+I4Z2d7PmBNysR4bHZTvKeXrw9zKN+BQOAHRTDvQOAGNG5jtTeAVTBfDXSB1uem4gQPUkat2kEFqP8l7yZDRmXCgcBIuKa/Wq2gdtP1kepWKfv9HoK3HlOvBRvTg0vCB7qDDdjxHiwfJImUN3uqHGXdTnrOq0xLSppGwr/VZdHNWbIye07mIO1dmF9Y3MlAqZgUuYj8aaIE8wULqzd2oCJdY3ileh95UjqReASyN+44mUx2u912u0VlEvJpxDN935+dnZnZ+fk5rogPlYYHJI5JUjmV7zaKNbfXSeYVaWDAh5zDNjN4kOjf0GtP7rHRL4jVacfNFDG645zrdZG4U+fmQ9ichXcWEzV4mrLGRcPI6m0SruiTZkK+s/ij8G+Q70Ag8AMhmHcg0KKh3XhB3ZHCHvVX0FNaRVUoVXVwzLwbqmTOk1jnrrhTloOB5Rrpm6j3p0KjuSuatHuQxD4CpSS22y0am1PpZC0O8kJWMjEvr0El1USETint9/uhLjlnQvvIkq1WoEmGhjrnkp8yJODu5FXKotTgQYrZaJ/gglqcRFsaYTN1RWMX5qRSr+VhG1sId6R9ggefz+dwlWCGZ7MZTEoIopIb6y8vL5HhSmW3CSHKTQspWVIbSXM1wDAJb0ysQc+joTqlg5dUT7JCkkcefb1ZeiPwBOq3gKECZqn3St5cENCby4Pnusw5vzhjnVvXpgbJKB0/e3oiTq8+MG+//faXX345/voEAoHAd0Ew70CggtJuhXIgUh+U1WPRbrCHRnQESLjJBljXz6QABa0LYGaqQCvtpv3apKoaK7Wpz8TqVXVsD0X8+voaVTjQbJyVuZPL6tC81fZNyqXuETW3wPqSpWd4EqnVaurDIwwje266KamUUzp4wWmV/HlkNdIUcfXAS40IQbk1b4c2KDXhYTjIbrczIbLcN0kQon4VPVRKCSkBNLGYV91G3ur19fXt27e7rru+vkaUovdLObSJTtxsMH5TVwPMQyA+UVnM+tyerg/Mxnq9pgPbbuLx428HDtVJEZtSh2Gk5uqHUU+L1dEaj0ldn1YTE5M377hGFMUt6fpd1pEnj6L58OicRLWTQCDwvSOYdyDwP3ge7U5eqAEUhGyPi+P8/Va3K0Fh27zByjAMbN1HfU79A1DQ+QKMFiK0mZEEg6lrR0wQES27RrZE1yyKP+z3ezQYBy/kSBaLxdHREUwmuDS9Rp6FXCfXvm1Kqlan4lntUbaaWSp1tpH62BzWpIQcbgGLBir15GY6USq9k6iBhsK4XyQvVrccc00doaZa8k2NJUodTmCpBDeCN+ju3btd1z19+rSrC+pxnknrdTBk+bwWjXn0xuG/oNSsVULSacLdaRTpR01wcm37LvUSAa8aQd2YT+t97/t+sVikWnfXm6j+pSQlgPiVMWnKU2ovfvOM6RdZL0efOn1uORuRcBkIBL5fBPMOBP4fKMWNPypuAgFloWrYSdua5NmQqrcl97mSAhZ3g/AdWpbZshEnpSGbKZUocXh8fLxcLpG0l9w/wCQz1KPAoTiqNBI+SfQB8NecM2X1xWJBrzkJJVmgcjselrw/5wyDShGNXye5YWmAknJOO0MRbqPkG6ELPOh93b2FR8hezxu0m4ET6T79CayuyOHxRgzuXDehZebMnkSwId8mVM8kAMNmWE+A4QfYbrenp6e73W6/39Ntwu05mFR7+k3KnpgwfjVMk3YjxKJmzOxMVdnx/na7RUTXeeE/DkajBasDKuW+TYSgo9VnhgOgrM41kyRLHHzweAQ86gxlGYEodx9T7fEXvPM2Q8395ayG7SQQCHyPCOYdCJi5ZaL5kQbwJqgkzLuLxYI8RotOmBNrFc96765nUumCbI/HJ/2iDNn3PUuDw9NSSlkul4vFopTCHjdFRGhaTRAhKL3WE7FIOa4L1QnxAidiSqWSyCL+DbUBwDVhzvwGbzx5I0FUlqaegYb3NFC1W5kcRkLJk1KxieTJbDyVUVmUhmEJaZ+qp3xtz9dQB3fJJ286wxUJJX8kiHyKcs6Y581mczgc8MLMzs7OLi4uhtoerSfNkr7ZEE1mu3I1hkfI7uNHrIKPemkYxNmeTCZsaJ/q6uYYEvIEOBgNWfW13m7OW0OL+axykEl6IZm7YnoHbwpotxLuQdJ8TSKrIisqHAz/y+tSl7lONR6ee/fuff311+MnMxAIBL4tgnkHAqZe4RvJN02rMH4o7cYuZAwqCipVLXX1kix14gapK0LaTfoLQgBCDFv5UKfQFfcM0MGsdm3tRW/ORDEYVJUm7T45OVkul3S2JGl+TiZEijNIlToVpBk8bDYbUPkkyZEm1FarwtmIeZe61YveGrI3bK/u6obrp9piTp6tgVCucw15ihv12uZoGtJwEkAEkQLbbGxeUIWjxVTP5/P1ej0MA6xEOBRc+FYr2XrGJkRRqZ5seHxrindaxWtanujY4TNZJFhibR/zbqYcwzCq0qgkW6dOR3vjxkmCVb2/Sazz5sEtabdm3OpKy/gszQsdIaJlJmlwnBqzhec7EAh8LwjmHXjT0UmJtOeRb/z8gydBbKaDdqhLixBqL1HOyuPzN56uEtJupDOSbcOby3rPSi7BPPb7PRwmJvXjbiRD/Je1wJGsuVqtjo6OlsslJ0Gvjtpk8aaGjQjdMBt2F9rv9yzPPHhZjOTF+KB0KnCQMpJIOSrQRFWUza0UdJXkUUadiS+cR+AVZXFUm9imUx19WR0PmJegyVJahHO13W7BAjlOjn9wN7zeiJzzfr9XG0zXdZeXl0zr5En5sOlJVZPm4zG4Dx7Hp0uKTwgWKzTM6Oui9dl7M1Eax5PJYei3YLgpKxRAWUxeXfPl4mgZlpBAm2Tf8piN2q28PHvqqt4yG8V1ilx7zFBbhreSx8R/33nnnb/97W8WCAQC3wHBvANvNLq6MrGNyDc5AfRmejCSZMslX+hXpjhI7hrp4OAgMUpeTJq7g9yAc+NfnJo8QI8PewOYt7IfEjsypCYHcT6fI9Ou6zrQbpwLbIztAwGO2UbmXZ0BE7kRXHC73ZZSEDOAfCcRp0nlh7oCxo3HT7XGn8QQX0QP5r3jwU3YXnaLM/uM6nkboq9MtBlM40xoIgfeZdR8VBqnLhdyvlIKVh6ur6/7vl+tViToZoZahCa8v0jAZm6ZKFJGHcFY8iY14LK4ZJ3bUifIqlLOe2RCozXR1sRHzqswcRzxgKTUJvo9v1w89eFw2G63GLAu6eAO0mqCwE9pN7fBN6WUgmu3ejWm/pb/T/HB7EgSZ/JW6n+xTdT5DgQC3xHBvANvLpoVcIIEjmQXCnTjwQCZoD5HRphEkFYa2tddP1RT5GYg2bR8qCuX4nov1QN5KLRrUYEQrIJOdNARMieSG9pacBbsBX00iX4JQkPmxMEUMRLg7CRA4EYon6I+Crup0CEnLddpgs19ad4prtdybOYeEo6H007+BGJqQgR1vaLUArbVzJ73N4kFXB8bbg/DPXl8k6CJeGkYBt7xUsp8Pt9ut4iLaK7AgJtJ06nAk5Ckww7N0xxkqW0hnChy1uI5xIzllB/jaJTn+azSjITXReq3DFIIMouVnFOqBy+ei8wHqQmNeu98iUvDNZJeJy/OQz+M9kji/eK8MQzgI5cknOaSjt5uHW3YTgKBwHdBMO/AmwtVtsaf4kcXAjAM0CbL65SxD4cD21/3o6rAZBXU6ni6JH0HyXugfYK8gnaDgtDtWiStkPVM1FRQRMc1b38DYsqUO1LwiaOTJkGgHeBtOH7Xdah/pzxGJwovBjEHKzcFzaWED0razLO+HqSEnxImnTdSot7L+ZmHAawKotFOs7uJnMm5MiF5SfpTJolV9NRU63US9I6b16lU8ZjkDzdXnRgI8FBUBNXHsddmsxnEuWQ3pSrqhPTe8Qf3LknxELJVfZJ1qaQJrvBE0exE2Tt77XkzQ8KA1tzEa5MISsdZZBGAt7uTYoiDV61JsrJknrw7SAovLypJIDQ+i04Ro9wm/ZcKfSPt8xI486WU+/fvf/XVV+M/GoFAIPC/Iph34E2E8gCrFVblYWYG2g3JNtVpatlLLoDXkmdjR839GjwDMos9mkIgeQxM5EDnhbST9HuniAvyytKEuJCGeZNi0nWtBBRSOugUHcCcAVL83guzoOKebmDOdMlvSLYoJeIFPOjIzKP+yhtBPqpMWl0HvFk6AL1T5Fukp4xJTPjujTy7+RSUTpNfi9gwlJgm0WvVcaFg5i75Ls+FobJsX84ZhqKjo6P9fr/ZbFJKs9kMjw2LjegpbOSVSt73lDEhqwomiZSKxwy0izA40RHyqlkxhg+q9tckSdUiP3xWGfwwbsmS+qnku6+LQjbrUZxARjuk7FT6B6kGgzdJ0PV2p5SYSclqM4AS7lSbTxoSPwzD3bt3Hz16ZIFAIPAtEcw78Mahod1KvstIHKUNg3TQnOqRrxQxliQ3hMDdQY7Vec3gLA5sUg22rWHJFCqLPAtAqZtWE4xku93y6sCWaDZIYg5uyDddJaXO9aTITZZP8wP92cnTLpNLjxwM55aTk3OGGYbO4xvvC+XPhi+mWjflLhwJ/ps9fbO4CyW7z1hvbq6zFZUZ89NSi7U6b+ML5CTobGSvM4jboTmmnBYK9phVmEwQg+EWI/8VzwmTaPViOQzeIPZpMvFTJVHrNcbgm7Qz8ZmhD0pvR+d9nTjy7LXtzenvMHJLd9KrMomvQwfPB4C7lJsaGA21EUjvuH6z+Mzrl5QPsIbN+qVuJHOr4/Dm8Sul3L59+8mTJ+MnORAIBP4BgnkH3ix0UuG4YVeAsrHpdAraTQm2jDymjXrHX/Qkyh9ky67reiltgdNl93ZD6s4OUsDsyZegSiTcqu8WWS5XMlrEM2B1RGG+dq+WgyQGGJwXKZJ6mbi6wU3DPIjqoCz6wWvEltvtFuacrm5dzvnXSOBGilxqxZoDNhfgi/exz25EJp9TrsZTmzCtIjq9ckQ9I8zZndQPsTrrlKpzlpxaZXi8uuJN6bFv7+XYh2GACwWFTRiw8ZYVrzxTxF3DGGOsH+v1Dp6FCXbO3QEyXZ1S3lmGagwmeXwbBSRJ8jt1qvXGFTfE6xVxnHyATaIjE9tPQ7utLv7ILykGrBGmUvPkNXY0wNBnIInmjQHwG2dmt27devr0qQUCgcA3RjDvwBsEZXs2WobmZsnV7vl83tW1irn+rj/h3Be22uwWUrIrUlV6TPnbD1GTZcKVHSbRqqkmgp/lnEHEyZjpGBlTFk19S6IoM8Ov9zp6JNDmcil6u5gYizkSvUyyQ54dZT1A38m8ydrh3uHVATw7iZ1K/kryrPboJxHdB28FmnzxAcPrR5VnGJZQfGVohON3oxbujHDKTSZvbtP8t9TLAqge2EmJPZT1yDlfXV3BJM07lTxNVtmwmeGKei+zjdlW4wSZKB0vfCpw03kV4N94H3ELTr1er7NU/uYzRlWbNz3VgWvDXE2CDX2WOADdjF8Z3pRxINR86czN9EUUbs4VN85SQZ9HUy2/k+ajzRl53/l4KE5PT8/Pzy0QCAS+GYJ5B94U0NyZRtIp2QxIDywf0KHHC+WkUEWkazODHwCvdftUy+rkkTjLxPvydNLoG6fQ5fhBiqnBxwLild0gntztMKm7jmc3KOM4FAhVSm94XvK6HNiMn5pQNxORlUxLmQ3OgjihKbIB+jKfz0npktsY1POQXM5knGO1aNrQO3NvfRJ/fPLi0CZ8i4O3ujO53k3lefpm5x0xB6+XQh6puxRfo+BQVSjlreGqCNvrmJSnBJ/GsgMiND6BzKll6GUivaspJdXdhUpdZx3vMA4ZZDkFd6SJBvXuDDcVSxkfjQ9D833UrxWnlGsFdIc3M6x3RKfd3LLCh5NRXBYXCvV+/dLpt1W/12kUmWusVaTG5dHR0dXVlQUCgcA3QDDvwBsBUhyr22rwF5QbZOlP2fitB/djaNvz7D5XCN5KyLIUCeGO4BZd10FQz9Kgm7TeRJQ1bx2ipVF4LZPJZLVambtQsjQjVIJSXHal5AkqzwwzEnSci1eEI5CnNsoxR9J7rWUyIZyF56VSzuMMrnwz9jAJDJKbEHCQwT0SJmZr0ikSI4YivFiuM3TehNxEa+ed0uehoXfmDK942ZNSVyrkALK4IGDHt9rcUlzipZ/eJJbgPNOvwiAKpQZxKKxUNIshGCdCF6RjknyTOvNxUg5twiZVMC5ehV0jNz7/WawdnDq9F4xqymi9grtwMHq0QQqwKBVuSLASbqXvSUJEM5tOp0zY1cEXkbSZVdl8ZVK9SjB+YJIYe1JKJycnFxcXz/0DFAgEAo5g3oHXH9lNCySF499a8rzFYtHVyG7dpkdcf4CLGwb4G0wSSXJA+oii4IPXm1OeRy2282Lh0EHxw7/f73e7HTllKQUGdAjz2+224ZSAKnzkvovFopRyOBwQXYzZPHzbakkv3uxdqRspTu8FFtUND9cEfSyapknmV0pBN59B6pBQIC+udivHNSF5vIO8EQ3xIqtLUtqc9S6y2NB7L9poztH15qpe23vVFDK5VPvItbI4Z8xG/ofByzXqU8r1B84SbrR5ZMUx8ODglL23ZEreiWm73e52O84Ax8N5K1I/kc+zUl7dhTGDmk/4fnMj9Bund8FGxWSSJOlaTeXV5aVMl4/fmKAnd5ZzthkWppSwYlBusp1YHRs0o1UfudUxBi8WAzg7O3v27JkFAoHAP0Qw78BrDuq1ynHLyKVgXkBwsViYL7WDeeMHWJXU4ipsQ8RVX6TAlsUesFgsYH6gLD2IyYEiHE/BI4Olocwcj4zOJlQ9eV0msiU4NBwLoHGllOvrayij6I9IlgwmhDfJe0heVT4sUpGNtBWkkwxSBcvBq6+QHjH+Ya8fGnvMKbjVyqjSHW5PRqvXzhPpnDDNUXPvGAMoeyaPJOWi/M84ASPk8bMYLcg4acpP7j9Rhofnh2EMozsWJ8GWOMtut8M7vOM4EV7QA0MWiDHz7CakX69CSTa/Dt0o2ZGPk/nCQkO19anL4oFRaqtfE8aiRRI31axV6viKCyb8Tun3l3th5DrPWdwyeDI5q7zA5i8DbzTjjSQhny7OWF1LsZRyfHx8eXn5Df4sBQKBNxfBvAOvM6jpAqRZygnYinK1WqGmMn6YNeOKWhqkX5PifTZaN2dN6OyGAZRnJpXnYFSC5b9Ur8HAcHBYU4r0RgF1QJnt4hozRWKUf4ajAwl8PDiOgHYtCAYG76eIf6lrUh0k1ea1g9WxIXl2fwhVWyj05IUk9BgnYwC0jJnP5+Z6f5Y0TSU3pZZXMYdKxPWdUpeqIO3jbBcxMJgELWMyZ65z633PtV+FMYa5YtpUklZRvyHffLroimnM09wLWZUT7w9KQRdvahSEY2I9oe97MGaSY42I+KZGGoOnGZjI5FnSQ5NEZcpQzU1KReTzJIsSODIeMD5U2U1ZnCudak44jzaOJUqtQ+NNrlbpZp1U7Oac5NrVneo2SXpzcZxmhIMkg5rZcrlcr9cWCAQCz0Ew78BrC1a0sJp+qVBHtXu1Wq1WK7IHtRxwX67Og9DzR71IV0iV5ZANiTOqiUKJiAkjUfWa9AISI8jTIEbq5EIgyBYq0IFD7HY7/ne73Q5eEYVpeWQVndftBmku4ojFFPFC1us1aiyu12suBaA/DlkUCD2o3n6/p2rLVuTmAipFXEjvg3iOGT9Y7fRVATKLUcRqoTqJSF9GKxtJYDXxUuhDUmpZtyHNxS0xDBKSLw4UyaHkc6iHTSlBkx68qQ2jBSxoYDMEV7As85mkU5+nyFKvBqcGwWUsxJiTl8kHu1l4Idnl88lwQmmozswgJSkZgehmfGIZfKpu3deVAZXd6ndQ72ypszabkEbXVZqv/Fjtbl40B2weAK4A6JGLhEkppdVqdX19bYFAIHATgnkHXk/kkclElarkRtvkXWwWi0VyF4eKrOTT+otrdX/4xgtBS0MpZbVaFXeakitkKeJmkgPHtLzpdFq8QB5VdiYsJjFskCGR94Du91KFcJA25ubO7OSeXdSTVg6hdTZMfCZ93282m+L2ACYIgvntdjusGHA53oSemlQJPBwOaBmD1wgqyO2g02uN6iJlJRoTNhc0xjxPb18S9VQfCaVr6jQYxDSi9F2Po6xdaTemnQeku92E3pER0vyAfqIMObJXqk5e9YX3gofirUfAs9lsmgyBiQPz3EvVF45Zwz8+Hs2Jmjeb+IdUdaidNqT7vBx+U3jLcu3k0ZlJEqbmOq/A6tI9qY67htp3/jz23NU1i3jtPFrzRHHHJsmY4Ma4qKh2EggEnodg3oHXEJ30WVTqADRkYrFYgHab5JbpjmSxVlfSoEVBf6G5xj144Tz4myHApzonDyCNYDBApgsOTYHZnOmS8JGi8QgUmIu3fUkpIRET54XSvFwup9PpZrNZrVaoZ5Kk/JzOGK6FuxcxOhevIMGrwLxhwOrbJiVlIMH8USip19fX0HRRcWW1WqGbjNV6ZC+tyG3U7pvMiSPRoGgQzy53UUrNcZp4HsabaTxGHT179Y9BqtOQjJY6B0BjCd7Q5HYILI+osYSPDaedl1/cTwI/T3YLdcObeXP1q9GwfH0Ux7Rbd9GAh8+wXhowiLNLLSj8kjJA4pLOIHUn9SHUuzy+KXxHz8IQiP/Nniqta0r6TdeHn1fKMRTPtmQaQ/M46bWXUsJ2EggEbkQw78DrBl395w+k8pUkUhy0W/KMdJMOSiiBo2Knv9CsSI3XkK7JeJQf049r9fo1fdVqUdDzstbbIHYRbR1vsqSOLSEh6y6z2QwlVhByQIRGd3e1tXAaVWLnmElikthvkvT04byRgM5ms+PjY5z94uICdJ9UpohzY71ek96p9bmIxm+yXKD0S1mR3n1soPTIPNbSIErZnrJnforx6GxQux3T7maoPBTXK7AjwiGWBWxuuklFP75Dvjh4JoCZwYeNUWmopo/H+Gkv7sXnFKU61NEZ4/ib713DQZV2a4zBijrcHo7/4lmh2tlHr5SMmWfRx6wJEookB1O91kipiab0hS6z8HtaJALH8VkhlCPnVfDJD/IdCATGCOYdeK2gtBsgGeLPLX+Y0YOmk24a5SbpzmphrLh/lxyLP/yg2sVdtuiEUqT8cJHywFmy0/hzrsU3gKZAB0A7L7InoXpiyywFHGhgIPnj8Lbb7Ww2Wy6XuJZSymaz2W63LKxh4t9tiFQSJwAkai0gSGN6EfES7yCHFRYXmh/gMh+GYbfbgZRjA3NOprNnUq5RFyL03qWRPjqmcUVCiDRK2mP8o4dSmwQfoSSLGLhwq2l3qRk/37eaIPZ1gyTcSlYS1MCGEVRzhMHro8Moz6sz93VkNyOZ+NEbAkoO2hyf/9V4gFenk8Np0YEVT3jtpHi2eQWbri7mk6VZFb+89Gvp8TU+ZI5pkbCBrq3xOIfa2s6L5YwN0i/WPLWaz5u5L0tj2oZ2Y5xhOwkEAg2CeQdeHzS0uyFhY9qNX/3kvaNJKca/01Yv3PNT0ib+9OIIsO2akzB+BALUS/Vopd0mZZvhmWbMoIopaXdyywFyHzlOfATayrHxaDgFmXoRnzp2Qcf4Rta9EbgWsGS1kUBNV6KfXIaHIxnN0tVrixKHPF3nnYk6LziY6z44ynSbE5FNmvDdYRioJevjQfZcRAnWI/AgTfzDx6B5YJR2W83+9WhppK9jJofaEsPHtZMqOk3uQRKbkNas5Bn5mtSwk7ag+sykUVjCT3UwnNUk6YxFhOckdv8yam7KDbhZqiOc5nvH51AjgSThH79r+gw0k6yE3uSrqpdM2l08HuZXpvdeUTo/5lmnnEB9WvhshPIdCAQUwbwDrwn+Ae1WDOIz0R/pLE0KTYQrq4kIBTy8o7/xJjYPsArU9+BmlP1QX8/qn/Bce5fJCK0OG0ACzAzUGRmKrDVOMgpLySCGB+ZEco1+s9kcDgcUQoHSDNKMDohgM+DTykp1cnoHR0hpFqQZDJvSIwqtQFmH0ZySea779SwWi9lsttvtptPpfD6HoqnuAlwaTO1YW+At0CRClbRJNxvKSz1Y+RMfCXIvaNK8Xw230043enB9p8jiAzdQfRe3r/cKjCbMng8MX7PSTnMVHLDquw0BZWnwZngmPFvveMN9dYlAVwCabfBs6LQP3os054zlpiZKYTzGbGOORJ86nVgcH1+0LF1yituy+WTyAvWqOcOMZvmaSw29lydvllnMq/E0Xw39wmL7qHYSCASIYN6B1wH/q9qtElfnXXL4A2luis1i7LZRDbjkhmblAXoQZSHKQWk7SV70movsVqvpDTMzcbMU8aXAWgCJmsQCsi4pJouWkM0MXuRkGAZ8SuYNyotJGLxlvYmu2fCq4pWYKQ1yPlWFBYmEDR3NQUnLSu0WSCkhTRBkOkuFGb3Fqbad4JJB8hjY8GKLlz+n5yGLed2EhGmnen2ueHMbWZdPBcB71KyZNCRPCau+z+xGJZ0IDjkAnVWVZnUYSTrMc9j6KQOYvq7iV0aWjCTm7KF2HOkjp09vM29Uu3mjk1hQ1EPFf5U08+umR6bGX1w1V0LML3WpYULcbeQO17CEfwo4JK0UxC+1iaTN7wgfV6XdRWKt09PT8/NzCwQCbzyCeQdeefAHGyg17TbhPWAA7GjT/HZCNeTPsL6gaMpF54bDUTInOeD77O8N2yhoLuhg4zTVF723StHmL7i03gt455zRIidLYcFUlzohJwCBQIkVaM/gmiRndKGwdDT0dXpRlNNgDnvpDtOwUmrzNEUcDgdYUKC5wqOyWCxoAmGcUErZbDaDO78xcuxrwmiTW4ZwXWgco+UOIUZqTmrDuZOn7pkvNeCqSy36ct8kfhITukm5Wmlxc9eo77IgCT8iqc05I0WSPFXJaBFCzzHzOMqth9pnoqzdPFURz5UeXKnqILbyJCo4D4XDdlJmRydtGJUwZ4yk99p8jWJwIxaXMnLO8/l8u91ynM/7YmpE3fBdXr4S6+ZJ5szjLAz88I3QpQwV/rm2oPEPw8WG6JOLR3v5QCBgwbwDrzpU1bPnJNhlz3tLvpxN5q1SnBJHoPmlV8qlv+ImEhoEdeVJRSpzYwzHx8ed191Tiqbi4n6/32w2+JTqcnI7SvY+KbnO7uqlACIvcBgGuKv5KdiqzpJSNxBZOlh0A/J1dYEXt51gNhgw6BSBU+LIcLPgFmw2G7gOzLMwMXvwssOXMp/PN5vNYrFYLpdUbUnX0CwTRQ95C0h6lOBqeEAypAyJvoLmRivlzZ7wxzcRUPFQgzda14WLTrq7F+mPyIOQ3plUm2agaEK4Oyldkuqy07xArd2O46ghh/edOQC8ZI5frSyk1ObRDm0kXd1zlCftpb+9ebIj1w2aycSn5jmL5qkLeoFJ6h4OYgUZpLdULw2M+GaTGZnEY2Piw9HA1Txsw2XqdemcDDfZxPn3RAMwDV9PTk4uLi4sEAi8wQjmHXiFQffC/0q7i1fHY2ahJnjx13r8M6wKovmPK/u8kDooLQZL2G63YGBKRLqug4N5cO81GAw75uj4OU6UKGEuo9JThhAcORzJFL/xKZh38drP5B9FHCw8I5lf5xWXeymTzAvktKuv2txr23uJPbIZpUGkTYfDAU0xwb/3+z2ujsJw72Wq1+v15eXlfD5fLBaYBLJtnBr1UnCXeXxz80xxxfpGuddc+e690EoSAV7JIpkfro7SfpIsRuV2JoGfSQDDj7LUKqGSzdGCAiJhV0OI5Op1EvmfjJnrOUwz0IckS0JqEfWdw1MvCqcRB8TEalohJpNjU5rO54pPNb9ZzddHv6QmK0jZC+8U0ZX5Qt/UJ5APD4NPvR3cS7/XfIePLr6Smvihf1V0tM2b5Pf6XOnDFtVOAoE3HMG8A68qVEIDyEKadwb3NyNXj7/3qAei2hU5ou4LPsFeM/xNxV66O8dDAoQfcv4S0wtBVj148TKlRznn2WwG6gCimXO+uroavHAKJGST4mj0KPMSQLiZK8k6yk2vRKamZbcIMwgBlyVL49iG2u+rsNp2jDkhe8PlU8sc3JMAigPOjXnGzUXUgfMi2xKudJQhh3HcamuEuU+XJnuldxopUX4uYtEexLucRDRNonaTkOG11b02Sbz4EOpcNa+H2heuPJhaL0eiYYbVFV2ah7D5FuSct9stoxF9TvTGmfDRJMquxl00IJF287VOptVpnclXBjiHXZ3tqs8V5pzTrt8yjifVyxfmC0G8Fl2U4GXyUdGvqj60JnmZ6u3mp/ac1G3l/Qw4eZv0q4EX4fkOBN5kBPMOvJJoUq+sroym8htX/9FQhsYGdYcrd9Tfe+aHMV0siXCYpT6xyfJ9cUGUbFhFviLr1JvNBhUPjo6OwLCbMID6cdd1qDOIc3EzEneu5uN9lCoHN5rNZqCqkMx7qbHNkYPiX11dpZRQdQQpmOzCg5Oi4CBBRs7ZJkvLtTWchI/kDLYc8m+ojDis8jkMHteLxpa8FzCL0+GNyYFNhXYL4Mbu60lU6lTHDOaEiU3XuQCi9oNeqhzqg6Tv8D4WsUlYzdqtDhob/o2LSh6NKHHkY5DcFK4m8s6b8qDiO9ltU6SFESDsQE1goNeL5ZROKtkrQeeNZkjQsFUSWa7VmIjEvJYslg/9SC+fGzR/BLABYoNmAIOYbXgQ/VtR6t6ZaRSN6C3m89zcOwCT0ES5OtqU0u3bt588eWKBQODNQzDvwKsHLsdTpkq1ssU3i/emBvPm6jNX+RsFS0lY7xX6+FtOEkAKnrxbB6vvqVMFvgUwBnSQMWFOSCKEDH90dMQWMzgURejlcllKuby87LputVqt12skgZE3aArawUEXCqYFXCe57Ad6yqV8c1l0u92enJzcunULLSQhOdPwfXl5WWQRvwjIs8l4lL2lm5IUeRzN0uM0UtdETmrnCamdl7NIbgRarVZmxp4m2b1Axb3miFio+A5iTzeRZkk0SRAZ9mjIhKkm0yW94yWTleqcJLcpYzIRM2hsZiLBcmD6WNJGz0+xARY0KJCr/x7/xSSsVitmGpCa83R4wrXUICcEAxg8c6B4/DnULmeencfR0SqpxUEQXDEfkeFHcgGb3zt9bDTeZtxYRGlWWsw54RNVSsH8FzeWNFPKu5+es2rB2dCY53l/eVTtvhF37tx5/Pjx8z4NBAKvK4J5B14xdHXrjVIvOicRNc31PBTg6+qqc414pooUl6R7qVWSvKgIGR4zzNSnkUQC52hzztPpdLlcQjbGYdn+JguoMpIIHh8fTyaT6+vr6+tr5MmRH3BClIniNZgNvN37/R51tXl81ZixuI8tlTgmKb/I4so4eCelFanxJwHJx1gCx5iztMWxWhU2d4PwNtF4jetaLBa8os5rOYOAzmaz1WrFc/EUTODjdfV18yMOFUFLcjl8Pp+DvNrIhWyyemC12k16ykeUHgmMig6fJnrRJ4fPAHdfLpedFJLXp11j0eSebz4eWDTovGQhngQdm3JTdKHnlyiJVl08J1jDyyILGsUrM6pXhGfhfaFHqHiEqSPhpWVPOSh151fOPB8evQo+VENdgGiobUW8Iu7O/yZ3N8Gio/Rd99Kr400pdX4n74j+OdLpevDgwcOHD7/Bn71AIPD6IJh34FUCfwjxX32hfMVqDZLGhhtLdihdJgXR1WRdSYftWE8KQgNl+vr6Gp/CpEFhkuIxpFkzm0wmcICwgJqZbbdbNN8BdYDNepC6KPqv/sabtNlDpFE8m7PrOphMcO3UNcG/IYhiqMkrkDx9+hSnBnc3z+QDneocvXTHLJIPl+qoRsVRTnKqtVV+NLivAJxJEyXJmK+urvb7PdYKMKtXV1elFOStYn7IUHHrwXQBrFGklNgwkoy873sck4UFyRcbYldcJ27IaJFmMYokNSuxI07HSdBwJcl6AucNo0VpRTzD5t4efYCHurY6ze6g+5hPyO1ZfNV4n1X8lN/zaTGxEjW8vwnDSF6L+1tMelepjp687ooydX7XODwEnLyJqS5fo0PVg+iA+chpsISAit9TbomvEr41vGVWM2ydhCRBOz/KYn/nDeKaG29uzvndd9/94osvLBAIvDEI5h14ZdBJrdwx+eZ/9QdYWQgLvelyPDdrpDvqxybqI3+hzX26ZHVkgShBvVwus2QigqqSHDPXkzWtc84gPeABYOqgvxcXF13XbTYbEo7iPgrS5SKgmZvkLOeMenwkzTnn6+trqHpc9EdQgZMS4KkmK+wkTzw1+LrSbr07jUxro7pyOu1kriSX3aj4DPwnON1+v1+v18vl0qTpN6oWJq9VR9I2eJYnGxuxWxAJNCMrMiccjdOLS2D8o3otB5xrp7IJt6ZYq5zValanngedSSxNsOwj+S43KK61p7qRp9WJDYjumlvJJIFe6qXwyFyT4QPMWIsXwu8gJwqPKKg8v318tJovaRn1Zi+yRsGbO9yUosBzNX8NinQGNSHiZsbbVySZEl9qPhiYk0aJb2KPNAopi0SS+idIry7V0fv777//l7/8xQKBwJuBYN6BVwNNMWAl3/pb2LA6/OSDTimNbrh7qYVGMgN+Su2NpDC5PEZ6AVWPdCS7uzdLwY0knczxDlrJbDYbLm1jVIO7sam3gSch8ZEclNQEADW5urrquu74+HjwXidDXap5Op0eHx9fX19j5KDgs9ns6OiIS/yU2zkD5lQGRLZIwxEkdJozMMwPVUO9U8oU1YlevGbz4Bl4JLIURzspEsdbjAUBJFlS8c2e0orHBpOG8+Lg5GR4k3J+ET2ecRqHgQCDtJsjJ59mCq/VkYZyMj2s1VSMwZI++Xy8+aThLpNkNwybliR8hGeSDBWsPdXtljhC0OuGBxfXxfGQFzG0UA5vrpHPcBERmqECJy17OoR+0bg7o4XsdYFUnM5ii9Kvdq7933xU9KvEMLK4wo1h8MHmMfGnQNdnxrRb/3poWMVtOC06G6kOEoJ8BwJvDoJ5B14B8GfeRuSbhCONRCnS7k662yg50J/D3mtN8NeUiqZ5uh5lUXAXqrAcZymFGW8NmyRTNFeXBy99sF6vN5sNqPN+v0fRwFIKpNyTk5NhGK6vr/u+326319fXuBaQMP6EYykffHc+n4MHK5fd7/c0nKzX69VqBUsM1HTk/JGmd577qHTWhM0M7qkAG2P5FJpY4I6gtaMIlC8iW5SDN9Epi2dz9l6DnFw/e40ODAzLBajDOJ1OUSXGpLUk2DlMODnn3W6n9Isqda67pvMO6tM1iM9ehVjum8RIw6ei1OsGnaeocrNBSo/rk8zZU5431FZjFcj1sHga8abaOXDvMG/Jo5dB/Et8eq0OlkC+By+no19GdVDog8fgh+FElqI3vefRDsPAVQ6eMYlng1/n4uEuv4DNXs1yQXKzDdc3+lGRRL7Wrz/nn670JNFREicVzz7Upn9ya3UlWU3Z9a/cRx999Oc///kf/R0MBAKvBYJ5B152QOsqoheWkfLNNWj+rsNUAIZB3zCPqT9+RUylumhO/Y/yM8TdyWQCTszfXTAMWGnBmEnNSZJms1lyC7iZgTWWUq6vr/GaXFm5LIiLekKWy2VKabvdcmZIpzA54NNmRvrL68KccB6wOxI9p9Mp3NLonckG8npkTjsYGMVUlh2ExXwYBhjWzbVkJjiqFmji6gY1wRQNYuTIksaKwIMGEnNHDUqXXF5e5pxPTk5AspHMamaLxaK4RotdQDdNyoOAjWE2GvM6uTKpHm4xfTXFExzJJsnCcaXKR4Hei6XoifS/Sv64VxFpvEimIAeAHGKeDuEZh82lA6xOIF/TvLQ2n2HOOYOK5NIv+TqcKqpYlxqciiRBy+AZvQgsk7gv9IHUb6WyZz542L2JjppZ4uvk3m4twc4AA19YkvtcO2eSxPZKuxvSrBw9id2IjzfDBl1Iae4vN/vJT37y3//93xYIBF5rBPMOvNQg7W7oiJJv/khDFRu83QyzKrO4QvliLOk11DB7RiaODz56fHwMVqpHGLyd4TAM8/n89PSU/m9QOrBDkDaQOXgezIwu2OICOZkTKCyYDSoPrtdryrdgDwgJBqnOof9l9RLQLJBsGgbI+CEVg5x1XQc5HD1r1LRNCpK80DWCEEwR5me5XIJ8r1YrqKp0LzDtMkvpCcrqmA1wO1Ai1iMHadbEx+L9OzHD0LB3ux0yL9fr9fHxMXh8EvczrMa9lxYhb27+Bbiw0ARjjDcGMbvj02Fk2m4eKqKXyowYZPNEKePko07ap/eCB+dKBR9gssbi5S9NYtfNZjObzViSkhw9S1lGjS17aYVj3jyol4o3nCiuS/AgDC00xNVYgvsyZMW8KU8lhU0enjXkVV+QdlPkZrTGpSoNgTik4pEMR0VurbOtfyga9m++NqIb6AOmN1GfHPz3448//tOf/mSBQOD1RTDvwMsLpd38hRv/HuN15yXwsMLOhMKGdisn4O7kAdxSf8hBSVer1WKxYIsZMDBsg3JvsHkcHx+DcW42GxBuFJxer9dQoDspRAgGBoaNyidoDYOjrddrdFZfLpcob9d5Px26unkhSsGLu9Ln8/nR0RGtBUgWJLtltpyZgbya1KDQihNFhExYWZJbXCC1Xl9fg3mXUhD8HB8fHx8fP3v27OrqCobv5JmLJg5gxi3w8MAdRGIKeo3CL6wSXdylgF0wezlnFHKhfaWUcnR01Pf99fU1BsyrIGmmPq20m5GJUvNeemQmKS3Hy1GmxYdTnze9NXxdRNnVAMDqSnx8MnV7rvM0PM9qvVaTBXFpuEEcA+c/uWRL7ZnTRbs/Z0m/MkVCUH5J9VM8dSwrhKONv+9cfGi+g7oBmetQO3PGu1C25395rwfxwTeRAKdUH9qGfOubSYL/4qkCvZezZDCjl6DPTJKCmxx/KN+BwOuNYN6BlxTPo90kHIM4U0G4QWq1owpZVKrlQ/M61mQJ+kNudZFgM5vNZuB/LJpBtgGrBkzSYKVQVafTKXTfq6sr5DIOtdu799qF2+0WSi3rCXJ9HCR7Pp8jEbNIhWxm8hW38/L3fnB/7eBG5+SujOTmEBB9zuFqtaJHhcSdM0MOCg9M3/fs3E4LPubz6dOnoOMoQ46+mIOXK+G9I/cavK4IudqtW7cQIYD64Nr7vkd9w87LIWf3o3Nfapl0q/PyB2/QyHWMwVs5QghXksRgjKRWk1yz2JRVqlRiahITUj1V1th5Kidne3wEqyOBMlJVzckuIhCOXDni4HYa1afNy1zyUzNjuRgFuel2u8WjjgFr4MEojvbr8aPeeaIkg4QsBu4sHnGmMypbJfDk4ML5JCj35a0xCa2bkSCTUsMhfs31gW/WEBry3dx0bsDXnBnd12o5XJ8ojQBTSp988skf//jHf/DnMRAIvLoI5h14GaE/xkq7iwjeg9sVmEaZJOmKbJsviCIyZD+q1GsjObzruqOjI/CPYRhgyO77noYWuBeY10jZdT6f73a7R48egbV0UmWZvA0eADqhk+c1gg2D64DBq3hGzsQ6FZASocr3Xlp7s9mAD+EjLuVzrtgwfD6fr1arlNJms1mv12YGxg+mRacBNjgcDsxb5RSdnp4ul0so3KWU8/Pz4+PjlNJyuUQcAmkcdUh4LVReEWacnZ1dXFw8e/YMAQyVe9B38i3siEabOBq5NWYPpQb7vkf1xuLuFM4VAh5wVvOVjSzpeoxYbOTNVUrdkF2N8XB3SBCVrjHq6KQiHk+hD+QgXmHldnxWyRoP3sVTA4Oh7hXKfRlAdpLAyqgsSRMlPM/0XA1e94YBD0bO4jD8/lrdIgrfaKY3lNHKFa6CcrtOFOckS9tLUnDdXedw/PdEQ4I0Urv5B6e50TZSvk0ih2YbDqCX4kgaRXB7/qUa6o4/3CCU70DgdUUw78DLiGFUrkGJePYUK9BuODHIk1JdEkG5kXKg5nduzLmzF4lDC0DQbgrP0ErpOoXyDUUNnGC73T579uz6+roR/KhMQ0Rfr9cQibPXgyNTWS6Xy+WSR8s5w3jNy+GE8JicB7Lb7OK3/uQnX/RnwRbQGhYAKZKFRgW97/uHDx/CgZ1SItOFIxzudpLI3W6HMixHR0eY2O12i/aTKqaaRFlmdnl5eXFxwQuBKg8Dd5HqEBjMbreDNM5UWt5BNAq9c+cOliOY24cbdHFxMZlMTk5ObESYhrqxpU5FcjVXWXLDrjTMwyyhag1PpFQSh238yvpYproKSjNUvOikjw/nUzdj/XJ+lZI7dnhpu90OpWn43cmyOAAHSO+1rnX5gpc8kQZVnRfH5GxkqR5odelJznbyTkbZ16maC0mSlJnE55Pq5Sk9bKqXsACWzTGJWxra3dwFG5Fv/bvEP1PNpXG9hfOsk6bhN0+tt2AYhlC+A4HXEsG8Ay8X9IfN6p/MVKdMdV1HvqsrtiYOSxxTf1yHulxDdm8GB8DfeEjpxXvTmBfKYP9tElao3chKBDsBHQQj7zyJEPYGXBRMFChRQuV1u90yoxG7XF9fYxt4LQbvS5KlRriZIakRwQCl9Ik3y8SRKVpnrxMCg8FEerKAGdDGTdXZXOKFpn56eppzPj8/J4lBTKIOe7L2xWIB7ZwSbynl4P3qmfUIp/t+v1+tVkgk7TwDdb1ec1qwGZcFIPDv9/vFYgF/y9XVFWT1/X7/6NGju3fvXlxcwIJf3NaCeuelFMYnneQ7mgRg5N9WE2Xe+uwVzZOYHPj00oZBF7UyPD5FJGRW0+ss/V+yuBHGG2SXuk3KlSSXrrMnFKa6Eh8mNntdHebjpnphhPVkipRQNCGmeN56LxDOr14RYDM+GEWqdibvWDSRXqrNXwPuZcKMdbqy+MrGHLrZuPPK980BS13bRLm11VETI2Q9Mi+2G1WN7L0SpfkSx+B2Jj0sZ4nn/elPf/qHP/zBAoHAa4Rg3oGXCCr82OiXO7vLE1L3YrGAQJvqtf4kWU36w6m/bVC81AmgQp0qwUn0v9lstl6vU0pg/Bgzf9pBuFn0g1wEn5LHKOviQvN2uwXd1BVwEHGwf9ApsHk9dRHZG8cEUx+GAcYPVCEENyLzIJkzX8Snqzt5RikVSjODNTaldPv2bXMjSillvV7DAb/b7VD1BZUQaflgPKBMC5MPPwnuIAIV1OHebDbg8XTCYIQwpuO/SCdF6IUcSnBfVGBEhZOU0vn5+Ww2e/z4cfGI6+joCONBMcezs7PValXcW2IiIZsHNqw6Qs5KvtV5cZWh7p+i0vjEC8k3ZBQPCed8kOwFHCSLG8dGJJIPQMPasywgaNTaDBXPc855vV4XMVgrN9UHjM7v3pvOcJmluOeeT44yzlIzbB5fr6VIVqsS1q5uw8kr0oe/SJxjtT6dpfigCam1eklNl4N4qKHuAaRnaa4rjzwzXAdLdUXOIsp3cTrOu8Z6Mhom4chBvgOB1wzBvAMvC1Tp4Zt8h7Qb/unlcsleffyRS746n8WFWWp5LHvXPWU2g5ccISlkUTkwS1QvgRmDVQJNVofNDJwPjIqr8yRDZgZymVKCwwT1T3Ac2iGK2HNJiRpNmh+VOrcySfYeVGQcGZfAQ0HLxxn5A48BD5IFSKKArErQaLyGAwSRD4nCbDYDOwf55sTCDmTetaSIwR3kD+I3yhFeX1/Dn0MuC54HQxEZbZGuisXN32hIdH19bWYQuW/fvg1hHisPyII1M/jyQXcg8COwUfF78Pbyg9vKOyn6weeq99KN5nxOFx/MjcsQv3mDktgzisROSRRcq6vakfkxDCANJb/EYwAOR9mbz7+eEZOGCApjQ1xndSCh353s+ZfsOMMkXW6Qajc5AwBeJo45eGmRXNvB9TI5e1ZTZ6X1+vehIdn8k8KHnAw4Se3OZnuOx4QrJ5GorZa3mzebvypk9lmq2XCcSuiHYUAppM5Tb5NE6aWU8HwHAq8TgnkHXgqA6TZv6u9T721TZrPZarXSjjAAiQJ/UIFGb+PPcHLjKZfjSynwLaCYxsGbosOTQIZHvdCkhDNrPpjnV/VemYQsnD0X4TOB3Eg7CkwUKaXNZsODU6JTWyooFLbnAj1Ka3MSwMhxRgwYLeLxX8QAsGLzukgcQdnNaQqk6MGNLtzSPDF0v9+juSYuHxW+QdM5TvBvOl976deNQorYpes6WNs57RcXF5vNBlzZpHILJo3+7/1+f3l5CS3cvIz606dPD4fD2dnZ6enp1dXV1dUVDovY6ejoaLlcso+jPiGDOCsGsSeNF1KonuJ9dCM6PT2FPEzxkpeMJ2oQpzhdB7k2PlE117Hp90JfcBiDVLPhocyZscr5OBcsUowrlNcmyUHU0E75Im02TWDAb8EgdnnuS4KbJJ5kCMcQiCNP0qczu+2Eg+ylO+b460/yzXunz8+YxysXJ/lmjDH+VG8ZYwOCA26eFp6XU4cnGYtpN0rpQb4DgdcGwbwDPz5IfJ9HpvHzNp/PqXab/CRTVVIOZLVYiB8zkOnkGWbmAqR5Rxt2jjRxY1OKxlDRjyZ5s0lzQgzB28ygrQLwfx8OB1Lt7M1rOq/KwsvsvZggSAnctzBk88c7uVrMzYp7zcm8B6mLjLldr9cwn4AHwAlzkI7imB8Ystm+ZxiGs7MzXJGZQbCnowanBqEfvDcQtHycqLh5Fztmz1g1M8wVLgTAjVgsFqenp4iIFovF4XA4Pz/P3jmS7Q+VtOGwqKyy2WwuLy9R0xBEHDz+yZMnT58+hfDP1Fgo8ajEgnvEp4hzqGIn6rgzYFPrNjY+Pz+/vLw8Pj5GFfbiyXydVN0xs4uLi+vra4QiymXBOLEcwUiDJFK/GkUaLpLG9XWVHnPnTCMn0zGih8KTBrBcD6eiyDpMLz0+s1inOBgTDl3cH6+CtEklGbVj6VeA7DOLh8eEhupr3jUenMGAvmOj3FOdFsbMOu16okGSI+355Lv588Wb24x8fFsRQuAhzL7ao5+m8HwHAq8LgnkHfmQoLbZ6fZz/zTkjUY9lrfX3CcxG276oWJjFvcqffHBHmlnJDDrv4wjSDFKYxMSim2WpKXHwNulwZVCQxvFp9ijuuEW7x8GbTZKngoubswSUDTHPeqTi3qxZT7wHDeIHZILSFU1CD8q12WxAN8FvyFSyuwU6byd5fX0NFzV82MklVYjiUOvhEum6DrmPu90O+Ys4Go03Vrv2ufJAv8dqtQIVRlmSruvW6/X5+TlLNJJdkcIW1yMXi8XJycnZ2RnE8qOjo8ePH5+fn6MaIzT727dvI2Tiofq+RwDApwKBBHkYMbjrnXvRo4KJReBxdXUF+d9c3eRjtlwuMSHb7fbhw4ebzWaxWNy5c+f09BThhHmCgdoSkmi3vNH6KQMn0tbk3XNwfzupSK1fNwYGvfRx5FSQYZNz4+FEBFhkbcfq0jQ6VILHLLXQO7hriLGfclMdrRL05lqaFwSpMNV9HpbrSFTWi/cbYkivf3z074M9RxdXMp3rlNnmr1ny5bvxQfAA8E+Wyvw88i9+8Yvf/OY346kIBAKvEIJ5B35MJNEvVWdqfpCwCAufANlnqv2j5IWkxeT0/PkssrivOWf0gZgUE+TvX/amLUkKVvD3FQen3JtSms/nbMYObnd0dDSbzWBoBh2HqAkCBO7V9z38FeDuYBtXV1c5Z/ShLKXg+BgtX2gcMnjR681mAxM5qC1mDzX4KGxjqEXsBGRjuEwsMiR3J8PITsqy3+8RKqAgCT0wKEMOskXxG1yQ7hfcfar+t2/fvnPnzmazefLkCXa5vr7GEgE3zlJtAxR5GAao6SgU+Pjx4+VyeXZ2dnl5eXV1ldy9TWMSJHbaDHSFoe/7i4sLZseau6KTm0AQqzAMQ+0UBAkMvbA7QgX8F69zzs+ePYOQ/PXXX19cXAzDcOvWLThesqe34sJNmvg0/hYGcg0jN6kBwg16SQztpOYm+BxWXZS7k8En9xF1UiITc4ULxIviqnaRRkjKyDl1ehW9Jy0wiEruR+Iu5kaXVBtmGn6fxLOhf0ysTpS0kdStY8OtZ952rpfOsvuzdX6GkaFcgx8OeyyiF3HaqHuHh8VxuJLWeRX2VOvrP//5z3/7299+4z+xgUDgpUMw78CPhiyWVvyu8BdaWQJ+mKFWJimUpsRX1SwblcVttDH6NCiTY8Ed/BVcEKfABqiDAQ7HdXkU3+BhOR5QFhIpyswgahPvZTMMA7qag6YvFouLiwvQdACMHIoyTnp+fg45Gf0jVUhmUHE4HNjKfrvdghDDiHJ5edn3/e3bt1NKqJmtTALxDFoVJm+YklLabre48Jwz2Dz+O5lM0HAHtB61/LI7gmBlZjyjru6Tk5OjoyMYco6Pj+fz+enp6VtvvTWdTv/4xz9eXV1BUx+G4eTkBLEKCTHCgJwznCTHx8dggWDqIPpg5KenpxgA/CoqvWM2EBtQzUVEUdx2b26yx7Bpv8FDCz6N06WUEHuAhWOJwHwhBePBEUopKF/Dhx+lFVkWEy/MDNIyDjt4HQxycbJAqzP5OGyTyjnJ7VidF9zgt6Dzyow8PrOK8RhjbjGNGAkjSX5JOylVruovj0kF3eqSL9wFaylZjB8cZxaHNL+MJsTaRv4QfYFzkRY3kQmmiBmi9DvpNubku7lAPZHS7mYDHa0S9yRZ1/r3it/l/qbmRzq2sJ0EAq80gnkHfhx03owQ4M8h6QXrxMFKoazanJR3UqqCP4SUrvXnVn+tTfQzNq/hwfmrDB4JoZfiH8YDNgxqlWr1izwYh4ItgYwQDL54UiN852b25MmTJ0+eMKggLSvuR3/y5Al0U6ZOYhjqPAGL7bru2bNn3KDv+0ePHh0fH282m6OjI7Ar0P3ihahBYZMnqyHtEkQcJZ9hloCvA0mosMpAQQcLZ5kRcnpMF1zyJMoYw3Q6PTs7g4kcx/z8888fPnyI5X4wbxBWuh14x3Hk27dvz+fzr776Cto8abTWcoH9o0incU4+PPHglKyRh9HSWNJ5IXY8LVQfU0qcIjC2w+GA2AP3mjEhEk+x+FDcVsS9zOzp06e73Q7Xok84HhW+nniBlPGTnEa9Lcn/suQskrLzyU9umuK1F/F+DG6g0m8lgJWTIlI311s4Hn4jmhUnfd2sRyUJlc2rmuD7wr8V1OkbRZlT0QTzubZfN+Sbk8YndszjdZL1OPrnQml3s++Nf3NuZOeg+BoscYmjiOjOwX/66ae///3vLRAIvIII5h34ETDxrorjH8LBay+AtjJJkZQu1f2WSSB4KBq4e6km1vxGkvT3XnGCarRaTaA90/AAWgyV93A4gG7CXAGqpKSHxmj+avLSOi/NhgOicSNOgQFAWQT32mw2FxcXcFFDrC3emh46tJnBBA+fNHwXKLCNY9K3PUgHTWY0Ju+W0nlBPTqhMe3gqTCWHB0dDcOwWq2y29ApTILlW53Y10h3KKdtZsfHx7dv355MJufn519++SUCm6OjI3A7EmKov/Qco+oLXh8fH2NI4M3IqoQgndzrbGZwdDAbcpB0SRwQT5o5+1F9HVYck3qXxd04jAdwNzebzXq9zl43Bgc5Pz9nmRoMqfNaNOhvikWD1Wr19OnTBw8ewJLE2ICEGBPIeKDhiNntRny2baQE00LDd7iBJhwPw4DVDIyweLMqc1MW/D9YwGFYYrVCrGPTMwIg9IyCcC7G2PxKdlJN3Ly2z/j1+GL5RSsScishHtzJwxNlb/nEB5V/WG7828W/VM+j3Xy/0cv5N0dJP5cjNIAZPLtXI4dUW+Fzzr/61a/+8z//88ZBBgKBlxnBvAMvGp1UptMfIfMF4uLFOqh2g8aZ5EiBi6gKqD+6fB8HxO7jn0D88Oecj46OVqsVKQh/ekm7s+QLUpNGSIA3kQdJ8YwZe1Tseq99hiS8yWQCrwXa5YBPYwY07Q/Dg23j7OwMNeDAh7I7wunZxX/Pz8+HYbh16xZ7qmN7GLXRCciEfJdSMJ5SCusAghDM53NMS0oJ2zCS6bputVodHx/vdrvLy0vcLMi9qB5ovlJP8gG6tt1uMeDz8/OU0tOnTy8uLubz+dnZGQ05k8kEqwG4/Ol0Cr8HqiIeDgecjo/Nfr8/PT1FhiWc8WQ/x8fHuARK8maGst/Q2rPboDn5GABsOUgtRXIhi8yYEzjGCZeXl4ObdvCAobg4wgA+1Urc1+s1joa4a71ef/TRR7xf2auVcwKVwfP5JDMrLiHrV4lcTa3D/B5hwKSe/MpwyQgzjwlHkLbdbi8vL/nVIMFloGvChjVWwZu73Q7RKTnlIDAPO3svn4KpKJJ7wJvOeKmIuUWh5JhTpJ9yxnDG5LnFnNth1I6e+/Lggxje9A8RZ3KQRBSTEEWjgiImb40u8H3hVBRZVUi+PvBv//Zvv/71r2/4IxsIBF5iBPMOvFCwQl+SAsP6owh6BDsEi29Q7Cm+xk2DppIPcz8o7b/4CK8p7xXXpEEmQILBU3e7HXXQ4+NjFLYjfU++sg8NFXzUvOQFW3AXX7UHd4RxmSOHAHl2dnZyctL3PawI5KaHw4Euc9T+g0WBVIOSPFusg49i0haLxf379+ESRmQC2zf2RT9LCLHFFwegdK5WK9TVzl57kY4ILgugYN9iscARME4UecRFQakFrey9fw0dQcvlEsmd4PpXV1fIHF0ulzgmXOwpJYyzlEJPC6zkILJwiuMSIPzzViJ58c6dO3h+1us1Cps8e/YMxhhWfZlMJvCU37p1qzFLIFBZr9cIEjCTGDBnprgfFzXReQtw7agjztuqpJkRIE4Ky37O+erq6uuvv8aw+ZRyrUBDOPLUVKvXQMNHsbHGullSLU1yHjhI3MGu6/jws67OarVCYZwxE8UaQqlFaJLm4jU3lRAn97To8CDtD+IVGbywDMVpq3V0YqiX0bpRXRfz2LjZkgsLnBZei9VZHPpReY7azYPwnSKiexNEWR08JE8TN7fad9JUlQpCEhHhX//1X//93/99PBuBQOClRTDvwIsDl19VeNNfwWEYYCZmR4lSrxSblACz+teLwlUZGUmpsemPcSkFBBGiMlksCBmEUjazZL8VyKKr1QqMcLPZoHEMmpBT+Mw5z2YzeMSLlwuE1juZTI6OjlDk7vr6GkYOcErQNVh+mU8G4T95MThl/JDr8NsMNjzx4tmbzQbiN1Rk2HNR9DrnzPJwnF6UDoRn2jxAMqcCx8fHfd8fHx9jtGBmkOX0XoDB932PbkQT7zfES2PGHoXtq6srlDRBriF8O9krTGOEWBnIOW+3W8jweEI6t2vjDsK18tFHH7333ns4C5YIrq6ukL2KACyJ5fru3buLxQI6LtPawLMRknVeoQXEETmvh8MBB0T2pNXdyKHcg7binYknBOvjgRb3cJjAc39+fm5mH374IZ4ujd94pxpviTK8sW5qooUP0g1HTQukvMnbatJhlSQdmfOA7Njr62syeDNDYKkyNkeCYfAJ1zBbRWXMQC8VPzB4TeHovaBhQ3m5canrtOj7PFGWku3FF9DYvJPM3oQoc4Z5rkYssBHJ5tw2ugD/9HEMNqLyPCAXjsizgSz2OWz8L//yL//xH/9hgUDgFUEw78ALAjlxklQqajn4pQF1AxfR3079FRzEPcKfUv1J1l/WoS5ugAMO3hNkPp+fnJyAa8KlAPoFtRvJl0XcriBMIHxwY5dSYBoBdbi8vARloUECP+pI3QNXw+7kxLQlwEUN9gn2n73h5cSbC2LGIE53XYcuM5B1MYCnT5+CcO/3e7RhJwHFtUNgRolDDBtMsbgkj2TQ7DUWQSWfPXtWSjk6OjIz2CSgc+MqSDvIKnLOt2/f7rwsHe4Xyo/gRuBcz549+/Of/3x0dLRer1H2hOU+ktdDNKkGePfuXbBYjASv8eRst9u333773r17P/vZz4ZhePr0ac75yZMncODknOFNx5WiDer7779/586dr7766vz8HF1L8WDg3oFrbjabwWtNIJzIOT99+vTZs2eIVfhgp5QQmbBSuz7b/BZgQjBdsJKj6Dge1MvLy2fPniE6UradpRQGeTBpN2NLfcdqn/Tg9mgSd6Wz2R3qPBpmFdOOSUNNGJBvBCfqHec18gj6/DA+4beYPBtbFlmBSRLiFjduqc3danaux9Q/OJg3rYhSJNGT20+8cxBdMTx4rvM1dQBKvvlmEb87/yhlseBzrUmnizKEsvPiKQR4ZnQwCp46yHcg8AohmHfgRWCs3CT3QeLHCSSVLFZ/WQdxhZrIS1lqaPDge+8fnlzaTF6IMHmB5+QVi+FbgC0BPAA+h8VigVRCNAPn0UAlu65DS0iIlHfu3AFXBkHE7ys0ZkQRUL6hEINnHA4HqIbgiMy0g+ILyo70vuPjY8jPEBopSy8WC/RBZBsa86xBCMYwYatsBuV7vV4fHR3duXMHA8CnYNKcdsQVpRSQYFhEBjFjQGkG10TcktylUMTnABpN2wycIWBCOALY+TAMX331FZR1XGlxuRf7YtLu378PRmtmqEAC0o9bhrt57969p0+f/vnPf+77HgXCh2GA0j+bzVDne7FYnJ2dPXjw4MGDBxcXFw8fPkTx7yLF5sxNyQfvbAJDy263e/bs2aNHj77++muMSu/pdrs9Pj5m9x+dCj695KOaxoDnGQssrJjOp66Il5rHJHsjqyP55veCIegg9doZ9jQkEmyeZ4HYjJvL40PvB0OltV2RvB4lIy5atPlsAIMDTx2MPQwJNEg27x7a1dWNODDz1JFSS+BU/U26bGoEzvfxbe3qtE4+EsqbOcIk7ZZuDANynfPKbVTttjowY6g2iEefqZZj84zGIaWUSLgMBF4VBPMOvAjo7x/ZtvnPDGj36ekpSkGrhkTpSH9mdAP+OIEukKlkMe8Ow0DZ2Ny/QfUXvA0AW2WXciQLQnVjTxm4Xa+vryGTm7e+Q64kVUbUG4GijG1APfELCrkUFbL7vj86Ojo+PkaSItjqdrulofn8/Bx+DGYEwn1xcnKCOAGHAtdH4iCugo1s8NvMMcCsgmthr/vJZIIqfsvlEh0lqcaxiB7IByR5qPgIaWCk2e12oI90lWAOMTC4uqF8Q2Pe7XY/+9nPUkqffPIJgh/GTmBsoOk4L7R/ltAGn4MciDoz0+n073//O7pX3r17F8b3wTu5wJ1y//79O3fuQP/+61//igIjiG009kBZFTxOydsoPnv27PLycr1eX1xcYNmBzx7uL6zhGluai7sN28NNxFWgRLqm9+m6kL5D2z1N/1aHsiZ2FGW6xQVmE+cG1Vb8S1GZUjG+p/Qv4alGdITX19fX6jUyKVKEIyBQ5FXoeJJXKALtZnShZmsAM8zvr1Ln5phW82ZzsZ/XyE+xl1ZY6rzwIkMC/SOTvPQK3yTX18EMnkycRNLWv1TjkTR/ISfSZKrzVlysvNRLjRoiiYcnlO9A4JVAMO/ADw7+2GdH89sG1wcMHp3UoWO2ItfEbfTjqmvE/Lk9eFM6bgwFrnjnDpwIvGe5XKLIdJIcOBoMuBf8ErRrHx0dLRaLYRhQPXo+n0OCNQ8nOi/zPAwD9GxSFjpWQT6Oj4/Pzs5g78aFQ0GH6wB19yDfIkSBiA7ZGG6Zy8tLnF3N8eArMJas12tU/+i8JgwyJk9PT09OTrAlqpSQeVxcXBwdHUH1RIFCklHI3uYlJq6urszTQ80NBrBt4CrIbpFGCSII7y+K8UGhR5ETxCowQJ+fn5+fn5dSMOeggycnJ6enp5j8zrtaHh0dIQCYzWa//OUvb926hYRL2GlA705OTh48eNB13eXlJYwoxT3iLKfdUH8GdZhhTNowyllEvKFG5IZvUSUt4oemuo9EVYRSuF+IpnJdkIcUU5eASLIZZ068DvTgvqwi6nvylkZJavVw98FdIiaUDjEMz1hEyr26ukJ0R9IJ6HpUgyIBcOdV7U2sXFnSGRml2MhdzYllEqcJr7URLy+19gzQAscGWINULeShOADGFfyIHp5eWnUq4TYxilA14EzyUUmet40vI28K9+V63SCFEU1CL2z8y1/+8r/+67/G0x4IBF4eBPMO/LCgeqcUmXQBOhOkbojK0AKTtOszqQ/Iw/IXa3BPKosncI27uEmUP5nQ4WBaKF4gBeIuGTb5OgRm6sRgq6UU9EbJOZ+enkLBzV4DDrUvkvd8Bt1HTY9Gg6TciGohU+82D3qKkhfDMGy320ePHkEPnngNb/BvdvOBgA1pGc0poVOWUiCZ45JRMfrx48eQnEFhoeXfv38fqjb4NOp+fPXVV2C0y+XyrbfewvRCtMY00hGB4cHKgpqJ6/Ua5vhHjx7BpAE6OHjxZt4XzOTjx49TSufn57dv3+77/urq6uTkBCVKVqsV2DkZ0vHx8fHxMazYDx8+fPLkCW7T7du3z87OEBSx+TzmH2PGCsbDhw9RAgWMH89V8bRdWInI8mHNx9IE81nZX8m8lk7vHcitzszjg6pPPh97zAbuvknpcc5VqpXvUlcSTHVvHW7DC+m865CJJk32D4qJx1X5KPk3mSU2YHXzZjAXFxcsW873iyu4nF6eYnC7RZJ6i1gAyW6LYpyQveZjen6ZP6s7d1otmesMaHA+SDZIloIh/FdpsR4zSykYkxLmDBg0PuG+RYKx5iFJLqJrqNA8ACxy0kt9GF4g5wpvhu0kEHjJEcw78AOi+S2kMpQlwR/S18S7N0N9BG9W6YjqEX8C+dvWe5ENHp97gZ3wFx20ZuJ9UqBuIleM0iCjgoM3u2FVNTJ4Sl99319fXx8dHYGiFak8gBcwOWCEyRe4U0rQgMEOedK+758+fZpSAnd88uTJdDpFfhvlSRwNWvJutwPHXa1WJycnT58+vby87Lru7OwspXT79u3ZbPbw4cPJZHL37t3j42MIt9Av4ff4+uuvLy8vj46OMJkPHjxYLpdPnjwxszt37rDgNMzWd+7cQfG+r776ihUGzWy73cK6w4IYXCJAZAJ9F/wYTp7FYoExg8TTp9F72WZNjDMz2qm7rtvtdhcXFyC7SCQ1s1u3bmE8f/3rX58+fVpK0RYwINnU3YdhQCqkZgGyznopBU1AQYZQzdBc4Ie3u3iZv97zMpULNrS7YXXmjhF8BZAamzwbgSYW1t+k0qkM3rwJDpkxndyI93A0E17OUyfvGMWNAWw5iKG/uF8fE8V1G/NET9xT5CpwsaX3MpS9NI1XutwQdBJNzLOKuxo/8/HgUJsYIHlgwwvhaxJltcsP7kRS1b+MpHHGCeblz3lMft85sOJplBxtw6etXv1LEofr1fGRSC5ymwQYGjCY5zTTvm9hOwkEXm4E8w78UCDDbtSjIhVIwA+wWG9muubL4+gvov408meeXluciJXISFBYb0R/wMAM6HiGNmyur4NtYDBgFSD3TZVr0Lvz83MYr6FD0x/MhEv4p+klZckIbLnb7SBCl1LQmL2Ucn5+jhp20+n08vIy57xerxmWvPPOO5PJBAQRBWFw7dTFT05Olssl0gFXq9WDBw++/vpraM/Up7/++usnT57QyDGdTh88eHD37t3r6+uU0scff4yrRnkQ5MBhMyjlUH9ns9nZ2VnxItkpJVwL6R1cwoM0BOm6Dl4dzDk60Tx58gTFQ1DmHPdrMplcX19DqwZ7TimhfnYp5fT09IMPPrh///52u4VfBXI7vEPDMDx69GjixdpxT1FEHDIzmuMgZqD1CLZ7PAnwlmDpA0SZRnBqnIMUrxgHikq7ldLxe4FzHR8fwwRf6nRMOljwiA5iOCGVJ6cskmoJ0MWRPD+YY1OeintKqq00nS4LxI1Yj0I6b/Iyl6jCDsc8n/DO00aTW6h5ZB58PEUIt7ACQH558BZIvHA9iB6BN8Lc09WQ3eTi8fhvVDOZg3dxTxIy4XrVic4z6h86knhzMq1/rzhgVuZJUuaS11Ikc1QHOQZnu3k/yHcg8NIimHfg+4fqTEq7+aMCBRT2EpBL8gYto2H+C6rylR5TP7VaqTIzaMO0AuNN/PSCChy8kTWYBwrqmXSsWK1WEFaL58mRTJgZqsh9+eWX7G8/8W7YHOHEGzHCGYLfVxBBNh9BeiWq9eHUUK/v3btHbpRc1dvtdh9++OHdu3cfPnz46NGj7I0Gwe+XyyVs6zlndkY8PT1Fgia0eXhCcs6bzeb27dt3796Fygjh+fr6GvZoRgillKurK9DunDPUZfSAhMUFFTkQftCGgX6W1OkRt2BmVqvVs2fPvvrqq5TS06dPOWn4F2FDKQXS+yeffLLf73//+9+v1+s7d+4cDofLy8vlcomCJJ988sl8Pn/27BnEY3TMuXXr1mazQZVuPF3DMICv8/lpdGszQ1Lp06dPcWnJNU4WVMH4TYwHvdSfJqNVZomnhSxQSR62B93HUwdL0sFbKVHu5eOtgq4+50WSMnVslMkpiHIXWkqUjhdxFROqZA+eOZBEoc8CxKj8/nKGmXRL9qwUky+UUuebPO7qQMtitta/FebBs0lHnuxVX8xjZlJ5Bu0MyzHnyOXNtUWbM2bimjNxcpe6mHoTknFHeNh0e9ygLHnhJvzeaiHDaildoxGdkCDfgcDLiWDege8ZSUqz3WjNpH4JhgGSR3MqtoGpQH8X9fdmEK+q1dTHhH8n0RrV8E1uCnKDKn5wQSjvR4RgEkioNxT238lkAhsDfqehDuK62I1luVyyXAkVLDA/6L7IDtxut8+ePQPdzzmjwMhbb721Xq/Pz8/hbzazk5OT999/H91nhmGA9gyBnL/Q4Mq73e7evXsfffRRKQWt2lNKm80G6vVkMnnrrbfOzs7Q8wWlUdAgHULmF198wXTS+Xx+9+7dwbuiZK+ojXKESXqzJ2mXs1gsULCFJA+LDPiXJmBIzphnkGPQd9hIQOvN7O7du0gGxW1CKUYc6tGjR33f37p1azKZvP3227PZ7K9//etqtQLt3u/37NSDjp77/f7s7MzEZzJ4fRJAEz3Jj+F0HzydEbev6d3YqKTFM/ZIwUtdIhAzsF6vLy8vUU/TRHxtDsizKCPk92XMYulUYaVCrELk2tuA5SYOkgKqUl6EYYg9kJKBRRt8rSbSMgmPOq+Ue+nfB/410CiliJ6Ngh68KJ0HQNfElLU3a2LF43NzoxrnDbNBU5NJjIF5w7QwAEjSymoYBix2kTHrX54i6yHNnyPOMAL17Bkp4zCDZ+Qfn1wnrWqgkkaCN7eJhMtA4CVEMO/A9wn+ANtNuUTmNUaQdMgfbPz+UYLS5fLn/TbrSfVHiKJREcMlfx1zzvAzgFpB6AVpvnv3bvYO8+CINLGABEAJM/8FhcP79PQUXf16r56WvULF06dPYas4OTkxs7///e80spfaP0OX+Xq9RtYj/gvXBNwRy+Xy9u3boI9I8QSvBS8vXv0D2YGYPTg9FovF+fk5Wkui/zmSL1EB8HA4PHz48Pr6GrQSNwWtGeE5QeFF2DOePXuGoSKP08wQSxwOB1irQRzp2gftRu4m6AVoKOwroEGIPVJKGMx8Psent2/fRhzyhz/8wczm8/lPfvKT+Xz+l7/8Bar8l19++ZOf/OTi4gIhHDlr3/d///vfb9++jeqKXdc9evQIhzo+Pj49PS2lwFVyfX2NESZfmliv1+CIcO0jCAFJAtFkrT1GZb1UtNDHMtdu3an3aERSIxZASOKvr6+fPXuWc0ZSKcagtbSLN5XkY8NzkdPrqTUYYHKefit56q4uE66D5wjJVnGPsJSESA88uyGaqHWTxHvd/HEYZAkr1dmEDHsaTsmvPw/IS9Zt+AzwinR+uGhQPH+ahzVfB+Ak4Jap5k3BO3vKeDN+DoarXjqffM3YhqNivDRI+UiTmJ9LFjyjXm+qozI+CSkSLgOBlxLBvAPfG3LtU2zIAZgHjMjQXPnDPLgJmGSX5NtGwtgg2VpKMmxUvtDMtCg1ujmiJQp+VvF6u91ixZ+l5bJX6YbsCnsxucjEG6CAB8PMACICqys8u8iABEDQYTLu+/7Zs2dPnjzBGR88eAC6WUpBB5/NZgMRt+/7R48egcGjbfvjx49ZiWU2m6GHOWYSBmUIdRz2ZrNBW5nFYgHieHx8fHV1hXogZ2dn6HmJsYGUwyoNKRouFJjInz59+uTJE0j4uF62oGdV7MvLy5QSFPS+73EWnBfHOT09haw+9daed+7cgZaPq0BC5wcffMClg0ePHk2n03ffffeLL76Yz+eff/65mX3xxReobYJqie+9997l5eXf//73J0+ebLdb3JHHjx9fXV3dvXsX/o3lcgmBH44IWG7Ad/H8wPFPJXIymZyeniIqwxMFB0j2rjqo/Ajd9EaCqNEgyBYOi7Y+2B7qPhr0TL0vkrql9bCYNB5WmSvf53cQz4/yVzJjpaFjzbVIwmKqe5gjAKDtBI8iHl2sgeDJRHDFbzemTql5qjVd/vXoPJNSv93J/dbci5y71BG40l+SeyWjzRLZoe6LqasZ+oeLQ9XwW2epiCKgBJqRBmNp3jJWfkyyAKLzrANIteM8SUijI9Sp4DWmsJ0EAi8fgnkHvh8gm1DVlyLZ9+Yrs9BQWVYC4igogipV+L1vFvdxnIZtNOycK8XYDOyNdgIo7smLiJvZdDqFkAlViaUeICFDGGOVhuxZmLAiwPwAegqpGF0MwcZwKP4LU0pK6cmTJ5999tlms6Hz++rqCq7lW7dunZycoFU7+jvCLc3Cc+z2gvzI8/Pze/fu3bp1Cz01QQpNipejHvbdu3efPXsGR/XhcHj06NHV1dXp6SnsJSifcnV1BU4M9v/s2bOLiwu0qEwpgZdDC0cNEBAsTCOSFLNb0heLBUILBjCnp6e46bPZjFwZn4JswTpy//59tJl8+vTpxcUFpsvMUMwErvqTk5NHjx6dnJz87Gc/+/jjj9lq8e9///tnn33W9z3yU9HdHUHdarViYZOnT5/iOUFaZ+9lNFDwJOd8enqKaAH67vX1NavTIBuS4j3zaE3UxyJWEE0MwIzBqsG0ORD3YRjQUufy8hJGI9xuNZGbFGTUr0P2WtdKy8gOlcVyWSlJQegsvufmXIwWeGlk6tlbtDJUsFoSRsYtfdJZEhP5FS5uAdfAG68xyXxH6XVDtXlFJk1zklRuaW5NLy1sAXLi5g7qOJV80z2fxFPHNEqOqrlq3iwcDStLvGqObahrmOifO73w8SNnI7XbRlz8X//1X//93//dAoHAS4Bg3oHvAfid0x8DYPDGHFS7wR2zNLDkDycrh+hPS5He1/wZphLW/PyYZy8lXwtmZht+xWnmBu9Bx0p4DyDE4shg1bBznJ2drVarx48fUzKHLF1KgYgLv8owDGCxMBDDxwyagmMieXG/3//xj388Pz9/7733UJIPc4Iqh/jp3W63d+/enc/n6JUIuRobcEKQaIjdWXJEeQwagh4Oh+Vy+ejRI+Riojb2breDg4U2d07vVLoqHh0dgdaz3w28GWp3RnvO5D3DIYQPw4Aihsj4BCe7vr7GQzKbzX7605++/fbbkNvRN369Xt+6dauU8vDhw6+//vr6+hqthcDIYY85Pj5+77337t+/Dwv42dnZbrf73e9+Z2b37t1j+ATxFXSfkYN5h1Go79fX18ikhB3l1q1bOWesSCB0wXNCE9FutwOPp67J+omsHzKIhxgPXsOfBm+zijAGERpWM5BpcHV19ejRI9xEBjadFwkx0XRpAkliqFASxkiSK0iUV/E+zVGNklq8MjSuVO37vLrBcxDp+U61ERlf2IuLCywjUPDWM2rsgYiCdvNSykQ6NaqinMVBbiNJuJO+krnuv1NqfxeOzKkuAquJL+m1ObnPDpy6H+V/49QqGahph+Wb+HfJZJlukPI1+gc21dadIpUWrZbVqUTon0r8G8p3IPCSIJh34LsChLXUgreqaFD11GRisq6qZm6WbcZ/k1c600VY/SXGZvjVgQOVv808DjUw2G2hVvIdECzN9cR/kZ9369YtlMGmaoXDom07Kzbg1J33AKI2yd/sw+Fwfn5+eXn56NGjx48f37t37/33379z587XX39t/kuP5i9wUKSU0AV9tVpNvN75arUCRQM7PD095c82RgXWizJ/zGxDrWV4c0G5Tk5O4CZnViuCor7v4YJIKR0dHR0dHZ2eng7DcHl5icRHeAygee/3e/DUrutu375dSgFPhZYMk3fOGRozpgJSKO74X/7yFzi20fUdKwz//u//Do9HKeWrr75itcEPP/zw9u3bYCTo6fPZZ599+eWXz549Oz8/Xy6XT58+hT+nlALfy2q1AkG/urpC+DQMA2q2ILQopZyenrJWOqOOvu9R0AZBC+IiqOPw3E+nU5ReAR/9+uuvER7AHgPfMxmhSbhoEqCmlNDLk2I8FHQ4fzB4suEkfgYcRymdCTsn8aW5JUvaQ3IvltLBhsLi+CriqlZNvoggFp4iLdMxDANrwwPX19e0uWcxNGskoIy8SGCDE2EqBinSl1wy558X3B0KxuSjGrFkSaDUMKNI0G6jkik8CF7gC8554N8ojSs4sRrJJLHVNcyex2fFT+6rY0tizsmyItHcuzFr55/NEgmXgcDLgWDege+EJC08rC5pjNdgJGAwWsKWvxD4semkSi5/RVQZIjvRnxllJBSZODBd7SXVNq9PDJ9J761bYAMAacZr/OTDQ4KfdvBacDs0MkQSHthG8VolXdddXV3B+ZBzxqegwrPZ7P79+9wddamZq3d1dQVPOa4UEnLOeT6fHx8f430MDFWrwYDBpdjHGywHWjLINOk7ggpkTPKi6KY4eOcgdI48Ojo6Pz8HQQSrPj8/x+89iNHTp0+HYTg+Pn7//fdRywWjwpoA6opAYkeP+uVy+dlnn/3lL39BucDtdnvv3r3VaoWC0F988cWdO3feeeedy8vL//7v/55MJvfu3YOz/N133713797XX3/92WefoYoLXkAwPjk5gfSOLFLQQTh5zs/PzazrOlROhJ0DHX/AoZHtulwuMT9//etf4bp+9OhRSgnxFWRyZouaGdYE8IBhpQIrHuTxzbfAJJcOzwmCpfV6zWzL5LXnsTYCcq8UbRCXtpIwu6nAXBLSP0hBHtxibgDKSP178Cbq5po09GwlrOZlyMkUQfQxmfgvntXkDmb2J2Igym9oEz8oO+fAUIQ+Sd4kAmYb1fLTd4baaW2SRqJ/QBh8cvYG6d9pQscZDHC28VoZcO/Jzdim0aSTxFG8s4O4xnn5fd2YyaRxZnaPVkO7k4gR+rq5EDP7xS9+8Zvf/Kb9Ox4IBF4ggnkH/nlQH2p+AJKrOOCayDgk8VUuQn2IdcfIFW6Uo/TnP4kWRV7SeVFt8yZ/4BAo9KE5aqyfwKsAk4b4vdvtUOgNRwCbpOS22WzOzs7Qlhy0A5xvcNs3EvhQFhoFQKCGHh0dwRqLHdm4EQU6yIYprk+8DSHy2KA9o/sjKpyUUlarFfI4U0ooDY5LwNXNZrPj42MMACwThatxjaCVPL65BJ5zPj8/f/LkSd/3LLJh4hrCbYIs/cUXX4DcI90TBhVoomaGkoiz2ezZs2dffvnl06dP4bWAjWe73V5eXl5fX//iF7949913r6+vz8/PN5vNRx999N5774Ft/OIXv9hsNhcXFwgYUkq3bt1CzRbcoCdPnuDSZrPZ+fk5bgGK2CBYgk6vHt/BMfW2pqgRybrjuEaGEPDEI/c0pXR1dQWKiSccU4rQCEsWypyUftF3gY9YWodPIIquIBhQisaD6L/ckXRw/KmJ6qnpkvyo98LhOIiWcjfXvLmjSelrvMM8TkQRRdRrjP/8/BxPu0l4TKMFYhVaXPhnYXCvOdapBm8MpCx2kEovg7t9lI6T0ZLgckGA9wIWMp2c8Y3jLvwTlOvsRoykdwy19UhZuPLj5ghYU2piA/1jSxOOsn+dbRO1YpAcU72iUsrPf/7z3/72txYIBH4kBPMO/JPo6npk+kPCH935fI7SePwh4QYmSVGN9NVI4CbMW5eMVeChpkj2jy2RgQdxDhZztlAZvGtJ8nLUELlXq9XZ2Rm0ZDA280RMvLNcLo+Pj4+Pj2GbBsm+uLjAGOD2Bm26ffv2er1GcY/r6+vB+/5MJhOU4cPBd7vdgwcPVqsVu3BjSDB8LxaLy8vLZ8+erVYrCL1cBMhe/a2Ugr42cGX0fY/GjZ23iYFYDo6I+tm4WJIVvEnegy487OoCfw70XRxtsVi8//77Z2dn2+32yZMn19fXINyg+JeXl6iEOLgBdz6fP3z48PT0FGI2FgfgNT85OXnnnXc+/vhjkGNU0Taz+Xx+69ats7OzZ8+e/eEPf8Ccf/XVV1gZmEwmFxcXKaXHjx+Djvd9f319Dd6Mq8aywGw2Q4IjLgRdM9G+vniFQQj/eDxms9mdO3fA1/E4sTAfYkgQ0+vraxRexKnxEfg6eo7SZkBeCJIKqwaSDZiuyiJ9DL0YgJE5qTSrIa5JBGtC6XSDVJf74F4m7HkYWaLNrWL6BUwSOZsXCcGbiGwHr5pv7osopeBmJRd0eXX8o5FHyZT6RR7cbcLUSTrTkqjy5vG2uRm6SP0QTg5jMEQL5iacrs6/VJKdpRog/xApjdb517hCJzyJYX3iTYiSr3ElaQ2mar2JN6+T8i/NvaCbhcdnWi2nlP8N8h0I/IgI5h34Z6C/ZCosqT0RVTL4s90IOYPnTVpdN1BXWkno+bOkXJPDOHgrSiaQcUgQmAexVyZvnqK/0KyobWYUsEHCsOXghah5FcMwgDPBlQHnA8grlD8W4MOheF4dCZRFEAhQRpwUojVc3aCPKaWLi4vr62tQYTJFljWcTqe3bt2aTqdsu5NSAnsmveB0ccZ448D86OfWDpQQ5skdc86QhEEXkFE6nU7v3btH+fzJkycoeIIg6p133oF7+9atW2aWvakQJuH+/fsnJydoabnZbJ49e3b37l1kiN65c2cYhs8///zZs2fIRLy8vMRQWfUPs4R/sxeigR6/XC7v3r2LcoeYBzS+wQLI/fv3YdGB0yalhJlEjIGgCAQIkQCGh3vEIjm4rVg9wMOG2pSYtFIL1XzmEddlrxZSxBjApZiGgel6kUnsSiaqHFSh3z4ercjKUufdYcAXGbqQUmPqqPiOT8HHAyEE6SltIXsHzRIU1DlL/EaYU17VcU2oeUoJ9zFLxginCN+FXOeD8i+Juj6S+6YG76OUxeTNPwtW51lmB5dNTKIdknKd5CR6BK+Lb7JEenPTee/Itnn5nZRM4eToiRjx8s/pIGmgeP3pp5/+/ve/t0Ag8MIRzDvwrZFGcpr+0uA1NEXQRJMGE/xNpbt0DKvVJj3F4NmT/HUnIzRfkC3eJgMmB25MvTlJs0lzxbd45YTD4fD48WNUxwPrpQEajBbFRi4vL8HRb9++PZ/P0Qly8BIfGANyE//7v/8b3mKGATxgKQUaORapeQSQACjTT58+7fseVPX4+Bi0D9zl7OwMx0Q6Y/YSdbiu3W6H/EWaQ5bLZS+l7qihQssvrg4iYum8/SFiDwjeKGWNCf/8888///zzk5MTJKSilvZ6vca83bp1C3r28fHxycnJkydPHj9+jCJ97D2E4a1WK1Rxeeutt27duoXUxslkgrqEWFWAPeZwOLz99ttff/016rpwuuDZQPCDSA/kHnvhEnBftHfg3/72t81mw8u32uQA1zhM/JPJBMZ9aNL6rIKU4z5CAkdVHIwBxnoyTtLT5O4CPJ/ZewnhWcV4Brcb6beAXwpd5Cmy+mHCzoHspTZMfCnKRJXqqezNyJBfPQ7DRgX++F3G1wQzttvtMI2otokVCR0hxqAMkmNjuIuJ6qXSCyenyEIZJpaj5ZA02DCn11THub0mgXBuO+mbgwFjeAyWyNTLTWp9Gcnh/NS8Fyze1GtR9o9TT7z4Nx8hzpv+MeTE6r3mO7oZNw7lOxD4URDMO/Dt0KgveFPJN4gsyBMlLnPiO4g1s2Hb/EXXF/qa0rX+zlHEKrICm6W/ydR7hutPLNgkyBzNIcXTpEDUoFiTy8K3gEOhRh5kZnTEvLy8hGEXR4PODbaNSeAL2MH52wlzBXgbiAsJOvMpKcomWTdnWhtYDrpaJq+sAk8F/A/45QYH6qXMYicFHBkMgP9B5iQ7NPnJR4LpYrGA6v/FF1+Y2e3bt5FPaWYwWEOtNzMk3qF9PeITnA5F/c7OzsBoES38+te/Hobh3XffhaYOGo1yH7PZDNUDHz9+rISM6ZXMepzNZldXVzByDJ5mCjMMuhdNJpNHjx795S9/AVHuvFw3ZpixjZnhMUZEcX19rcmImBBktWJHrO/D0I8DkhkXD0r5XNHeQPcFbhOGV8Rzb+6FsNHCkXkZTfK25Oq11Vx28FKAHMngK1Rk7ayQqF9GhsrN11C/wjwX63XCagLgwcOtubi4OHjJ/OYPCy6NE0t9vYkWMHVZkkfJs5vDJoe+k8UY3Unto66ulMIppYZtdbChnN58sY4EV6el+bOmFJxh3uDppIzQ8GWk158f6dl5r5VYN39dm7+lGiTgnSg1GAi8eATzDnwL8HdoEJs1PuLPM9Ru/vZnz9ZvvCXNz7YqQ/pr14A/zPivFivgqChfYTOQtuxr3yRDYFTZ85YgoJL0gEVlb78HJ/fhcDg7O8OhTk9PQXrgD0EdkslkgmQ70Gt0nxm8dDH+yyy9Xqp9c8UZXBOsEb7nJ0+egPGDgpOgwF8OgotDQbgF7cNrDAx8GimPxZPbMPnU/9i/M3kRCQ6bEiwCAC5cwNyCCtzoNGlmGOfXX3+92Wxu3bqF0eLS7t27B6IMtkoCh9Iu0+kUlPr/+//+v48++miz2Tx+/PjOnTur1crM/vjHP6JB5mKxWCwW7GgDez2KnaOdUCkFtngEfvTuQ2LHPcJV3LlzB02LsuezggejCCOMUhgwkllx9lIKoho+NpQkO2/hhBlGvmyRiiJFVhWKp6jibrJ3D/mxibEbm0GDV4cGOTR2LHU9DWXhJHa9VCLid5C8bZC1JqVruIRBPN/c3SQeYNVOhHw5Z3SSp72Eg9HYQP8sJCn/x7GZr271XiVdPyLD1hUAq8lxkkpHvAUYhoagPCBC91Jr1Trt48FTLOdfwiSKgF4g/9zx60ZFX2/9mPEz6uazxHvUSyt7/jHkX+YsBhgTIo75iVKDgcALRjDvwDcFaWuqF4iTWEGm3hQGdIESDskcdevm10t/GKxO1ddfuOQeCX5KMXgYBnA4jgp25NlsBpOx+e8Z6DULP4MkacYhGHCp1SYkLNKEwGYr8DmAapu3t4T623vXQ4yKtURwUbAi9FKDHMRlt9vBTzwMA6ikGj2La3X7/f7Jkye3bt3qvElQ59XQkpcwRxDCNXryIZNCMSAfdL0PbjPovacJaywyzxK/9I8ePUKrGhTABjvHcTAbIDfsAWRmKC+Dnu2sHY4L7/v+73//OyRhM8MMvPXWW/P5/KuvvgJ3h0yOREkzY+8hzAbuRSkFCw44FN0OMD9gvQIx1Ww2g+BNylK8ugjimeK5krhwyPw8NW4uJgScCWPrvLpOcbs2qR4sPRikCZHCKSiaoqCKieqZpNqditAkbSoSp1rm7KSoiNX5lyaZFbn2VAy1rctq0pxqN8VQu5nxJOBe4+Hk4kPx5Y4kAjNnQ0kzvzV8Skk3By/JzwvhjrQ1a2yZUkIBEyXinCLWO9K/dfxW6t83jlmnOoninmShgJNjQug5mVQQ9A5ySv9/9t6sSZbkuA72iKzq7tqrl7vMXAwGQwyAoVGASIkP5IMgo2Qm09/4/qZMzzJJL1wlEgvJITlz195qr+6ujPgejvzwZGRfcAPAwSDj4Vrd6qzMyAiPiOPux91pesgSHso/6TrllmiSfya7949jqANVwO7cFdnpWtd+6a1D3l37RzXu/rp9WxN8wzTLYhP0h2b3RL8PduuRr5iAH3jKFj+MXrGclnigbRhKgQAAcHEOgaExGAxAHQZpGxAK7whshGrn+DnQJAt613W9Xq8fHh6m0+nJycmbN29Q7wZcagJc5JlGJ9VQCpSG7HhAingErLD4OUzLgHonJyfIdkKLLME37OsnJye4LSPbODIgxvAMJpKmaQ2jCiBIM7y5qZVmv+iBd3QmoIe73W65XOoY4i2yJK6BBoKSNEBFu93u3bt3OWcgeLwIEp/f39+/ePHi6Ojoiy++qOv68vIS2V2qqvrWt74VQnj16hVycmPo0LGjo6Pb21vMbE9qkRCXgDKOaqCg4JO9wyEFDGJpGDg0CBCBhCA/dV0jDwz0q8rzmSD6FjwrkMIJH4mAMXccVV1HsZXvOUueuzZkNKeg0GmjQJkIFaOhiJwrLjxmuqb5P3mULeRKF6Deir0lmCtUxNFoFGOEb4HPopJMCKtWdt4hCUPm4HWy+Aq0WBdvQQMBMejx8TEEzJoZmRSAEt9jMepGp3sU36IYQ05Qe+9S1Mtrsntaaq8nYJKihKuMqJovXoByPlHvoBOdmxYNbZxH3KcrL9+1rv3SWoe8u/YPN4BO3b6j0BNxxLJcDlCaXgyYAqOytcxvPEVy00rEgzw1Y4P08DM5qHA4AXuFEFgoHpfBfEhLHti0QMy73Q6hh8Be0ZP6pZQQXsmTGHB5s9nMZjOQs9+8eQOUjBvydUjXzjmfnZ3B544+I280SMPA9MozVovg6enpdDpdLpfZg1Zh7sWAAE+YcwAwR+Cag4POWEMTGxvBU+UZLYLn9AC4Cc45JhAxoVJg0nEr8JVJdCZTOTt/hrXlwbFByCOCKfFE9AEqCgj3qGKDnuz3+5/+9KfEzXd3d7e3tyAyrVYrqCi4A4Iyb29vYdVmSRcEdFKfgSRgWkE7gZBkL1eeUqKZ/N27d7vdbjqdxhihP9A4qiiZ2B2zOZlMlssl0suoUZYyCQdLaoW7UTzgW1iv14jspIWbGLdIZmIOwdV0rTBRFyPXmlptkyfso3Vc110QtklPEh1WzWIuBfA1t8djkMH41zdF8HFuKdXcB6Jwr6EcKtxXyEiprrzxyxgjQnh7UhRTkSjeCGJDCkpupWlityH8umVxDyxguoJv9UiYa4PcWFR5qJzZr4PM2SxgvW6hqZkRhSC+0AH0VzqGuOA3f/M3//zP/9y61rWu/YJbh7y79g+04+NjUnu5WavxCYkvALsfNWIhPQWjGJNU5rP3FP4IYv/DcUjMp7/iIR1C2Gw2UfjfwKbo0sPDw3g8pvGPjntgIMBflIifz+cwfFae7M/kqANcOz09/eijj5AID3GNgHd4UxjO6RSG4Rlm6bOzM1RVRCoSEFoAa0CWqDzr3+npKfBK8qqZ4HxzRvBcMCKIS5JTVphDncZ+KBuKFXg3hFQq4OB/o6SgriSZMToJXQVPz57UInjqCcwIuBlgYAPcQAmByfzk5AQJyCEeMBgz8d+TJ08++uijxWLxN3/zN3d3d8PhcD6fT6fT6+trZAzEs1AZfrlcAtmD3gCiPMEWMRlwLYnXmKnBYHBxcbFcLlerFXjeaBg98IXgVag99g7zRWEDpRuoerFYhBDAw8Hj4O7IbuZX+SeAIxhCz3kl8Jm5UROdQSgtySfZWRNUGonRyVPC2iEZI7SssJQN2uarZgn6g5d7NIkONOE/cGkTlIN+A+8NLyD1KzgrKYgvKzfV++AhGUG8ZwUaNknJwmHEdMMLh59TM+QPoyfVJtEF00S7chTCCb1GCruxMdaSF7LdtyC2fAJiEtajcHh6nrqROjCRN++vKnRoKm98dO3RL/ondttaqov2vKOddK1rv4TWIe+u/awGAzad5lGCfnjkA5TA2l04o2FFhllUT80shkMeGHrOxSaJM3hlZkJta1rHAdcqT3GNcxq2LpxksLPCTMuDHOCsLxWzg9fdpN0XpzLuiTSFUSi/zOsHZIwn4pXRbSTdW6/Xm81mPB7v93tUFwpuCoWFmwOYc0Z+6+Vy+ebNm16vB2ZFzzOOwzx/d3f34sWLjz766M2bN7e3t0B46OdkMkEJeroCgMlw3mMoeOLSZU8LLsYB11ROHCdM58zi9WG/r7wutzkGoktkOBxOp1Nzu+x+v0eSRMIjoFLUlod138zG43FVVdPp9HA4/N//+3/heWBs5dXVlZkhjyEkExcAi1PZoLYAYkmMEQwiTA1Y5kDPoAO9e/fucDjAEIu0KqhLv1gsAODgDxkOh2CKQ5D4dCZEN7Pj4+PZbJaFLc3E2IjUJBqzFh8Ab4G+bTYbQPAgXGqtph7EQmzOAoKlmfG4BJc6gwSRivtxAQE08SJlT/0MeCkqNooOTWyx1EK5+lJKKKoKaYE/QZ/LFj1DETXqLOZb6gk6evThYDGC64IlQHM4wSuN5dCpsrg+lCZuAmrVMI+h5t6YhAjH6/UDu5rEVUghiU50gTk8iIWeW2L0iOdawmQ5rdwnScsptKzU4qYXsBvf/Jt/82/+7M/+rDwJuta1rv38Woe8u/beRuBFlGwtI9NkMgEplnu6ujgRr1bEMPEDz6HUTJvFIwF/wgFvTXZmEKMdTprZbAbmBo5PdJ50jugRh0ztDGgIaz0OPGBBuKdZVAXKA3gIyGYdQkCJx6qZeuLu7g7pq6+vrwlHUkpE9hjJ4XAIoIxMI3Vdj0ajyWQCUzEsuIvF4vLycrVaffjhhyml9Xo9nU77/f6bN28mk0nOGZn7xuPxZrO5vb3FoOFdUEyR/BMzg2pErIBwUs7FwQvIVxLHiWHM4gpXVATcSTSfnZFM+zeeCHS72WzAmgCIhL0/58wCkCcnJ1BgENp4cnLy7NkzzNrf/u3f/tEf/VFd19PpFOlKFosFwh+R6uTs7AxwGSgNCWTYZ+aWoaLFd6SwYSiAdeDugM0YDgckkOn3+zCH49GQVUgCr4FZl5klkYgQnUTfMFy0Ctt7kFN2yjga2Bo9KelCUhPjEACIcRloOYBf8MZAXcSM4LlUU2uv20IoZk2UCaN19poy5FpQYaY+rJQJjRYgGQlqIdJKIraVxvgiz6aJeoCF2fMqqkTDOnRKtODPEWiBx3HZRsnZB0kg3wN+J/NMjnWznlfywjTc95I3jgO7RF6TAl9z+g1/rr4IbFYQQi40bnrZY6wrz82iiDmI/kbRYsf0eh2398FufPn973//T//0T61rXevaL6Z1yLtrjzd6ZrNwPwq/6mAwALFBDycGdZlXi1DXJzd6E+dpEOO3Ym7z40pPl8K7jbi6yuuk0G9rZjQxok448oQwxR5+AgSAA/j29vb29na/34/H4/l8Tsi42WwWi8X9/T0AX/RKK4AjdV2fnp4+PDy8fv367OwMBImXL1+C33J1dcUXREwexg3gFWiJGa+ZJBvoczQaffvb3/7JT36y2+1Qbqbf789ms/V6jeLwIEBDJRiNRkCrgFkgRWBwes061TCqYWCrqgLe1alpmxhpJsw5M6Mfhl3zyWTnBUHByDkDKLNOZL/ff/r0aVVVu91uMplATuq6hq4C9vzhcDg/Pz85OXn16tXnn38OYomZbTYbFLY8Pz8HpAPZZrVaLZdLKDMwlgfxkCQnXUAYqJBoupKU0mq1AmDVaEXwf2CgBZcJ0NaEq4AHDQYDpJU8eLZy1Fpi4h1zVZDaZhS+FrVZfgP6DUjtfS9HBRUOqW9Ys/Pdu3eglfc8HfjDwwOUsdlshqejJuh4PB4MBlmCO6PkdtRJJw5OzdwjQXxQkCiFoT0pCpuaVAreEJowrkdKHBVCYk0KW8+TykcJKyz6z8yMyaneo9FoOp1CbOAqoWMHEdh6W2wvgOZwa+AmSXKYqMpUN+sSUPk0CVFVVo+5RVxNzjq2QZwDlZf2DE1LR3AXWS3Rw0my3ASxfVQeoKk421qalb0HduNWHfjuWtd+ca1D3l17pNFKrUdpEBd5Sunk5ARAh5YzmpT0DKBjlPAiicdWzWM8v81Pa3SDDGM2HvawZsGwB6gEex7YwzjOAZWGwyGsa0AzsJLCCjuZTEIICOBD3cTFYgGDGeyFu91usVgAmcGkCo71xcWFmcFMi07iw3Q6/fLLL4HMSEWo6xpEESS+oPG1rmv0EygEkZez2Ww4HKLay2q1ogN6Pp/jdaDwbLfb1WqFDCfj8Rg2Zs1zAiBOKEBCC8kDyr8PTqXNLVtsdvIrOS3ZXfNmBlsyJzS7HR0jhuyN/X5/v99vNhtQOwaDwXQ6BW1jt9vt93soPFVVoebO7e3t5eXl0dHR8+fPAZfNjJU1WTR+t9vBGh1jhOvg/v5+tVqxGhHp3YQseB2oATlnDDjysuNPsHqCmsIs7Pv9ntodmOIYTygYAMTBc1oHz9VojyUFspY1lCsrSggswkBnsxn0Is7jw8PDcrkEh36/319eXtaeAiWlhEQreLvlcknWAaa+rmtojNSN6dfS/hA3E3pybXKpPgrgeEEBvoOnzQkhMNt9CIGRzTFGVJLitoNZgAgF58zQg1H434CnsVonk8np6Sno3Sx9FdydRVZJ8hwm5GpDVPg4xcoE3xQhc09g8ZpJ8rHQ2M9lxW4/eM3U0CRzk4XCx2Vnpygyjq2wVGuawFXn4eSGZozBo3dQjN6B76517RfUOuTdtbIB5ZgAApNtHYfocDgcj8e0dtMAxnMoODNVyd+0kNGCbhJHlSX5IOCdyaHO0w7fwL1OOyKDFIGKer3ebDZDvN3B6+oBFjDQ8Pb2FqRewn3gRXA2kFMZBuOLi4vs7Aic34CPvV5vPp+jLjpBz3a7vbm5gQkWzwJiwH+RgC/GCGgIKP/w8HB+fo7DHqTwxWIxHo9zztfX171eb7PZAGnhwB56A1MFpl9znE1mcOW1x82MIYAEQOZHL+1zxJTWNIwR6GCWYaHHW5BSz1QwYH6bGaz75LsD/KHBEUHLHN4LkjMYDNbr9c3NzV/91V8h8wwTkGdP3wFsHTyUkwVKSXHGTwB0oI3QwwB5MDFVMs6VfAxa9HFDJALPTqKlfGLAoTaQiYGxAgpE2C6xTgG7rWmnjN5wc3CilsslXufo6AgM8pTSdrvdbrf39/com4pX4Czf3d1x0rMXbYWqmXNGeaAo9BKFXKozU0/gBYSkChMLZYYXJKdxB2/mrDDmAoIyAxM4lR81w1M3UAnkIHMW+Ais+tPTUxCusEYQ+MubgLhy8Ayn+BW0OKxo2hEqz1pjYi/gxGkfCLj1NbkZcuvjz6EyYcVxWzMh3+dmCv/UJOOZM9EpSHrz9Fieb5pFiulWNM+bZNEGu1SDXevaL6J1yLtrjUYsi/8+Cr4Ju2kripLvQl2xNMCkJu8QJmqahXgKBq/mCEzPMjTagezWtZ4XaVd+JJBK8JQIOGvhbo6eZBD4FcyBm5ubu7s75LMLISD9WRIy693d3WAwmM/n2QPvAJqRCwWWZrBBzs7OTk5OcMOzszMY2AB0APhWqxV6BQM8gP5oNAKCBLQCMri6ugIhG+ZkDDv6ORgMYDDGWAFY5JxhhldrtyIwlsAkwcOaWJCmTYU+xFXBneP4E3PCAOKYGVSL5PyZyjNLEvnhVoj+RAEjvCmoAvAJXF5eIs4Sas/x8fF2u8X4k02BYjqwizMsFVRvxMtS90AC7+CuDwoz3xEXoA/AgnhrqBNQYxaLBd4LYBraHVA1QDBmDddAxvAUDEhBF7Ym2NV1F6SZpz6EGoYkMLgt6OMwwwMv0pgNxlFhjYbAMCwvC6uBk4I/6SrDb3VV8hXAVmInrcVNUhuqOQmb98SDuCi22y3GlhiXNH1N6qKrO4gnjRZiSAtIJnBVIXgAn3ue4wX9QVwHc3dCqvk4kpGyBANYMwC0+MBlYqItwOcDmjsHB4gfugeegu0OEsvLsti5TQjf2hl+pnswiKuBsoTdgyx8nRprejVz0+DNnnSpBrvWtZ9765B31/6+6RH7KPiOMQ6HQxiDcTbQq45DRXFw9GiwAnab5xhWa3dBOMEZj296XsCF4AZHF8AHcCfQPDJeM/MDvoGl+fj4mJGFCIYLTloAiYKVWXAqHx0doTp68sbM0HhNZPobjUanp6fb7RaU981m8+rVq5zzfD4HfRl4EQAUaa0BPbMzbWApR99glYSR28zm8/n19TVOUNiSLy4ujo6OZrOZmd3e3u52OxSygVlUK8ADahA64CYgIqMz2TnZSumhIbMAcPyTeaJl4niwIIBTYTKkGmZmQKsEAUBIVI0wd8wKst1uX758ud1uoTZAoqbTKXIs5pwXi8Vms7m5uVksFig+Cnyz3W7RTxi5QeQ9OTlBxCQRMK3deDU81xy7YGZJDoHRFMgVnSQvyMym0yk+A69nqc9KeAqZUcSmEEqBjoo9JwvUIyAzTDHEAJlzIOfoLdQzzUXIlUX9B0sD+JLsC0VatSeaDGL+bHMVshv7o1DLaESHDDO0gHfmbelR0XV6OBywpZjZZrNRUzGttslLq1IC8co5Zyzw09NTqL7D4RCYG0kqIZbBbcYA6/Q4Mbc6WeDJGUrWBKYKr/UCReFJnHsQ/iwJwomndQDx+mbW82Klqr+ptLAbhPjoUnSyO90R7Iaa3nU/5yavg6yNj8OH733vez/60Y+sa13r2s+pdci7a/+v6WmKbwrwbR6uVEnlF43mIbAjgMDBw+NZgWAWBzct33TUgs3Ms4SGN948eqoyQCJalwEEwS0GeQDnNBASUpjRfa9ZKejlB/X56uoKueHgvgfwDc7NQCoSIOnz8/Pz8/PVaoWcd0Awo9EICPLgqXmV7pI9fwUHGUMH/zj6kIUMbWbT6XQ4HIL3gp+jY/ie9SDJGeWpzAMYHetJSmOY38xBQ+05GYhNeWZzQvEn2lABXGhRhu0Z1wOLc+J6XlYd3YYaQD5Pr9cbj8fb7Xa326EbMPQCVOWct9vtfr+/ublBmCziYpEzG9wnMK1hgYY0wrGASvV9KQUFdjjY+QjohGwwchRQBrIE6nnOeb1eA2oHN2kz8SJUl0Oz6SKKXkzRWoZhttQMywNow33Az2H+FtYcpWkf7BoqllSE6rpmlU3wTOAZwIqAlbT2ID9Fe+aoSx0glC4SMwj7kpObi5cKwnLmUNSSyhq6MYcdU4BVmZ1xwYnDZ3pyKFrQRc/Pz0ej0WAwmM1mk8kECh4FLDhXG3MHKYVAYtAw5ngudx7CVrwjX4ozHlyJNUHnyakgDw8PiLvFlNHtENxjED1Il6oF96soaVUVOgcJMU8ep4toBOpUFLAkZBjegT/nGKruRLRNXI4+f/bZZ3/xF3/xjz1Luta1rv3M1iHvrpm5h908lwiPYe7RKSXYkCovXak2rezudWslxDh4blqFg+bMUR5XhPL8Xg8YWozU3ay2NJrbizTGyVOsJOdh0/AMIIWCKbCNIfALZxhqImJkAOIZKYizHHjo8vJyu90i5wa4uahtnnOGioIu4c44U6fT6Wq1evv27enpKYzHuH+QfBF4L7JyiSMBTZIn0xiPx0xaHJx9oQA6NnNamxQfVQRA8glnIYjJjbOWJKVa5QXGEfSG/6rJkPOiswxWNIzfwekTZnZ6ehpjhDqB0YA5czAYoEY9ngJ6N3Ji0CkB0Fl7ZnQ8JTrPm4U/kcPRHJhC1amqajabKe8WEl47Jz5LLCYwq9pQFeliolUPKRaRLiWuBXwTXIPNTuqlBTS7q4Hrgh4DjHZqpgAaDofm5B8IAHs1Ho+ZzrLvNUTNHTIm+NJEbabbimoAELB5AUj2zQSwEp1b017LxmdREYVUU1dnGkHA07bhlsoDjNyA2tPpFLnh+/0+1DZG5XL2o2fOxn5CHI8OVx4JQPDKpVRLnuzc5KIkp2IHCZzAu0CvQ2yDOetajRGKjJOXFMBb6yLlouYg8LnmSVdqz7YepTaCifKcJcxGBdKaAbXE39yKzayjnXStaz+v1iHvrv19AsHkqXnV+I2zhImiCbwqKbZMlqSJi5abOJkkQYxqJqlqafIhXidkDG5js2YxZFzW8xQEydM+0IaKE7fyoENCanQYyA9VXXDGg0UDIy6wOEAMrkeCNsBEMwPhu6oqIIabm5vkxfkAjlE0B/a8uq5x55wziOnIiTEej0HVRYdhuzUPOlwsFjzOiQVZhwUcazQEEVJlMsclPFw5ESYm2PZ/iYpqSaSgTcE0+lZLMu/olboJSQmwKg9bTJ68mfQejCpM14vFoqqqyWRSVdVHH30EnjdSwWDozIyMWOASuhRqZ85AATt4TpucM1KhHzwbCbNP1nW9Xq/NjHlLGIqn5tterwfWB15QSSm1NyJgE5osUZGJgZZirKBc0XkQR5Aaks1jMKKzfQ6elCOEALvv6ekpWFXL5RLpz6HPIDwXAQZgrkNLgbGc08S1GST8LkhgNK4hzzs0+QxtwhKAO6liRHjm+h7wJdL/EfBxJDG50HUhY+wkHWhYAojcxZoaDAZQt46Pj5nwh29RS+JILEmmr4kef2kOcLXnUdJpm6eV5LCQVJbFoMB9FV41MsuzOxOIawmUs6c9qaSWgkJ83ahjMzYdugEWQhbfRWjaUExCDjjstRD9+UFhN27SWb671rWfS+uQ9697o9VKzTbWpPodHx8DUeG/PAySMzQUN+O2ejZHZ2YXCMMkvCmKs5vnPSFj7VW7wXAlUdWcWkrbcBLOMcPyosRKku1wcXGx3W6ZnQNc7aOjIygYwaulHA4HUE3wIqBAwMCZcx6Px0DwOWdEDR4dHSEeDgctDl0SjiuPKgO2DsJCIYZDAGIIATn4el7KhPOiIIPpOKh+RGfBcjr0ZFX8Z1KZxRwQ0POAy1TVUfhVXBA8pwdJDub5p2GSBzcD48ManzBzoldggCAXXl3X5+fnDw8PNzc3uD80FjOD8oOng7GDDOvRa4CnlGDPxpgPh0M1gaP/gHQMtEX/wTyB4oSm1WdgRl2v14CwtSTyqyVcFSNPgEh5VpxUrC9rmiQVhHG+9DN7TsslBvn58+cIElgsFpia3W6HcUY2+hACsi4uFguMTHAHlMKyIPSY4N6SQgzYyejJRlRdZz+52AtRUUzf8zTkiv7RB6TKyc5FZh/YbSwExBzD+QM6HJY/QHmUQFJzwF3XNfOvJ3cyUDwIZKmG1ZLXhSPAlcWlgY0O5gB9u7quEZKL+I26mVQ0i7HDhAOGRvnkMGq4ML7R1Z3dGaKDbI+h7UK6uEskrzyVnM2iN+k4313r2r+8dcj717oFyfDKYzJ7i54hGDxa4togli0eh4rGdE/HlbFZvzo2q9Dh3OV/eUikZsSSPjE4Z5THWO15BoPbRBFCx95Wntwaedlg52ZgJRDVxcXF06dPQYdlIgtUwEE6FwCCqqpQi5E3AaEWD91sNldXVwevVoOnk1tMJvRqtQL5BBGBZnZ3d4eE4qjjA0iB9wLF4u7ubjgcom4oXpZ6SHTyLj3jHDqdFw7yg1cCp8ub81vMJuf3IAn1eMbjXwwLNIqHh4fNZlN57XoSUbIoSMSOdV2vVisYlaGEIML19vZ2vV6/fPnyxYsXvV5vuVwyOA9mSyhICGFE7aHsmkPyrJRQq4IbjFEZB93DzFaeIzKEQCYPHkHKL6zLyOFI+FU7pUcFnu3RASSOKb7Xll23gZLG+0ThIOkkksQcvFoq+D/AeZgaKMYoFYS5zl5PShdvsWyLLpmAtoPX4+RCVlY0jeiqTleSslo3HBrLIeQKrKPUvlFJZjeQuhvJ7BG1jJeCWwNAPDjZmsYC8jFCk9qOWA5ueqEZc2muYyjvhe9CvQ7XQ3IKNwL8YFVVQXnDQut5EsPkZSypdB2kuFUl0dK1FE8gvKaQhCY1Reex0H/0S4plbpay1xNB79bRTrrWtX9h65D3r2/TACYeyURslTe4pGuvQEFziHmKEqAZxWRsyXOBxabDNEjpEB7M6rXXg5bPijEy8gx904Mf5i7k9yASZWpnnvE44GEuBYYmiwb9n0wmZ2dnq9VqvV7Xkto5pXRycrJard68eXN2dnZxcRFCuL6+rqrq4uLi+vp6vV5fXFyMx2OwbFE4hhYsMLkBPXF+g44CIMgoT/MEMhw00tDNDBUcWTcU4BJMWZ7NtMAFcS+o9QuTW/gZeLpH4aLo8Z+bahVFJTvJHoDj4IXlaUqnic7cpot+Pkg9Gj4OoYQnJydXV1fv3r0DVgbH48HLvFMY0FWQSWiuq70kIdKTE1UwTBZBnMgSiKzSoPXjESzBQxILuS6guwAmQvJp+aZgq5kQ32TRSyn2BbTlZ8wI4R1/SxtqdBYEOoa5QLjC5eXlwVPyAV8i9gBrc7fb3d7ekoRDmJuaBGJ1aKRW3n21ywbh5HAoSM+gwRv9hIZQPAIvwiyHHAfuPNwcmOOPDLd+vz8ej0G1AsO7Lw3aKYYRcZasc6RhJ5Vn3iRgxeNU2cArF7QTnXqOSXRHQeGD0lmG5xDgm4gfQxSFwM3lAARcKNjsqmp6+qXutLysEDxeVvxclR97DHbjNb/73e/++Mc/tq51rWv/rNYh71/Tpv7N7EY1uj6rqgLaix5zUzuHmKSI7CGPoNUWsFvPIaWCWBPJKYKvPcFWcQjxpAxu51Y0CUNXz1P2Rq9qHrxUdfSoOGIOWMhwNCJ/CDAKCtZcXl6COYr8JGY2GAzQfwRLvXr16ubmZjqdJmdqwsy22WxQPfHk5ARxgaixYmbQBwBGkbqBRJHD4QB7JJJsMA9d5Uma8QEMb3jV6aBHco/KMyEQjZlnNMMYxmaB68or5JmjuuxlUHTuao+Zo8Wa53F2m1z0VCeYYjgQ+KX6MSpJdwheL2MD6rpGkUhQwBHJOhwOYfWfTqfgriwWi4uLi+gO/cPhsFwuYfUE5QBpBKnSVF6TvK5r5KIJIUCBqaoKNJ7VasW5gExWXsWQFXyAjfAT9NMk3tHEiEgAV0CcLJZaXqwgKbhh2CS4Ao0cCY5kdi4EzKtwKaASJ1OYmyeToeH27u4O8amYI4iHwm5FWqEZDMDPBKaKFClCwTkhaiNHY4AvV30WGy3eAj/HglUhxJzWnuMfiwKTDso+IimRXjN6sAGWfPLEjuZAFsOFkVHJRA/Z/yhVcngl9yiFp5wp6vbZDd5Jak8GD4oAAQabADXtAi7r45KHVdDZgslS4SH+VpzN7T2IdV//VPxQH01ruoqcNQ0iHee7a137Z7cOef86tuD+XB69taf6ApDFYabHD8jNSVpw0ymdp6HJ4c6StZfPJS7JYpfN4uW0ZsFtaxaxw4PQeeU0R2cto3aGOsSTJNgyM2Y8ACYjFAMz4XA4gIuJFp3QEmOcTCYo1bHf7//6r//69evXsEAD+yKkcrFY9Pv9p0+f3t/fX15eBjfoglYLRA4wAQv9/f09iBnwjPf7fRzJtFkiRvPgCQfBeIFSgQziiqqTcIGoGlkzgI/TXUndRwae8uSmMHDWaNTMzuxXQAZrK7Ot8V8OI/oJ5Qf3UXxDnQGXQcF49+5dVVWr1YrKFabVnJ5e1/Xd3d16vYbJM6UEFwT6DJbw0dERaomD9g2+OEUC8wJuupmBqwBWBu6PuXjwIkHQLshUSRJDiZbFfUTzKv+UxXzIGcH3sUlEUbzeXlZBAi65lvF25NNDFwJiQ8HL5XIJvw0T1ZuZKkgKwoJkDCSYM4kZMMn+AbxL945agvlGdIYUw4UHERbjt7SFc3OAiOKvzNAPlQ+6LlQpzCDfJbrVnIVmVHtU+aw8lU0tSeuTVwrjEuAgVELTUjiL2exJlTFOHz0V6CpWOkZMfW6KnrlJRq8CxvGJTkCifhglZUpo+lUUSesHjoPKZKEZ6rag0h5C6GgnXevaP691yPvXrhUmEDI9zAycV5h4g9it1QhKoBC9DBvPBl5vDrtp7VYMrfYYk6x2seVvje4U5glHxyvsZMweQPWAVG+iH+T0rb2CRt+L0pvXSwerBMxp5rMDCMY9ESsJIyvucH5+joQY8/kcB+HR0dH19TVs3s+ePZtOpx999BF420y9F9zVjkE2M5ArJpPJbDZjGcjojG36HICWYBEEGZokE7Uvkm5rEvrG4eW80GCJlyJEpgecXNIgyUkIJWtPbEL3NMWjcuoqzX6haT2tnalPRUiPeWBrpC1H8Ovx8fHNzQ3mAspSdnI5JAe5ZXLOm80GXYImA+Z9CAH878vLy+vr64eHh9FoxNKP5plSkEAdjzbPsJmbafuYf4awktCHI8CRp7YJQztXTW6SARTNhPdEXFizDGQbLWXxkHCmyBmD4CF1DDLwUGFIEoRngr1I/MiihnHH0BFQJIoryc7iixD/JWcnU/Z4TSWVXCAGkP8iLwqXMJY583tCK1PAimw5ZK0ErxsPsg08AMy6iA5gNRHpVs7Ea78IdyENtFXYzVlWGsmhWb2y8tz2cKFApJM7AJOUDMvuDFHkzZc117fNnUj8a6FmBFEC21OTxRDO63XzfxTQhxC68vJd69o/o3XI+9er8bBRM0Z2DiVqxwTP0UbzIc4MFiOMQrjUHZmMFMLuSkrBBTHU8UBSQkIbivFZ/FBJACUoIjwm8TiAV1bZHA6Hp6enZrZarXgr1LgZjUZgOEQPy0P+ClhAk0dT9Xq98Xh8fX39+vXrGOPR0dH5+fl8Pkc+E/j34RCIMQJSw1AKWgjqwDM2MefMSpPI9QblBIb2nDMQOQ88HKu4FdirjAtUvzmxIJGiAhGiZ5zlenNeBiUEWMFEC9Iz2ETvIuOIEIr/rZuBsPwr9DTyZ4gOQwh0OEAkLi8vUeHo4eHh6uoKvz14qT92FeIEIIVoVJRQWa/XQCHwJCyXy9VqtVwuQRai+scGMYAn5P7+HuQfyDCeAiYDNSigdg61SnJ0slMWNkXRCvzNUcXnIPbI4idt8G2OvBXUJs/wzYWG4b27u1ssFuDksMgUfR2FZ0llQzVqyBt+ohod4lMVAQex2rKrhOYFCqyaPO/gYRvkYQfXIrBN9TyvP3X76OETEAa8RU/ylDPiGeC71+th92CfKWY6CFTgzTUlEmNwPeS5kmSUnJ3KY4shpSy9dPBU4uTF0e+EeG4F3+Z5XU3COqkNxqbfCULLb3qStsiaURY6+O0P3EN0K1Anj24vHfjuWtf+qa1D3r9GDXadIKFR5i5j+G0BPQGP1HCFa5AqGN5S3ehD0/xpHsio5hZrptRNEv9Hs5NyHkySpgU3WVET4PmBM6/nDfdEMhaFKYPBgNgXBk7SG5JkRAbNAAQPIHiE7hG28kBCphEYEZFHAhwJVPRAXXfUhWFa5SRFhXD8I3zwyZMnKIEZ3NrHeQmeqm80Gs1mM/BVGKyG1yedFzNCWnaUUhrRk98pdEiSg5m6gVq/aLQ2IfebsH55f6KBg2TRtsdS3GD8Qwg0BrNLJmk0wJrARMC3QIClaTSIjSA58AkgOeBmsxmPx/AkwMJNWjCCWVnIMHoCn9FoVNf11dXV7e3t/f392dkZNKLZbDadThH9yRBGlmsl/jBHNrynohOuQR2Z4EZijqSOCVWXqpmembfi2FbNwqX4EiOMO0APwfiv1+v5fI41jiuRWUgVoSg8E6rZ7EzREy5Y/qQWcjP/mpsWVqrl3CKikI+ZaBwgG+sdBZWoMwQn1VTNuo/QhOk+il5cXYNJVG2AWoILQFQzIacRj3J/4xJGNiS1CPS8niXfN7k7AleSSIaxojBnCVMGO4heMu6uHE8uUr2gELNConQNcgnzt7pRByn2yVfQC1SA+U0HvrvWtX9S65D3r0sjOaHAQ8kzUSBMDWZd/CQJQxrm5NrLVRL5cS/GQcK6FUFsLXoAqIeaSM4kDbA1MTe+UatSlEwIAGQEoAipHA6HJAwgRJLhU8mr1u33e/AZAFBwPQ7OyjMeAOPe398jAzcgBbJH8z44I9frNXSVo6MjsCOAy5FNGcAReVRSSmSVVFUFnkmQzGvZ3QXoDxzrs9lsNpsBW5DDEzwJsfmhWEmlD1BHgmSPYSAsz8vKM0/jG+XhEIdZs5IITm79K6Uou1tcIQuvIdDXv0YpU88DHowa5HthWGSv10MBeQTMIX0e7ZE9L0e/3W6R3FBtgYBiAKAgKeWcQS/B8EbnTiwWCxi8YXDdbrc5Z0D5xWKBTJRg6PL1e17LyZr8kOzaY+UEYgozWhZfBIgQ+F5H1QT5mWAjvY+i2yQsIMXiWapZ7ff79Xp9fn7el3KnBGGqEhPnBXGSEOQpsG7/l6x9fkPPWBYTsoLv6FHCVKShdvK/VVVBN8bFIJwEKWaZvQglsv4z0z9ALUlQtRf/0kVHFg1cXkzWVDfjuTlQtYcyE/FXzZh1uvWA9fnK9PbgA9Qejol5RSosgVoCo+nQ4DeUHxMWikoOL+BC5jVBVDsVJF25FCTeljqe/gTv/m//7b/94z/+Y+ta17r2j2gd8v61aEzdkJzFaAJ3kKKLWRHUQJvdSoTk1kHseT2p/8KzkIYr7vJ6/FvTWKLWPvQzuEWW5wdRtbkBCSqENYtXAzgi9IrUT9wcFm5UBaeOARMgrqQCAKMUKcUmBx6saKvVCqlIVqvV8+fPaXIDdXg8HmNIgcJZhBLECYI/PAvZ66CogF4P3gs8D8jUgXdHWjR1r+vbkb2jaC9LrRMMuB7MBBMcPVyGLuWmbx3z2/Oyf3xEEkpxLcn1ktPKmZ6v+BWnFY84SNZzACwgwtrrt2Na67qG6gLtCDRuM8OfgtdCgoE8hIBkFwBkqN2TcwYUyzlvNpu7uzvoXXTZg3MC4DUcDpPXhEf2d1D8QSvC/UkaJrLBECH+kpUyWa4lCo/WmkT8ygPmglgus5gwFewWS5vgSRGzNUk1yckJBy8VBJUAiLCSOIokXPPY4i7TWKsPKjqcm/QSa0adZgnQjN74X2A7hE6StAMYCt377u4OzH78sOfVstgZaLbmVgNgaPaTpA4Tu6+J66yWVJJUFSA8FGMTi3IluTjROIzRSRpRSEcwlqv1ndssbSLRsyHVdY2XTcLx0C1UXVt8X6XfcJsNLa2Ps6x9U9Sud8iiZreFkN/84Ac/+JM/+RPrWte69g+1Dnl//RttmdyI+V8gOaRmw8UFXAPmRmIvtakQn6kNm+VRcKsgzZo2FZrMk+fMwj1xetHWgv9WktkX+DVLYmPcCkAHhzQt1rg/ABaoCHzxyWSyXq97vR6TA5pnmAb8BYaDbXs2m+GkvLm5gZseFblhMT07O7u7u3v79m1VVS9evEBFemB0usJh/Mbr4BWiJJaJMSJLCXwO4/EYxO5K4syih10ie7F5VBaHV8kznETiJA57Fo+58oWAVwA+yIrhqR/co40vizsEsW4SB5BHwTtkycRnTed1lGjF7HktzdESFJsQAlwH2et+U/zu7u5YEcncsgj9BDKJzB5VVQ0Gg91uB6VoMpnEGPf7Pepomhn0H/QWjgu6/kMI+Ey4bJ7aLzu5lqMNVTaEwNKbWaoUWRNC6RypSVJRuDVpD/ymgN0msIyzQPzH9CCj0QiKtHl6cpMwQV2MoZl+GxfQOptFr+Y3yRlZ0ROAcmPRjqmQKDrUbvSa1WphzEYKdvaKnHs8hRWIDpLdKDhjBwu89gDiLLZ5rHpaoyuPGIEoYv0WO2Tl4RbK9sF/uUnWXn2J8xvdEM7nUiHkK6B7EEvk5KGVhO9SyGGS9KzIp1TsuipIQZS0nOzJpQABAABJREFU3LRzh6YtnAIQm37IKNZ9lc8OfHeta/+Y1iHvr3nTIJssFF5gi6qqUGM5uMVIgRFMMnDf600Ieszz05mfozxjTKBedhNsfo8FhXZTPbRoJ6NZjsFDQRoNw7R587SG0XG/3yP19WAwSM6BBiaD/W80GoGTTebucrkERKYukVLa7XYAxDgLl8sl0qHgDrPZDJkKkFiwruuzszMmsIN9MbsZSWNPD17nHCOJujA4aJnJhBQa4IPoGRVVk+Gg1ZIfkMPOQYueLi2I4QpjyAg26CrZzXKh6eMmhq6leEotBP3g5nN+XzkNPQm/KEu8HR6dJMQNE0echJ4jEYSikIMntcySuAb3AQtoNBptNptXr17t9/snT54glQ0M3ug5xhO9AicBggezenIfEccEHBiqUkA5KuH8SQgBqJ2XkXmi6pAObxKiiD0WZ8kvC3jEv9ZSjsrc4EqEh5GhPsDAD14cPY1mIVq8f3RjeRv0Z3GnELMqTuXewnUdJZMg7wZkj4VMaQFNf7/fD4fD7Xa7Wq2yhKxE8d6QRsI7myQP4dtxkKksEbOqwVstC/qBUxzEgxeF8019Xre7JKQs/iSEwIzm2D8J+qGKw+hevGmxuvlNJYU/29Z9FS0VJxNNODfVQkoRf1uIXBCOfkqpA99d69o/2Drk/XVu9CMnoXcTduNsQ97u2CQn1J7JWP3pPOqI4IMn5MJRwWg/PF2PhOKEsCaIx3/VfMWe86/RmaZ6SBNh47kkdfBIw/2RcgQFwMmFSCkhZguF5aBgIM7ycDjM5/OTkxOkHIHhfDwemxmIK6iGmHMmyfv4+BhADQXzaEKGOdY8gyGQdM4Z2kLOGeMcnGvO8jqIEwVoQ8oOjgl+HsXRrNwYE0NU7ZU4gvCqg/jTY9NuDXBJKzj6pukLieHww8rzYwQxrdFHQYnSuaZCpSAguLEQulBwRrL+hFBGLfoISgtOUmdYIdUqmMw3mw2AyHa7xTvSecJYSVyPeFkqMFgmGBMSFYjJYozgcaEbBCg9rwqOLCuwvkMvBbKkshrd+YPxqZoZ/YrlHB6zgisGUlDIZci1EJ03RZsuLoALhSBSVQh7T1mr6Bn3YitbORWPJJ4rE5TGB0FuSRchTk3utzl4rmvQkKBX7/d7aE273S66K6zn+bOjBAdTYdMxLGA034Vavbk+XHkSklpy9fAtKqEYmWiD+o58NOF7dLcMBRg7g+5yfS/Tm53CZx62gcZ8iKkZWIk+cEVwnHVVRonWaDderL+lVOugWVP3K4Tz+9///p/+6Z8++oiuda1r1iHvr3HjkanoFps1MjwMBgPgj8KWDMDNRN3ANNaK+sKxxyMheAYS3YIVMbehNkG8MjXVAGZS40ZPyiAOYrJCwY0GEiL8IssTRmtEzoGze3FxAfaCmQFvgeRNf/FmswGqBgJAgpT1eg3zc/aSlpof+vLycjweEz2A7wv4heOKbuvgllRy00MIs9kMCT1QNAeH7mg0YoZ1HJ8ou0h4hymgmbPv1Sv1sD9IXZsg9cnxASZnc9t8cK4Fk6MT7EZhm6hjPXjCBxWV7EGcVNsUh9FnkrzmSM/roaIDSFCj1jugRowh0VXPE89VHgRcOQfp4eHh+voaCXnMDEx6Grzx4kzfTicJiQrD4RAKD1KDw08CgYmtEo+1hOJRa+VE41mFTZS8Aoo3b1g/FpTJsVWlxVpo0gTKBy+dSPxEpRqjTVxrbnFXfYnd43/xmcbsJCQ07QN/22sW0mLnuSqZZSU53x1XQiPSQldc/pVHO2C1BidvkGtBIG7Od+deVHnyROoV9H5Eb7g/qz5xByOUL8YkNhOepmacKx0aus3qVJqXrIIU6ecsQRFUSHpe30rvo7OGP6VWuK1JZEUlwfEcH5VDNcQQdgcJ9NTH6ZLHHbpsJ13r2s9oHfL+erbiGDBx7gN9gi4cpSA8TTuAFwTNUfybio9NDktu67pfoyfq+25v08FLuxErEASYGUMYCeN48sEaBNgdvKx65WlJ1K2M7qF2xtXV1Ww2Awx98uRJjPH169f7/f709BQxkUyKt9lskNuu3++vViu+LGimNFXC3n99fX12dpZSuru7A/M7hPDq1aucM+zWqPPCgcLhhwwM0H+gM0ATwASZl+QE0Oe0mhm+NCf8cDzxXjyzOYM48g9egAaNpk1qUMEteVpkJIh9F1PD+9CkFzwpJDvD3ibhL5nYvws4SIs1mLhwnsDYDM4J4BS5K7whxSNJ2kTIFeAX41aheuECqExIhIIgS1qjSasdjUaYBZjPkXMQgmSejc7EGEnAhPEkzyQ40YLgjN9krwbK5ZOb6SMK8E2c1P5SIW/bDl17Vruqqu7u7hCKOh6PufCTxMvqNOG3hTCYJLcp5pfdO3jKaqVk6CbAd4EehRwm6i6rJVwBM9jzIqZIfgoJUYo/FhQHAVk71QDBRWFNjwFfMzSV/9yy6XKNZCkyX0lWE+qZHCgqAMTuRTNh22e3ZajupJNeeZDxQZJaJiHy8UN7B9YttxAVnT79wLnLgtGpgeQmTOdl6E9X4bJrXXtf65D317DRSMyTJjm/GagO8YhRkl6ZhOgxF157w9WzP4sphYaQBy8tWVjco7NyTZCZie3ThCxB2K0YC8AFJytgN2jQZkYLcRQaA888/ARMAx5sIQTUFX/37h3KiwD+wiaa3YUN0xpO9JQScmIAuqWUwANZLpfv3r0DNQLV3WOM6M96vQaGm0wmtE+bhwBWVTWZTJBSpu+1TvAuGK6joyNEW3LoglvKMaHoQ/TSJIz/63mWOkIchgAqIjfPBQGoAQEgUaGWBN6YAtpi8RaAIAevK1mwC9SsGITzbc2jOjnzlVZ2hfi9Xg9VJzlu5oUnadvOYv/Onj+R8KWwp0bPHoO0koDdGE+8BaA/M3/3+/0vv/wStmFa5Yme4X9gVB/hTl3XyFrI7BPJA+AIRvU1qTMQVCUPx8xNZbUAgo/Cbuqu1Jx5w57XmgHSfZCqpcTW1LSpm1FNouimZh14ChWBYBIeVBZCiIl+zhdh6AU1K244KtKYvuReO1y/XC43mw1t83wi34WcKO4t2Y3flFKiXgLu5C4gOEx0vrhwCIXbGxqt1NRAkrTiepPyk5QfHR+2ygniuAwast5Hl7z2MDiPSF+T64UwOohGF0QbzKJpJyEu6uwHsZfzT5999tlf/MVfWNe61rVm65D3162RNYhGIBW9wqIWp0hC2mY0W2qmfcV9QotOUDyX27FiC2sa3Xno8qG1x/CZQLQklWt4ZvDswZ+AimKMw+FwNpuRF8GjAq+A0io4HUejUZICzjBkzmaz9XoNE2C/37+9veVNYK7OOSOYEigc1inkFQZiHo/Hd3d3TE4HAglSZMBcGmNEH2gpN7N+vz8ajWCzx2n98PAwHo+REyOldHJyMplMSE83VyGC+yU41wqXSbiPXmYSZ39oxlZiiNQdAegPrENYyfL1YNoQpZlXU8/OQKAAqEWQzw2eZ62WmDPCbhNyAqNgecD3vFQTTJjQjqzJfKXsETApQ121R/yQIA/GYKArrgKEtAJ8r9frd+/eYSJY65ulZ8ypO/oUjBjIEvieoaXJeTXR+QnoDAzt0Vkr9DAkKXCjS4xvai3YrY6ILMnOqRfVdb3f73e7HXUSKJZc2rwzoZ65GlZJaCCXSZIkG/qNOZkE/2Lb4dosto6HZn1c7hiUIgwX1iAjT1B5FK8JueU74mLSM/qeAj+JHZ3jSchOqYsez1175iWMrS4c3W24Z5pEFSfxKSnyVmkMrslgYyHIViStiJmTTgmpPGyX06Q3N0HG7f9mMYvohq//orEPJhC8uE8Wuzvb9773vR/96EfWta51TVqHvL9WjalFkpgbsaEjLTSyc/BcpO3q4GmViU2DtCw0Vp701sp0Fr2oTfKEuwQihBR62kWpzGx+JJDzHSV8KgrvBZAI3w8GA1iXe1IzGXdTYijvwD6nlC4vL3HZ6enpZDIZjUaom2hmdV2jtDu0iLOzM/CqwbdGgXF8uL6+RnI6IC2QVkEiR1lKJBlcr9fBnebmCbzxGQbIlBKs3Zivk5OT09PT6XTK6DfQx9W0jIGiCZ9ANklJeRaOqT27Wc4ZPg0e0nRuxBhhBq6aKSmCOBCSVzM1xyvEZ9GL+yTJFNmWGXO0gc+V5HjJkpQQ8JcwDhGxZD4Q0CjoIYDQHirpKLoZHtNETLbb7aDJMMM3UvqARxRCmEwmOWdoaBhYqF58o0cRjFp5icOSlxOnUwV0GprGqXYS2eMRFGATtM31xTWbxIKbpdJhoWXVXkkRip8iQtq2Q9MCWgs5mEqyNZO7cyg49clTHoHHRQCnKNA86SG1keKvYPjknFFqlDR9DNRwOETmU7CJSEAKktQluFuJEqVvwbXDIFrMS/bIWo5/G7bqpFCTpDBz80zOf0vud1JdJYiyWkyxznUhbxgu/ko7xrXJO1tL41VdQidF/9WZ4q6u41D0MDcb/vrd7373xz/+sXWta13z1iHvr0/reWWZJCQBsgyZHAB7Yi1JfGFw3e/3sN1y145NV2YSMmgW8F00Bf1s9Ni293EcHlH8vGRn4rzEkYnHHXmDaZm59nieZYmjQmcWiwVyg6B633Q6nU6ngDtmhtrgKIySUkIOXaT67vV6R0dHT548efr0aUrp7du3y+Uy53x0dPTJJ59UVfXjH/94uVzu93sAcZz9vV4PiHk6naIQYxArdQgBhB9aRpFSYzgcjkYjYLXhcHh+fn5+fj6ZTMw90Qj5IstTT31AjYNXbqfhk7A4eqo4uheIR4mbk9NOSL3Q49OEkkvXuZoDzU19teQ5oZLDs9880XJ2DkwlOd1NDLfoycFrtocQjo+PmVrbmkiIICaIUgep1rGiqTJ53gwoWrgeyhXqU1Ly1+s1wiE2m81yuYQEYhxYbkkhSxYFg8NChYHYGjwBrCZiR4Tq0tqqqos17ZccXi5SgDDiISrVw+EQ8nZ7e4tkIBh2ODEgUdAAGQScxcVkguCJuhQCshsFklOxoVQksYWrmpSa5BPzbEI6p/BLgHmFrYxKNVUvigdvi1VceRACh4gSrsiVs8M5hQTiX36PfqqmUUvacvY5eWkb3pafa0nayMsOXpiJ2nVuOnN0TUVJRcXUpTpcFAMKHtwOvBvfQm9VzAKaTqUidb0gPUZBMcH6He2ka13T1iHvr0nre7kcgl3zswRwDSCVnmV1ryPDA+PqCIu5n6pJjNbK2HTX4rf6AZcF8ZYSW0exQPMnUayY2SsaVlLDspL6duADkGXBl8WvCh89fO5ZYvNhh7u9vQUox/k6Go1yzmAUoOblfD5HdffNZgObHKyeuPjjjz++vLxcr9fgc4P78fLly91ud3FxAfscOwPowJDKlBIo42dnZ3ypo6OjwWAwmUzm8/np6WlwkzbGBEpIciYrDnJW1YEBlY74WgLUzPGBmtysiRRrj77FQa7HP3m9RMm1J6XWR2Aqa0mgxp4TtSj2DdKshZv1r9TlmLaFOddSy7dOSSCAprDxjfA97c2gDCGxCeUffBVIQu05sIG2a8/Kx9FTHJnF3JvE6kmUQ2M2X7kvdQc5XHoNH6RqBifOnMtbe3FK6lHT6RQEHhrgOUS73Q4BxGAzV55xhX3WmdJntTcZayaLVDCnL0UgaK1gjzb4zpKTG91A3s+qqlD9SqcSKwsZinSitT/MJFPo/6lJvA6it1DRxR5y8HqT2U3O7DnJ5dRAai+HWcBumtVNsD5L/DDiltYEReocitDMj85HKzqnNPKlNChTxye4ZYR306nhquQ3uWkI1+t1PBWyp5S+853v/OQnP7Guda1rHfL+ejT65XEy6d4KsxDQnrlbP4kBEoYiulb14FHzRnYCpQmnJUgQvcJ0nm1BWLDkI+pteX5bM00ssbgJiQXQs6oq0Ev0ECXSAuxgYjgMDnoFGG1mTOEMOgHYw8AocEwPBgPzjHuXl5f7/f6LL744Pz+/uLgAkkbhw+l0OhwOF4tFXdfb7dbMAOJfvXpV1/WTJ0+Ojo5Go5GZwaIJE2PlIZJm1u/3z87OkCk85wwD/GAw4K+yZ/7G0QjShZ6UMUYCAnJeiQDo9T40c1Fj9DTglUdmEgJJFstZz5N8E9xYMwwruIpVN/Nj1M1wMU16SAZLFk0gOVebcwqNQkfAJF7TmkwME3CAGVScoelfiF2m02nOGdgaZBv4f0h7gKho3CpfRz8olOGLUNNT8M1uML87wDfkhOlTOFBJmAO68GuJfcwt02OMcbfbLZfLfr+P8GL8FanlkSEE2mZy1lnypHV8tN7fJMq2QKs671UzoXtuRi6qWq5DR3Wu5+mJOHG8YV3XIHGB92XiWEheBAr7W2yScBh1yptDurASSaaiCTw5tYniaoJii+nOTa9L7SXr9UFcC2jBU09yMHWRRvHYKNcF949Cs+a6KxYaV6556Dw3jZ6Ev3MKVBuxx8C37tu5qQfqvl184E0wmx3tpGtdQ+uQ9698QwZrfKaRhnZKmoezQGTzcx3WbhiTaAI/NAvUKaTmIVo3o4gYelVJ3rQ2LCM4iBIHxrOc1jWyYMH9AFIEw0Q/9L36IF+KKgHLGcKNC6QO1grKVYLvAXoGODaItOv1eqenp8gnuN1ukcwkpaTXP3nyhNXIj4+Pnz17ZmYvX77EUCNZyna7vb6+7vV6YJDXdQ16DE2D6A9CPOGOQM6N8XgMizhK/FReL5DgIDptncMVPNFBcrs7fevKQCA1Vqm9eiV0g+y43CQrQuWZHxnUZZK32ASWZa+jqdZHcz63NVNYKnqmMJC5HtyIi4krvPDqNonCriE8DWJ8zW47RDegAlFsBoPBYrEg3jUz1Cc3MzJegITiYxVAFYYWAsnLMIAKvnXwMad4zYdmLXGa/9Nj1n12gIJR1zUYFxi91WpFTQbG+8PhAKlG/vsoYdPsErYLLlVdwgRhlD3uKqnpx8jNCNrsrIxaEq4X6gTxomoULOhojoxXq9XhcEDne5KEtJh9KuHcVUycPzrIjK3E+OBPutBo0XjwKqfZTRi9VsJy3JyUodTkbrGTtdcpM4faHC6WU0jiT1AB4A5vbt3A91w7HHNFzEGsKj3Jna9Npyy0FCTKEu6ZJKWMLmG6HPXpaB347lrXrEPev+qtapZb5+mSnGQCVnRuFqzm2fbgdbCDW62SuOl5mhY2ktoZw/GxUnY8Wrgp66OLg9mafnPALBq28S+OFiBXfIkLKsn+a279xZmH+EWamVESBXwPnivwTe92u/1+v9/vwck+Pz/HU8gtSSmBDYLyljnnq6srVGMBJEUdnNFodDgchsPh6ekpzkUyGWBXw22BrqITcMEIh5EbakbP05IgnwbY4TzJgmePqZ1OrYNJQx2BGo9/vBGN6FTMglScJkA3MaAmMYRHSbiBiQNLQQ2cvA9PXDoflKNCMaBAmhhNTZLi1XUNd40JaqfIFdqgic3VBHATpmsSRlwwnU5PT09R5JLm3ty0boIMYO4GKdYgR1sFvgCmwfPWq40QHcMLarQD7PoHKX7E99XXVBzGEYOqRp5GFh8CvRyQRg6aRlSTtJZFe6GYKZ6uJAyUE20C+KJQhrjoOK1JwvVqCZzl/aF8UvfWjYLW4sFgwL6RFlJ5vG+WTCMpJboXsKbwRJiZ8VwsEL6OLpPKE2iGpjuo8iROoan+qWVBB417L1crt8fkjeg/ic9EF52JVklpVPWJw67bcu2RNriA0SNZTB7BlWGVrtDC8bwnBY//xQ8rL/+pHeC/n3766U9/+lPrWtd+jVuHvH+FWxSuBfdHtWrA2m1ijKG1hjCUezfNM9x2k/Ot9QinOYo0R/3A49ZafFCT+DlFJzRq8mwgnxsXA23jXUj+jkLhDZ64Fzibt0IaOOA2ONzN7OzsDJVE6ro+OjrabDbQPRAfydR+eOh4PD54LmRgI2DN2WwGBsj19fVisWDpxP1+f3R09OLFCww1LItIS0KsA5yNaFfg8mNvoAHASM+caLmZmAxjQkSoONVE6WJhy+hsDSpmNGthbIPzSaCKZE8zcnJyQna7nqA4rZnEGv3MYt4jXONTiBuSEEv0RYKbt6Mblc2PfLDhTQzqJigzNE1xJpQAyhsxDRS5GCO57MGt7LR0Eq8QtxGZ9Vo1CNmCUCmSOAHYuBbYk+DUW0YC4EqIvSax4buYM6+UYq5/TcILSl5aCOoEVfTj4+P5fA4+VRYyQ2jVI9Qvs2hTQfQl1QB1G7EmBOQMmpAfkueZCa5wEnOrIJEdwXWND9vtFipECAFJaeCSqiTwQ6cGje9rbkHAylWOCoWNfWDjr8xDa2pPXMg3ik3mBsF3LVxqrutaytDqzRXg6mgANFcSaZ08cxSVw7rJ7yK2rp1Rg6huls4tXI6pRccPokjr0ijWGsc8NhOY6hLAf3/jN37jr/7qr6xrXft1bR3y/lVtDCdSgMuzlnbfKNZr8zP14DkE1U5TnBMwiphZz7PX8XqTc1dNpEnMgQp9opjGafwgxImeUAwPwlnLBoyidm4iyCDGJPyVaAa9TV5FDy8LrDwcDsEuQK34GCMxMYZlu932vUIeb4hxOBwO2+12NBpNp1MUrx6NRsDr7G3OGQyTw+GAevUIbEWgW1VVZ2dnp6en0bNMQMcwP7rQSfyLycJb63mv+hIPNkLt2vNIWNNgxlsBaCbn59DKhezXHLok2QlNAJP5yZpzBnDPUndJgTVB/PsAK7FREANbFBoJ3DUqLYU9mOKHrtKEaQIfmYTEJIlEclv43d3d69evF4tF20ZLgy5vSDhSvMuj8CI0rYbmdlbSJ2jxLVKdmBdJqZvMXXYpueWYINia0IfLCg9CoSh4bFJKqOvE9WJiGDbRZk0gV5BSLFSZkoQ5BtHV9a05uQrBkxRBDOKZIZSkEs7EHRwf9ByfoTZjiutWSDE/c2tSlA9JwEhSc9aLo7PCiNqxUWDToCrOcTtIdtTQ8vnkZoGk1GTyZGeP6LrmLCT3X2GHVBlT8WC3VeT4J128ug9bU82omqUYTMw6vD6LhpaEuJ/Erq+Lut1yzp988slf//Vfv++CrnXt69065P0r2RSR0OQMGx6T7sEYac38a9YsLGeP1WBTqJRSQrKzJN5hXgbgRXRlTbZJdve9nrJZKlQHIQbQ/srdv++Va0BRZa17EwyUPFuwHiF4QZRYJ5UWl6EqzdHR0fn5+WKxuL29PRwOFxcXMH6nlE5OTmA5AzylxRR1QBCNulgsRqMROCd1XSMm0hxGK5KA8R6IfDab9fv94XCIJIbmCUnwjlGs2sj2Db8EAb0CDhB5qdJk4VEQsihFVUuUZ/dXMEM2tTWic84yXoewoD3L+nPCQf2rylIhhwU0saaNkPY5iHEt5etpp1f/BgVY4V3xZWpWK2R/kLQEIqfAXbtU/KS9JBVq5Cb6zGI2Nq8nygsOng6SwRiqrBYLMwhlWYEmH4Q7s7AU1xoeul6vsdCgBypXJEkOyij0idormxJgEQEXRs1iKArAp0PB74n7IeFEjRznWtjP0IdNWEmQbURoZFHPctOVl10DrCT6nLolg3fxDX163FohG1wdNGdkD/8t3jS7IprcFYOfU7pIaiJ9JQv7nN0O3jAjlcRsFLtosTmHpvtCr6eQRC+/yg2KE6rCrzJmTaRezDJnn1i8WOY6PhjAzvLdtV/b1iHvX71GQ6PaNbEVHh0dgbcA6wgd9ybmn8L8zMtSMxyKpyC3e54QaqoxpxPoEUuEQbMQL9MDMjhpEpkKouThBuKE/oCX0lAqdhJWbZA0iNXMDBn9QggAqYhZBInz+PgYlJKzs7OHh4fVagVUQdDMPvOsCmLFhKthvV5vt9v7+3voOTxKUe89hAAwNx6Pp9Npz8vxIHsdoby11A+c2UxgQuqqeVaQ6DVc9MTlX4HXgyfigNWTI0PoCexlbqVj5RH4oBnOSJCkmpU1Sb0mFjUCyiyhdVEqwkQn4uOHzBOSm7g8iJ1S8QcMlpUXSaHEBtHr8NfKOc2a5kXBViU5RlgenLOcWixttVCaAOtHWxA2Le+jo6dPCZ7rvbh/dBI251oXrDXhKXFPkHQ3NK9CXYyeSHE8HsMEjhXBm1P4ufYryehXScB0kjx33GH4gtQKuM/owteBSmIgJ0CkHp7c8h08kXxKCRoFMKv6uKpmPDclJ4lTBbIHB1Qt6Rd19lOztjxb9Kq3YIJhyignVNHNcTZfITmDBRg9egAxhTB4tp/g9OjsOl5opmrlEOnOGdwbSSHXcVZB5Q8ZDBM83Wrfq5nq6uNNkjDZuPBVrVWxNFGkdbq5M1DCcYdvf/vbf/mXf/kzVlPXuva1bB3y/hVrGgIVmm5BUIdREMQ80QdxD1AIrSM8PnU3VONEEMNJcZ6BsZAknQjPb8auMZ6J5652Wx8BIEhiSXDYDcCN+9D8pr3FgEQvdRlCAHMRGBQcgyyZOswMuVxQkwWJuvEI2PV5rqviwdN9vV4Du/d6PWSHmM1muJhoAyYxaAtoSCiBl5rP5xg6c7WkOK6C2/sxtsqsoLajmCB56W+MIf6KdBYA0KBV0K1Re1oJvqBJChT2h550AiwqRTTmFQiAeEWBb08Ki+Zm1UwmV1a2qFrLiPmSU7qBtwhECBGKEePbUTKTlPbMTmYgv1YXUZICKypjeg2XCf+ED21YzAv0JwpBCOhNCPom9GsT9F+IPfEu12nwQGTQnMxdFsGLreCv0+l0MplAPCi3ygXn8Cr+pnKuk0J9hqOhhA3KmC7b0FRCuG+8T6uhxZ0pSvpeilKvKfQcTRoTPHacPWGcMZN7KkYMkhUxCxmmuCFlFaPHKcbaodTRqwA+jLlOkt1QEj1jkjIDAcdTiz2i/eQ2zhJdJhusihmXsPbHzIi5yTWqJA6Ez+LiMoHdupMXsxma+lUxtubhnuzbt771rc8//9y61rVfp9Yh71+lpo5ORQPBKyMiSYL6bUMzGQJhFm6o+Nse29/1aMe/OBJCK0sguBYwpuIpxa3UDqrPAnAEYDW3KxO8KhjN4vG3ZnVAsjKge9CGh3MawwLjEEyAu93u6OhoOp3GGO/u7hB8GYWkUVUVYLr5sY18z8Hz9erhAb4KLsa7QG1AyT0kQgEyBumFkzgcDs3LcHBq8KbQRoC86dHOkr2B2Av29SymSmggOjhB8pCQURq9mn0SZi3kJIujufJkgsBwTLygwJE3VKdB8siz2stb8kQn2FInOC44OTmhTdqaSiYtqdZEusTrNDHS4GquNpjEhOG/9FQQTVYSuFZ7XosoHoYsqqk1ofmji6j4lfZcAWh2ihS7quuXN3/0h3xKr9cbDAbD4RDpehTu0wN2enr65MkTGlnhLNJbcXC0t9k5ynzrKNG6nAJ2T62/FNrQSowYxMhtAg0VhbNj0a3F1MRoi+UIV06fo0jwAsoePQCAvLw531rfUUcgeF166hV8/cqjCdGiF4Ld7XZQfrBdcB7VFWme4zI0te7oOSJzs8o9cT87Bq272MlVJvVdkrhAOQW0Bah08Y1iyxllLZzNC0ITdvNZ/FxIMjaTjz766O/+7u/aP+xa176urUPevzKtgN34svbyIrDyBsmRnJxDiW/o3Od+SnBjsp/ycXyKnve5WdmBkKhy+iOjJJN4qGMzrbK5URBYk6wSoGccMwDf5nYmIowoNn4eSESHiJ6EvRxYgfYwGMKRwASDhhLx6NVgMGAKcHaY71hV1Xq9xgEJfgIqTa5WK1jQs7NEmLGEU8CpAZTHU3BnZrGgssRBLkAJSwxSAMzBATPuMSk7SOcppe12WzlPOoidOIgSFb2IPU9oNLWNRQ9thCyRx8IwTZ64wbUCZD5JQicgXq+aMbJ8X4prEalWSFp2diyu0Q/JaceECNTT2KgwmJDI+RNIEQaT+JJ3K1BLsTzb4FvBmQ5R8UP2SgEr1hF/pY/mr7gismtlw+EQJCtE/UanKEAAhsPheDzu9XqkXfU8bVHlVa7a82KiRdD2TNt8gVAVBOtoB+eoYHh1H1McZg6CleilI0+OB8eneG6UvNd8ei1Z/LB+ETyNWeYgRDGQYy+izJiw8+u6ho7NMeH4BHEXMDUTBh9LjMEYRMnJY0uYhZ3IPnjggTVJO0k8D8n9FXUzyQw3XgJiCozKG5XnYvNRGVOBL5RP3lkf/WgLYobn9VTXc85Pnjx59+7d+37eta59zVqHvH81Gmy31kogmHOGbRhmTj3D2HSL5JdqVDOxbOnPeSjqrfRfNCBd8rB1my6Qot42up2bIYawmlceXhmabmhrAprsRmJ+T7IKfLjsZPKkXdnDmKLbttGN6XQK2IoKggRwwMQ5ZyDmyWRiZjCYocYNDlF0G5AXVS2TGK2RoNDEUoinw0yF5Ce0yGo8JXqLmzC5Ct6o9jQOtNGywmLwJOu0YyH+DARua2aKxIgBE+BWahvj6+tRTVMc55qY2NyozLOZXFJerDZIa3rAzfmy/GxN90hx5CtiU2ABgAKjY4EJVNTbAW0U8oPU++Rf1XHEm+SmnS80wXcQTUlBSQGDiOfII4rN1ITBs3y0F6B2EonhT05OEAlgoqDCKwLcDKUIy8TELVBLQGcW/SG00G0Ql4hanTmGlQR3Vh7DAPZRbLoyzJniBdTWnSdIjC/XdTEglFIIbZK8eOw8YDd+9fDwgAzulTC+sihgdAxymXOySB4L4maJQsenzHBBcSSxxkn+KXp4kMTqXCB8Xw6OySmgIqpyzmHRxaJLlaoILmirdvqrSgjouZmp3cQ/oGKjTaE2u6fyg3mBLcO61rVfg9Yh71+BprDb5JgJISCekrXoiq2flwFnFBCWhy6+zMLENdm1TXAGLYgm1fVgtCbBkWceQZViIP6XVmqar0h9ZopAtVly71Ybj9qE6KslSII1Oud8OBxQ9y67c3a1Wq3X69VqdXx8fH5+PplM1us1wAFeeb/fhxDG4zFwDI36tN1GT1dHQDwejyeTCXqF2j20SYMxQrgPtL3ZbGBrZ1V5IPKcM9KN55xRzS4K+9nEex49GSIP3eyZfZNzkHjc4ryH5kDrPvIb9Pt9WMorSfVgZqCJJ+eaB4nzc+P435+4lRe8LIgr1mSBs6tkl6oNT0eYr8ypD5JiIngWSKIN4vgs9Nz3ib155UKSd3PT9kw5T8JVMIERWfTJNl4xQdj6dAWUVFd04oJrfarEVkKzDi18n3M+Ojo6OzuDQgjHTvJYUogBcHYB6Km48om6Tk1AUha7uOJCE29AkMbtAo/gMtEdgNsOF6kKDMdNtzvIJB+RJK07d0iCeCq6Jt42E7RHyzRvxX1JharYykyCWFTaC6xfeZYYLL3g4Q3qk8TSO3hOcQ4v3yg2jdYqbDnnntehJEBXX0QhlibqJUWXTfd5Xbkm3H01Z/BNOc74nIRQVDRo7Krg4Uq8Aro0Ho/X6/WjP+9a175OrUPeX/WmkTcmR3vlxWVYAI/bqwKX2uvk0WrCrZw7O04g0DCsFb1O6KagHMYbpXKSmxvE72/N4mo0sRCpk3sQm+STKIF0egxH5xvw1IQ1lzGa5pmtiXSJGmtPzMd0FnVdb7fbu7u7i4sLXDMajYBKGRFFSyG54KvVCsbs4KyYfr8/m80QuFZV1Xg8RvCledXDEAKc+3VdQ9m4v7/Hbws2Ns5ptRRyNAjOdAZp/45SvQIP4oxUVcVUxFl8BSBtA3ZDZujNp0qDb2oPdCNbgBZxoqjcNCQTo5N2woM2CZPHBDTzHU0gWmp5TtROaYIjC2BtAjiyVy3RW/HtCr6BLg2MHpceJZn3fxTlFLi8uIALiouRKwWSSSyrw0I0lpqkl+jMJSiHNzc36/UaVn/MvlLt+aZBNGQTXMW1H4V6QY00Surr2AyBzWLX1/5byyaaRXWhkKQWh15HkuNPrgskDZLMGQyieLNLWIB8KCG7uWOHK5QSrrOju5+qu7xPz+PI1UwQJXEKxx+dhFet5wUyMWvc0Mjg4nQT7GJUK4+CNWdwmVf/5QgUYNqaKgSFMwkFX5dhAb5xT03pSNngQcOQVuqHetboUaIatTnsZv4l68B31349Woe8v9KNKa717McxPBqNwDBRWiTPNiJghUEFAkDjwY8zwJoQwZrkXR4GukHTkFbYM4o833wFHG9kcqPFGKFFEBO07Tc8VGKMyEnC/zIik8/Cn/b7PVMH9L1Spp7xIYT7+/vb21uoMUDw+Mnx8TG0EeRCQQUNmIEHgwHK6CBdyWg0Qrru4+Pji4uL0WhUYJHJZMIU7DByh2a9a4JOpDzjN3RqEzRED6M0gac4DlF/h3ATp7gCI+B7zgjuT9vwwcvQUGwUgdE8TFHBN7VnXCbVhMCFgkEDIYA7+C0YfLK61aBrAo6VWBwksXQtmZ6pVSoqUtnTv+pPzNUP4gxGu2LosoPvQmw4ueExYyQ7X3ypK6tA8/gJs8gr+6J4F12V+C+Ay83NzWaz2W63dV1fXFyklG5vb6k/IP4SEkKeg2YzJL9CDdjZjcEcQCVL6Eu1J87ExK57Dq/nPVV5s2aaVEoRZyRKZAL0w8rjZXNTD9T1wpfSx+GeFDCi50pymxApFpKGRl8i1X40fuYGxV0aHaOKiyHFVoZ9DDsAH6Ewl0KovCwuT1rfc3Of5wd9KZoVVCCDgG92NQl1hwKjm3lwzVDZNXRN9Pt9FufCcPWkkhEI7ozcwHNHo9Fms7Gude3r2zrk/dVtTJGmLjzscQilIvzS3TC76REox5oewOB2QUKNJEnWKomK06PRpEIbvsfuifswC0cBeriD01GLEwicCppy+b58neTRmVkCQ2lNQao+MsIHg0Hl1eZh51Y7SvIylkT5tRB26VbOblPc7XZA1QAiKEkNSkbwSLXJZJJSQrruwWAAejdM2s+ePbu4uKDpV0fJpCZcXdeYXBMQxuMQ3WbEahYGRfRkednd3LnpRke3EQHGwn4EkSD7gs5eS0QdhovYQhEMiv4wCwTRRnY7H6x3TJFRS7r35JxyXkwZZlZBIhIiBmtZ48j5LiyLBVCjfBavoO7yNiY2yXliApGj0AwUbetKbINvvXMbblrT0c9uK+xoG4wVlaIDZDNzYJNXvDocDqenpycnJ69evco5Q5WtPYSAVn9uFz0p68OnU1yDRBBytIF3VQ0uVj3fqxaysr5FFvWsbjLcshCE+HbBFWbMIFNic+J0UXMYTTY6TqhODXaM2LRh8z4mu1/VSlseJLbk0QclCfDF6qi8npc51YTyjN0Jl9USYxCdS8PBT03qF03jjKbguLVFVIG1Tq6eBexzkhwyxR3U/YJvuD9ACHEccGkztQukq/ZUUdg3FHZzmXSc7659vVuHvL+iDYjHmns9dkNk8NDjkNsrUBHsdoy3U7hAfByallQFBNm9tCapUQg7+CG4URaGeeJLHjzZKaF8KKw7gN2A4DAv0ZXJ45yezeRZZtENRDqC14774JhBJkHA391uR/Mt/NFZSlJXVTUYDOjfVJPS3d3d0dHRfD4/OTnZbDY3Nzc3Nzfs1Wg0ur+/3+/32+326OhoNBoB9A+Hw9lsBhM+eN54NNnq2n/at3qefY+wmxONqec1BYiEDenu7o6nIGUGMwKfNfjctbCcFXIBumlZdUUk6DNmivkfCPStiYz1odmRd5aQOLxmu1gMwUTdCgZITXoAzZlBTHrmYD16yRLiHmKC4KZc2tiicFF0+dByCcnhzzmqOkqECLll8X30Mh3YAk/r2uQK1U4q4NM5UmgFsccogVb07t27/X4PETWz/X5/OBz2+z0Ku4JcVKA6NlUUCQ11gnqeNVylS8dTO6lQu31N7dR2/oR+Bl5Ptw+3CD4XPyevhjSq3HIpUFY5triY489+JiHzsOfce7X/2r0g4eBc1JWT8fg6oK5Fz4LKLagw2NNooshY10uQ9CnAr3RDxaaN3wQ0F0PB6a4kz2wWL1wldRu4gnA3Uu+wmeClcs50Z0GvIHVHxTW6KQf+Qz63EJ4OfHfta9w65P1VbAXs1oOQifOiGIz5IXkevVqy1JmcIrwt8F8tAWrc+pMwX61Z2UHNbIoj6Z/lIUFTKww5MPGSZBKdH4LzDywRfR09j7MbfcGuHg6H0ROhoFeMMT0+PobFpfJgfOB72JhhZcG7IOMHSavJ67CAvY0OIChzNBpR96jrervdwqx4fHwMDgn8D9BAohSl60lWsugOfQwd5rcN6RQ7ZqnnV5gVcbxFKZQYxUeM6zW+MDV9JiGEyWRyfHy83W6j1JhkVB/nOgg/OAiJVgnf/HkBWcxBSWpRnqJbylVcNVWFyqpC1SBaIgEElEPSUQitkrDJa6HbFisrigW9llQPhWpRTGUBvnkxR0C/18t0xovpThIvwev13dlz0n7IdsDF8HWsVivE7CLTzmazgU+/qqrz83Nk/cfq4yP41ip4RLoFVgtNSBqbLghemYRqwi8VtgK7q4XV3MmgBvXs/ij1BqhchaYhVv+ExRJcW8DFVPh5TRRzOIZUFyNuYhKz0X46pyCIuhiaAcEpJWQ0QtA2eDt8CqEzs61n9ycobK29+iaHkd2A3lgsQxXCIBsOvoTe0nZf0HZAZhGAMkB2CAFuBzoigLPJPYPRga5CasgcbS5/XVy6LvC543x37evaOuT9lWt9r16GxmMMxlrYWYMANcWFyRm3xY7PUzCLCSpIaideE5y4QoNldiye3ENKSwagMzPXZmm1EFUBT4G2AZHJD4lOn0DPkQmEFiOagsys1+tNp1Mk6cM5im6MRqPRaJQ8VimEwFrZh8OBWagrKSJD+AuAnryESlVV+/0eR6OZnZ+f44S7vLxcLpeIiez1esiFcnp6enZ2BpI3XnYymeARwDQkVPQkmZoJcZmDrwDLRAuqm8GXOO3wc96TTAx63slrx1sED7jMkkgEw1JJzRE1Ege38OWcgQ8qzz9IRwpJL+wbz3W8GnUeyCEpChQM4hgTPhJxhhovkxCZVFcsgGNPcjybWAcLKNkG32qhLJYGJyg0VZfQQtWhqTOEJm42gRRZ1OkgFkECEV2wXET6CHNmAn4CZnCWXPvgYkFFrz1FOlYH9MPKY5rVM6b/5SjRV6Dqn7ljhLOThfkTmvl2ktTmtCb+43tx36DyXztVjKoUORvYlGqnYKVmnddi26SyxCAQcrL1oVHs2cmZGLxPTyrOcrKSmOf5p9AMRdC55tqPzRryBL4m6oo+PbjJv5bUiugAVa/YjIDnIBSwu5BV7HVZNBDsHlye2EuJuTEFlAQ+RUeePeeSj1LcKud8f3+vAUXFKi7WUWf57trXsnXI+6vVGIfHb7jtwtrdtnaYcLUVdteS7oqbO48KYGhzgFJ7Kjpcj/238qIesF5ELwzJuE+AaWVL8/wgameJnMFgQKgNKEaHb25aYmiZpvEpxoicfdA9iB56vR7qRJJgY2L0xYtvNhsmP8GODxo3AjppDqzrGlbw0WiE+0+n05zzq1evlsvlfr8fDocwiqMQ4Gw2A8QB0WU2m4ECRP6MmdV1zQRklRPHOVBq2sxi8jRhuOKlELtJ66DCCw4XNR+MKorvFCcroTznOjRt0kAngNGYteSRmtaM0MrNAu9Z/BKcDhOqAE2APIDN0Rs7VthcMVbmcIR+GFp5ram3mPgHNBpYdUJqkibgLDi3inKor1aAufyY5btYkrxA76nrusCg6Cd1Hr4g8Blftv04SBde1lxZRXb/s7Ozk5OT29tb+PRx5Xg8Bv7Gzff7PeMlTPQonSNr1v5UgEX1TMF3EEMv/+WcmoTqwnXDZ3EtUKL4mRpUMRScWaZEZGRFlChA3p/8Y95BBdgEU7LPhOAUQr6pZvTLAnCD6yTFAPKl+NwgBCcueSJX7XklsQrBLd9JSFzsKjuvcsKBDdKoOVB+ttttcA2WSp2uRKjrfERq2tdZGYCjR8yNJ5LOHiUqiW9aLCLetgPfXfv6tQ55f4UaLL664WJXAmok7A5iFcgOtWn00h0teXUGc5Rz8GTJeo2aYzUokMcJdszsqTDIAsR/C2gSxXULhE0TdeWRjrQxm8BQGnGxfTPzdIxxMBiMx2NUhge3BCoKcRtPLzoxZ7NZ8oy5MLTjPv1+//b2Fk5MRf9BovhRTx682JTS2dlZzhkI5vj4eDqd9nq9+/t7oBwwN4C/OXQHqRiKKxWt5qapjKPXa1YjUiBCLFg3E8j0PHNi8OzdzI8LGP3u3bvFYkFHNmeHOYZrJ5uCA0MQk50KTA538BxtirToaelJRC8N6gqnCoigQmhCtDUhTREohyaFIDRTSpsA4uR+htT0ZfMmhGvaH705390EIvMpfMfYtAGzcVhik66tqoW+yMGLxhOyVJ4OUruqS55rM3mDtEA9q6oKsQo3NzfX19f7/R6v+fDwsFwud7vdxcXF+fl5Xdfr9RoumtpzU7K3WXRCnUETU2VspSXhB/JhOO/Zoa25ky2LCpTcw0MMSglP4ovDa6o/LTTBurmGxjx3qozxmsrLBWivdFlReuHW0xfh4EePYeBwqSjqvqpDasIXIqI12TCTJJNJbn3HyPADRoDJnegH426vMqYyrBuLrgLzCgbYV/GI5E5OSjtHTCWBU6Y7GKWFHJjQ1B45jLkFvgsgbh347trXrnXI+6vSgJOsFa2FuL2el2vh90mqbSdpuWkZUmuK+abP80zPBhh6uYnzSDM3JZoXZsNfSZcMYnyqPYoxeckJ1k43M+gP2fNnZbGeRueH1JKAHEjx5OQE9O7RaIRgMh6fSRKzsHw67oO02bQ3885gcmOUAO4rDzBCN+q6RkQaCBs559FohJ/3er2nT5+Ox2NWn0H+b8wOjbKcCBxdcBEQKSrs4LEXmuoWZkT96TB/cn6JF4PT1ne7XXBdi7NwkPqRUBigchRzfXJygp9sNpsCzxH3kFaEzpDjRCFBpgh1ufCvPcmprEb9wv5NucX3KvOE6fonE6c/xTh7unfejaqLYkQe/9A9qMKZ4MJKon51sSiG0M4XKDy5UZOjwR7qXEP9I/jj8iwyxylULdY4vhyNRjnn3W6Hmqzr9XqxWOz3e3NN5ubmZrVaTSaT3W43m82ePHkSXEWkj0KfqC8VPNGQDqy+UQGseY1uWbgDHEG8rc67rsFiqO0xlUaxbHY1hjdkN6LbiRWYHh8fq4JBUVEsqJlP4CsotkTCyjb+jkLVoxSpLPEC8rLakmxCbglC76k8q3eMEQQ5+kL5+oWakcQPo3/CroVtCqo7VJTkNv5KAlvbqxUjz9FgHygtUfjfsKAXO154DHy3Wwe+u/Z1ah3y/ko0oqjCqECaQXysVgVhVn6surLJycTzgyaNJOTC3CxOyX2QyCl6ABOhSd+ru5vsoXpuRS8OjyqbUfy2lVQNDJK27OBVu3GQAK+D4IFGxgiNMbVnzUP6PzPreSGenmfLJoKs63q73YJhglerPbsf7MR1XSNpd/YIVP42hDCZTJ4+ffr06VPg8qqqjo+PGRuaW6bZ6AZj8gGID9SiyUknOIuSrAMhWSaHJVUdEwsxw6SoYJjZfr/f7/d4NOYiu1YAC6s58RSnL2LRtEuKA/ShlRCmeTEP9ShkG4oHTmVmM2yDNkVgPU+lEsVEyp5Q8Yte2KWWSiKU0iDkY3Ysi501iw6Tm67zIJC6kpzlfE1eEwRfKpgoVrcOURCM3pfKplnyjUDA2OHsTIkgVBDekISu1WpVezkepKKnXhHd7nt9fQ3XVl3XSELPDjCRheIq7ki6xhUn8XOWFsWKzAtqCarj2OqD1GVnLQSPxokupsyETxVCQDpF1Rt5gU49fs4NlvsbkGjPE2JSuyYk5dRE99RR5+QWXbfyfhZjq9uFrgVdILVn9+dP1M2ouqKyVrJEYCOJOyeOEqWHC8NtQSyksmpeNJQQmS9S9JZJEvmULFqK8pR0vZuA7+L7dusCLrv2tWkd8v7Xb0Sl2Pq5z/Z6PZh4lZVBs0dd10xZzftYEzeYExKCUwPtsag17HTM6Jw8nXaUxALB2brqwGXn+Sx0lUlLkEhBOSq0i/B1orOZa68ryRuCyzGbzcC9hnU2hEAAB8Sc3AprciJeX1+nlKbTKXqOkziEsN1uyWOBSXswGACv4LYxRnDHl8slbg5b+9nZ2dnZGcZnPB4jhzfQTEG5KaAJLdBZjNY9KUTCySICwMjg/qiNEt21zQHn2Za89mTyDC14tZTS0dHRbDZDhSAGdelxqPOOWQPZnR1L4kYgXs9u5aolGQiBTvTQTIW5vMyahv/cBPe1Z/cLThcuxhOqDmYQ9BjixezsI9xNCS2U/Nisk5LF2KbnfZSahW0ooNiCc2FNMMErUzOxDCF4Fjo7FwKv5HRTUeGAmxCvs0NhhdqHw4G5IE3wK+55f3+/XC6//PLLfr//ySefTKdTYCaooBAba5mTTRBSEjpE8dcgJlXuLXg12ptVPy+GvVgOQcBxewo4vMUulJ1+Bl2FAkkJhCQzcIU4ni+rWy5kvig+kJ3vdPDE6vwtJoi7WRtYU1SA1A9Sbkz3EIoTLoPaTMnkOMPioB9ULamlDG1oxvxgL2Wl3hACxIaFC8x9FBzeQuC5/3Cm2LcgTCT2NjaNO4+ul2J+teG3Hfju2tejdcj7X7lhw1L7lklBRz2Pg5QKP3hLYinXzTGL4dkkE0Juwm7dRnkyKTLgEZvcdd73SpDqIk+SHQKGaqgNzGRCyE5sFIR0y4MqO1MTOfsQVTmdTnEHmL1RAp07Pl4nC68GdJH7+/vRaIS32+/3g8Hg5OQEAB05T3qSfBAmQLzaycnJxcXFbre7v7+fTCbD4bDf74/H4xjjbrcDG3I2m5GQA1wbhapLbKEHTHHMVK08G9Eb7NCYfSIhjABnJ3kjVE3OlL2/v4cWkXOeTCZm1u/3wTWHXBF58JxmuhXMLP6E+ep5cgyKmXLWaVKtPYbs+PgY6cZ7UqicL1556jSNaNRRUlNicNMv7wBJwwtirDCJ6DDslIrb9PwmGlDRVQM8O2CO3jjaxa1MkEeUap3WBKzFrxShWtMjb6Ih42K8CJO1sW+F3lVgNQgwJ0uXOV/t5OQEXJTVarVer1GQi0/HSBJQEjjqFsER43MVXMamdR8N8DGIfSEI7Ob4V5IChY9uX8mdUzc9AjvaofmUAiBy7RQTyt7yudnpQJwgHX8zQ5ktrvrkwesArPxS5Rxfkt7DpaQ7eZbMLb1mqSPmGIE7a71eb7dbzDvvYBJ9oTt5FNMMrCG87cPDw263gxHBBEm35bZ4EYpBJZGXUSzf2isdOl10hTDrX4vlZp3lu2tfi9Yh73/Nhm2ORDpuUsfHx6Ap6/ZEs2Ly4gXqW1R8w5+QmKtGPiUJWAt2o1fK2AsOxxkoaX7E6jGsnMXKM4eA5MCDn6Z0k4KOaATx+Ml0OgXqBTKoqgr/pambB9jBM3+bWV3Xm80mxjgcDsfjsTmzBWZFQMbNZgOWNqGbmYHUAWw9n8/n8/nx8fFoNHr27NloNAJ0ePXq1Wq1enh4AM8baSKoZhAfw/JUScJgbSRo2mO1RXnionuwwTPm1eQEQsNYUX5w3iOQDlOmydSpY+CY3O12KNEM65eWzOh5NhtGZJoAWR6WnE3wfNAfFBvCb3kYK+0EXYViE0SZzGLWVSylcEQBaM8roQLlAzQAhWehbZj4/YmleB8+hRlgkhjpTXhEJnlUgiioHJwswLS4A/9bC9efd85uQOUqKJxUXGXJg0c5jFx9vMDc90XvmQmQotjc3d29e/fu2bNn+/3+9PQUuhPW3XK5VOpaJfWesrB3CnkoIGOxL3H8g+dKqqXWKe/JsSV6Tk2fiTXBN7/XL3WsOHrAx1jm3EILNQZDlNy0wc1T9QSmdcLYArBqWStS5jgaCr4LhZlvga3+0MoQGhzRYgzv7u72+/1ut1uv1zAB7Pd73fyjeFH6XlgnNkNxCIt7noUT+Z2Suzq5U6lsW8sNkoR6buLoMAflVTNpemhpUJw1fgjN/VAnVH/Sge+u/aq3Dnn/q7WepB/OYhtAdXRs8Tx4eA1sexqnr8eMCYvAhMeCk5WeTf1hgRj0hA5e/QF3w32Co64ovmOesriGsLvn9WUKOMJH634dnRg9mUwmk8loNEI+k6qq8DmlhMyyJiAVW39wCAhD9Xw+h38W0LyqqsFgMBwOlZ0S3K4MTst0Ot1ut6enpyiLA+UHVnMQu3luwQTOZCZqQIW5i6wMtNy03zDFuL3npInO0mZpukpS73H0MLCF6Y4E9CA8h8pDuMhVwNnMe4LDs9vtkqdFh9+AmhhhPSVBexs94zjjUMHP2e12JgcnHTXwSGDKOB1JOE6UiugJEwhKKFr418yQeqXX6yFnvDnQpKxGp/BGj9mleEdhYmiVTeIwrgKdpgLyciUqlFScwYEiplTMkd0GDKxM+yXlDVfyGwq8CYLR/gQJp8tNEi0HHPAXFlMUhAJGhMLJVDZslLQCvfHOJgoJO5Y8IXdoUa4PntfSxPPDZ3GCas/qrYOZhcPAbuhQ468HL7iIp0BaCK9rSaJSjF7wsJAs1uKcM0QO08TSYFHS/HGii802i0LS3odNSgXrUOScwSEJngISBXSRdimKL1EXO+cxSgQzZ4qIHzxA7KjZjesmpwlkVcfcmuA7eNQQGrW+6OS0QkqLRcEptiYc18Zuc03xcwe+u/Yr3Trk/a/TsGfpzoIj5+TkBJxmdbxmT/MEZHPwAte0KZqkOYteRpFwltuWorTgtmfAu1qSf/Nw5c7ORK0m+6P2PAvsRkglDOQ87Xg2tE8jdqmqKqQxgXkb6JZmVxwSrKYBCE4TINgUjL0DDjOzw+FwfX2NXj179uzdu3dMI4CzE4/gWYUBgT835wwLLtKY9Hq9+Xy+2+1OT09nsxnxDdEhUYUCiCQ0R/NzsYDdHE8T9MaTjLwUAgVOPZWQLFoTkTRDo8zNdcnDsGDihU6FI7byuvTmHgCAeHLig+fBKEg1+C3QM1LK4PWhOXDK6B/HZZg1+m1MFFGCA2IaTEflNHciHgbAARUNh0NqCLwD8VAWBVVtiskTlldOR9Yh5WLJrVzgUfxIuEzhoD1mt9OfqDmQjB1VRxWXcH2ZgHU1CfNBVLZ1JIOwxSrPK59Sevfu3Ww2u7i4SCkBU97f3yNv5mazUbkiGlM0X+wnJvZajjx/WzVTTbMbOlwKo4MHlqQWNY7fcBJVFcT3dTPWsPLsmdrzYuLUCsAoBa6p8Xg8Go2wHIoVivVCxxqjLRV6qs7PWeZnerrMDIXZD4fDvTRcv1gsUkoo7BA8qRHRs7KSVAXCNk4ZCJ7OKAmfB+pratrmY9O5kZvg26QwUG6VQ9bP9h7wrR/0gp9xTQe+u/b1aB3y/ldoiAxTyxkOD6AHwO4kDm7sg9y7iwODW5WJISGLXYr7JtG2+U6n/OCel4uLTp/NTpvOYuTm5q4wOnr4P1Ju0yRJzA24lpq00SQpBXGAKckE9yFTgpF/VVXB60oWLEZpt9vhuTj8QOZer9fr9Rqw27ywNmAoWnBmM6kXOHLqukZOANDKiQs/+OCDi4sL0hs4yBxS4HhFBjoXHF7FHAry1IAapQi8GkFxq8IwWXlByujUeXw+eLYTXgMUCyyCC/COEDxCT5zHGDEyXpTbg7kAcwBnPwQb2dDpwgbQB4u0bsYs4nUIXHhnZWWYFKtHt6ntmBkcRIfDAYEBQC0mZm9ksdxutwAodSszWhYNEIoB+6De/yhJ4qIYcbmsuJbtMZ2KfyLgTu6oSZ4eFINpTtcuFrUJLY0KmAlS0TfKTbXBJFqO2un9/f3l5eVkMrm4uJhMJtpnJCjEiktNni5vTnRF6QoSuWFCf1LJrCV3XnQ/gzVbAbn0X936+L7JiV76W6LbKBZ0hW5BGjbY7ByJJFnzcTF2M/WK4CcFc4/f84ZoavDOnsUF67eQJXiEcs63t7eI8dhsNlCHopf+DSEAeQcPFQDdK3gcTnZ2TfbICrJZ+I7sEn6FZyVhK6mk6YLl2jFH3tiiOeY6dPZ+8G0tb21xjT5L5y504Ltrv/qtQ96/7HZ8fJzFZ5fdJAMMQW84N0FeqYY6870puk00N7PacYcNbp5RWx0+8yAxM2Jc8wBHxMmZ5xBUHI9vCNkrzwA4HA5xRIH6HMUlXXvRNZ5G5igEWGo4HCKHCYglANC4bQiBhSrNgR2xOI4WJKOtPMQTaG+9Xl9fX9/d3R0dHe33+9vb25ubm5QSxhmIk+xnvAWIEIPBwMzAb2GjPZ5zQTM5X4fY2oTTyannSRm8QHchCXq6EHfyJCNyikKAVrINbbeHwwGKBMzASm7BawaxJWO6MddwFwBGm2S5CW4u7XthUZUozAV6tdlsFovFg5fqBOZGB/jWnKMYI5wJNFTTPkqIHIWxDTlkPCvmERmsQf6BJ6TnDdSU/X6Pz1wIlZTsjh5FmiSsk+soCn2FY6gAN7g+U3uIML/HrClULbYChSYppbu7u4MnhyZa4uyTVJDF2JzFuEiI034E9JZacv9z4i4vL6+urp48eWLO1IcCgLpdm82GWhAXLL6pJDqFHYhC3iDqTU02jkl6E30pdjgJtyeJ+Z835xOzJEdKTWI3ZcmkMBMkXyfRPGseTQm11xMgjsQWARpVJSHvUCwPnv8R6UqZ5pI9p9hQlzMHqXA6Qd6QfB3bFOjj0XMFUm3GNz0vFcQeBqcqQewfvAYtwDeuh3TxGgoPO1Y3S8NypgrwrYLXk7paKu1BlCV7P/iOLU5LsUx0HSnsNtF2ujzfXftVbB3y/qU2JoeiUYS79snJCfdKbi7Jrac0ikThnnJX4hZGKMytkxso70k4TrQBWjk3ZVh3YozwSAZpSUptJ3fFkmQCJIT/8pW55x4kf5bJUQ0IBQoHLJdKoTY/7xFaBJojABa4yA8PDwiCBH6CTQiYkha1/X7/+eefM59JVVXL5XKz2RwfH8/ncxSEBwuclrns8Ys4HWOMgHc4O2EUDEJw58nNt1YQxgNMDxv+lgNiTaDGz4XawxOdECe4CQrHOX30EK3VahUkHQ1AFQzAoLDDhEYjHFIQBlftGNJXOd1cExQSmT08PKxWK+AGdgyRlGpFA/DFZEHqaGnGDSspLKLqR/aY2igOBIJU5GxB+Wuof8QleBdqcfgvHqqoLntuFloEOfJ8OuW5kupL5koRoeFBsnErFrEmmNB5t2a6awoSNXBCcO2GKrfF/bNnzMjCBIM9FcOLvyJWb7FYgEDFHwbPA003gtomidjMiRn6vW47vCfNvcRMhSRzV9HdT9dFMTj8t+dZhhTzEVbyJpAEXUqU3koyrnD69vt95a2WIIHgWi6FM7viVMBufEYPmRaJo4FtFqyeN2/eXF5eBudzc6K1GAJVMvKCgpdh6nlBH10pzGeF397d3WGLxjXQrmGAoC0gSlRrbpZx1YmgyAXXSJOTtXiByrC9B3xn4V/pl5xKxdl6E0o+utqB7679yrUOef/yGmh8SYpH9jxbCIFvsWEl98Lj+6qZGdf8REli7TaxtvJ0NKGmECXwfAVFBHANFewPhwMSApKJGzw1GI9PcxYyKd1ZTFDWtH+gZbHl8+eDweDs7Aw12EEyUZN59jCj+/v77XYL8gMOFVh2QRrB6QvY1Ov1gMB6vd50Oh2NRggWxJHGxA7I6mBmTJqOhlDL+/v74XCIom6wgo/HYww1aN882/giuQW7rclhNQFnxalTSdiZiU0oek4S81TWnGJeQBCGSb+/vwdvBzgAkQMIyWL3IGn39/d9rxKKgEjEpwKRwwpuDq1oliZ45UGYUlqtVqvViuRgmMBrT1Bozj2A4RDQgUGZ2bWFfr8PIysgBYWH3xAoUEsEpwj3X6/XDw8PJycn0BhjjEj+CAdI5VluoAko+NM5ysLAVoTBoTNBh2ik/fAnoRnVoCNvTfBNhGGO/wiD8JrEMbpwFHYrJFV50wfBUIrpYOJFSPvd3d3f/u3fIocPQF7fC5GGEEAfwsIh2uZzg6vxSfKO84kmSsX7cJhemaXppsFZUFaxQucgem8l6Vw4CFykSehtHM8CuOMdsWPAHRTcKgyT+YPnzq+9vjqALJ053IFJ9ALsjpI1yMxWq9XV1dVmswEjLsYIIzr6wBMBr0D/JA4R3JnhQOYmlSxVcvheuGFVVScnJ30vQwY9XLcvjAlLJejQFR8oadnBN2lF75tlvb7A2aGpTRVr7VHBVhnDXzvw3bVfrdYh719SA8kkifOUxGhs6DT58CfY3PVcb1tY62asmG5beisepfA59rzaOYjRIHgcHR0hQRuOnAI7mtiokgQeBScXYu+mDamwV7FXJrgB9tfT09PpdHpycoLIIZiZK692CQ8sIh1hnwOqS16LGD1PKQ0Gg8FgsN1uX758WVXVfD7H8MYYJ5PJw8PDdrvFaYQa6chhEr1OG0Aq8mPEGIHVDocDqs33vd41DmOctTiMcZ4VsJsILEsR8iAxrHoxbgsrlNrk0HCwMddNduNccI8B3oJWzMrzcO/3e8w70ENupeng64xGI8Rc4sN6vYZwgv3Jw6/24iCh6fpHZmiEoprZdrulAsbA0+Rk3L7UBCFPtCd59GrJQJfFMxOFrYRubLdbpGk3s8ViUdc1/BL4LZwnIE6Y2wIZlBal0GaU1NeKEfmlNTEBHVMFLDB3ghf34Z+sBb6D0JT5K6AiNfnzDsR87EBs0pbajwNmHQwGVKVwE5J8rq+vQd+i8klkU1UVVsR2u9UnquKXpK44/8qRydK4sejWZAKnaKHPLU2DLXjciAoJRzs5GaPAbTryuAkSXzJ+Q2GcuRMDFmho5rgb6FuIEq49TCJ5BSvakmtv2b0u2CTv7+9B4N7v92/fvr26usKqgceG8qYTSo5Z9mSj2U3mBOuHwwE7cHI/auWsd9TZXa1WemQkKaQQnKjNSclNXY5fhqZSx+GNHqpBK489hrNN3Ca5Bb75CP2cHwPflGGdeuznoNh1rWtf/dYh719GgyGZ2wTwB1Avdr3gtj3+JHs4PDcdHg888JIUCQtNywF3VR5jRC081HueO48ED1ClD95gHdQNMUqMHb6k2V6PMZPomdxCmXyF4XAIazfssoDdPc9/B87D3d0dKqcAcwMiwBpNw/x6ve71ek+ePBmNRsvl8ubmBvBrMpmcnp4eHx/jdTAL2+12vV4fHR2hICXzeEA12u/3IAfjZAWrhNGQsBvhVOv3+0DqRZoajgxHrOdhrDwkMCCEpFn4x6EZrsdDnbpQFm6xnj048uGexosAXOJPyv+hS6QntXXgiDczpAKkY53doMmZVkb8arPZgMMAPwCYLfxh5QGRWcgPlRRIh5YFcYU1Ef1/kKqcJqldsiecGQ6H9/f3s9kM6hbssnB6gIAEDhJQCMuUxhiZTK09ZQRSSbjgikgUf3DSC6xpj0VYtlGLLit2gNdzjoKo3Nn1Hy5na5JArKkh6EpMUvzIXKvHhkN/F/CoOS+cb8c8GGjchTiAoaVvhKbKzUmkBKqcKyLkOFsLdhe7WSXJp3WCyEfSjoWWLkSdgas1CyU95wwjRXbmxmw200UBpEvLMeE4V3pwfhdZdtfX17fe9vv9ZrNZLpeQz0LN4Gibo2eaTrgdYdXA+sDpiM79M0mwjQTtqOb7IEWyqBtwAXLEdLR1gVgTc5tYfNTaotfof9tg2lrAWn/Vvr74lS5JMxsOhyRHda1rX+XWIe9feAOS4IkFbglspUwZ8eD1upO75msJx9EjWc+b7OaNWmKeQjM9VniPCQF7JYgTQD8MP4K5FMiMsKOSlGrmrmq8C9kmtIJnQdvW3CVxTa/XGw6H8/kc3O7hcIhSkZXkYIbBCeUYyfAGVxI0icppuyklBGXiDDg/PzfHfLBX3d7ewkR9f39/dXV1fX0NQ3XlIYMosY4Mx/1+H+xnIH6wL3Bs0PqVHePi5wXWIYzLQl0wgW6KALLXeQ6emjA1yQxkhihSKQ4envfkI8FcXVUVxI/cUygVrL5OWiqnGHxfpCKBsRxxqOZlqKNTn1lGJMY4Ho9hz0NPHrwiPc9yk6MXyAlaVnRSSnYDvJlBv6JzRgcE8rNYLGidzTkvFovNZnOQepDT6RTsoINnJIR8UnPgbQkXghg+2U9ldmWB2o9KuCJRa4Lg9nrkDysJ7eAa4Sgp+tFthHemfkIFPjfBN367Xq+J47k/4L/YiFB5yswYparYFLSrg2fb5LOS19jiYOooWRN8c6fSrppg68ojB8JjUF41N4gHNxwd1WL/0enIHhfI4aXgcX+rvXYVtsHFYoHfHh0dAdhxE2MkLgwE5GkEr3YZPfhhsVjc3t5uNpubm5vb21tzqjccnrTfc/ZhfQiidFH5170ie/QkXaMcEHzAbN7d3SG0g7qWgmCONj9XkjC+MPHonBb7mG5obcSs0/0zNFVOtz0G3Dk+fJbut/h5B7679ivROuT9i21kKWD7ALYgRQHbHDdNUA4IF7hPWYs6nIVkCeCCx1VSslFxcHIiODuGCwAlQwjweHLXgycaYEVTrWXH+pVnFOl7o1VVoYw1Xcm0cY5Go/PzcxiMlduNO8Bvu9vtAOyAuVH1g/YVEIKTs67Pz89jjG/fvj0cDqg2n1KiD9fMYJ1lwbm7u7vXr18/e/YMd55Op+bqxHa7RSHM6XQKoEb6ePQ0f1kCGR+FCFGYOUFsOdbEEEnoE7y5Kk5VK4NEFA9JduZJcnInz2adjuBZCDTTHyYXug2lJUo6RaBtqBbErBQkwHfO6YNX+oDlj7xPnvFR8j/CBg/vAQNhMVkhhO12S/RTYAI4KDabDdhE8/m8qioIBmz8GIT5fH50dIRJhGcJFm68l5ohaeEO3syzx7CqJZ9uTZK9SrsqnJzQYt5zE3zzAq4stb8qiOf8KuagYFizRk8BvilywflsXBHmuP/8/Pyjjz6azWaLxQIPhYpFUdcQW/5QlT1FV9oNqiiq5HBakzfdu0yocSZKV/RIPr4dKS4KdnOTphJaekvPM8awh5wImtKx6SXPLgo3zmazwY6H3ZKZYQG7a8/Izu1xtVohsdIXX3zx5s0blJVF+k4sPe4qoany0XNYOcufFhA4ncydYJwjSgW3nSg5+GHaQCBHlKDbnqceP3gi0SghktxDVAgfBd9RSqqpqKvsUYazFD9ug+/QRPOhqdBypejCKR5nneW7a78KrUPev8DW93I23HHAZCDeZTXjygNckpeo5BZmzXLNxHPmOIxmOZo0ooflBXfjMqifvyLai16IO7i1o/YwuIPXmeNb4FDBrwqSSbFjoulvgYGqqoK1G1ZqkLMJu/GIuq632y2R9263QwAf+Akmdn3yduq6JgJ78uQJMR/w93Q6xQk6Go0QgXdzcxPchr1arXArsIThnOVALRaLXq83m82Suywws7RL8ew3Ob2I54oxwedKEl+oQTd52FYBOrPkU+frWzPnNMLjaNMFQ8Acu3Ci+SWhMBK2ZLHkgRB/cnICJI1+Khhibhk8ervdLhYLkFbJW9AYWYA5ntl4KPL94YBHFsvsudsgUfg5QDNfHykaxuPxbDabTCbL5RJparInXT4/P5/P5yCf4NEIwQTLGXGEi8Wi7yVOranYKHKNUkFTcR7fQmXemv6lYuoVkRS4wQR2UOqsyTCh3ZHyEIQNzJ0hNTPrcQPRB/FNae794IMPnj17Vtf1ZDI5HA6gG2EXwvrSV4segsmtiZrezwBPtNTSWFBL1khenMT3An0vN3UP3U75oOSxzkGsDDqeSbwEdP7EpgeJ2LfysmIYHHjAsAmEEBCLYp6StaoqJM2EkGDX2m63X3755atXr1JKi8Xiiy++QNBIz+tNVpIHlgwcSkXwGvUmKJPRCw+ejJ/JECEbuDlNJBxGbAXwdCGMJ7TyYiHg0jxxfvY8/boRZdE5FXzHVm779gQ9irBNEDP/bS+ZYmWZwHEVb4XmIYQuz3fXvuKtQ96/qMZoGPMDhsSMnpcFyZ7BysywM8LmTcuiHtU0zxDNYAvO7nOE3REGxSgx+7gPH2R+wOBLnIJI35ElNginAouPEOGhA+SpK1jhqR+FdMgnAlGNRqPZbIawSFTM6XmWXGzfYPEihyAsssi5kYUobH4+kSW8WCzG4zFIMjiczKyu67u7O4Tzw9CevJwKCOIIb3r27Nl8Pp9MJnjBJ0+eDIdDJKXu9Xo4aKuqms1m+ABqvpJM0PQst6YLlReoDa84d3V+CwcCFRiTM0YtrxhD/gQTAcSJw7j2JNzB0yZUnii99tyCHFUGjzJ+i6ogj220uq4Xi8X19fVqtQImBhaxpmkzeDwx+gOfD+A4CUuAL1gC6Dl+tV6vh8MhZhZicHFxcXJycnp6ut/vmVMFjvv5fA4xxn9TSuCgV1LTMcZ4cnKCR5uUXeREmGMCOug5Kcmrw6itlPOiJsNiNyigMAezkB9zL1nyDKGFCJGZU0yEqgHBLZEFYLUm0sWLfPOb3/zBD36A6oxVVYE1QTpHJcHBQcIScIeqWVqIyz9JRRVuVtHzstee9i4IpcSalcV6kihat7tC7PW9VDNsjwlHWBdgzhm7wWg04isAqmJjpDoB8B2cW4It5eTkZD6fQ6N7eHh4+/bt559/vlgsbm5uPv/88+VyiZ7Td8RA5+zc8eBxCH2v1FtIkW746Dk0WCq96jSg0KKfeDU4l3LONMxHT8Sk9gXOEQ4OJW4FMTmHpoJnLcjLgW1rSrwmCCI3QdK5qUaGFsIulhs7U0nQC6/pAi679lVuHfL+hTSNxSHygI+SWJmHeoyRQYQMD4I5k2QVbknWNC3QWsm8foQa1qySbeIrxz232y0c8cDE5ls5LZrcrA9Sbi14VCXwU2p66oPb0YPYKZNzEsbj8Xw+H41G/X6fFXNoAA4hAHBjKGj2Xq/XGKvsDRZZxq0i827Pi/PhLCSfh9ZxMBCA4U5OTsBjwUmz2WzevHkDuAkmBj5Mp9Ozs7MQAjy2uCCKx7bANJVTJPUM4Ae1DCUvWm7NIufWQml69PICmCQx75XUSwpubK5beQa0z30phBS9ck32mEhmaVCqRvDoLvZ/u92+e/fu5uYGtGBIIJKcgHMP4YGKxW/wRPx3NBqB3197LQ/zlDuAmOgGADQ+oJ7RfD43M+RU2e12eARqMSbn0qA8ECnIMPvRkgeXTnZyOeIHVFkljDM3T2Iw1fOgS77t5ShaaFrp2ldmCaA0V1b1eqBhQswClBSYhmvKBKZob83s/Pz8937v9z788EPgP4QEzOfzlBLINtmpQbEZmomX7XuaVL2/OmqCg/XKE/PzYogc9yKagfmy3DoICvGC0b18tGS3F4suTDWBF6OhK1Gp3kg9iQpcgKH4FwGR5hvaZrO5vb1dr9er1eonP/nJ27dvoYXWzSTowbNu41faT3MjCEcSE2FNhJql8fvK0wQFTywLshY9Etwqo8cNw7sIuh3FLDhYNz9QlMrP+2ifKerskm6GWTA6JzSLXcaaCjwvUKluLxC9m541KgPFxR347tpXtnXI++ffepKpKkl2VWZPMz9fsc8ymI98u16zpA6No8VmpPQSnI4M+MNGnyR4Hz8pgDiIv/1+XzPBMbGJeX5AbsTmHknaKZPzFoJjbsJuHoHY/VGwBrB7MBjA78+4TAB9JhAE2Xq9Xm82G02bTev1cDgkDYD+hOPj4+VySZs3EB5Otew2HsC44DXeTk5Ottvt5eXl2dlZSmmz2axWq7Ozs9lsdn5+PpvNAPEB4xCLxlrNRMw8nxQcc5r0LCEk0it5yFEqTIxeWTJdcBA4thhAaiaV5FPnI/qeAxg/oe2NDg3VGXhbdmY4HMKdQjQMbHF1dXV7e4tBhgEPRmgThndKaTwej8djiDpcEFCKUHvy+Ph4vV4jRBKaJ9Sq7O4XLA0M9XQ6HQ6H0+k0pYSKpFdXVzFGMExguQSkO3iOvH6/z7zmwB8A38ycE0IYDodmxmyVatYlygniow9Nox3XKYHI+3YGBTHtv+pcm2AXghsMSEHuUkCm205oAn3FQxCV2Wz2e7/3e7/1W781Go24QKB4r9fr8XgM1Rc3hA5AxFZ7Qcck5dnZE6qCFONK4hfRDWp6fF+KbhK/lhrddb2oDwfdsyYg06HuS+FVXRfZVSw1z3MouK31vShvv9/fbDbX19chhPV6jfKfb9++3Ww2iEXhciNFJ3kWKfOUmrSMcI9i57kTwmRQzCD34dpjHqhVQm6j1FCrnDOD8+XBS19xQ6Z2Z810saT4c2zVL8ch4rFSyHMhb8WK0MsUzWfRnUxcfLVEPugi4tgWs6ZCjn8HgwFccF3r2leqdcj759yI83iEYJMllVlNvJXXOYd1OXo2DJOAFRowknt12UjSAIoKXpfEpFK0ntxJWHrmxUeS05fV8sH915pgHYcHAChuSy677vuEpPgvrd0wcCIZHzExjl6gbcBunGSwaKInPINhnmcqFRObDeKHYHAlDqiqajweA+ellLAL73a7Xq/HTM9AYNBbJpMJFAMwiQnXjo6OmB8gSMhgaMaBWZPPnZt2cU6fqkxqWzKPDagliZ7KQPQ4s9BkiwbRtfRZKoE8dytn87PbNJPzJ9EjtFJKQOrINwLRQpYGsLpDCNQbodJowZHnz5+DQxzc8odAXkS7Irx1tVpBXwohwCmEyzDLT548eXh4gJGbmiEUpBjj2dnZeDxGWkzKZPK4t+DefLCG4CgAEAnOqwESMs+8ofQSyrA5XYduekKWIJY/E/TQbpxilY3iAv0+CjWC8gyBSUJczmJv1hvWzZI35oASYvONb3zj3/27f/eDH/xgPp9nD7ZGTCpEHb4d0L6p1BGKVZ6WjrQQPpf7UvQ4RcobXx+DDDoQ55QDzgVFxx1HQB0OFHvy+nJToU1CX1HlQacDowTdLDgRCzsA1+BqtYJXbbVavX79Gn65y8tL5P+h2oCfm1tesL6wX1VO7w7NujPqrTJ3awRXpwvJCZIuScUVP6RNp9gEim9Y3948ZOXgzdweRBs5dfhi0BQoc38LLSM3vy8kU6cySYQ675mabkO9VbGCspgn9E/8Ye6ynXTtK9k65P3zbAAr3D7MzyHACHW3mVl27h1MfdxBglSLNMfQPU9TVTmFQ6EwbRVZ7AGpxbRLwoCsPewSuxIRD2Ffz7NQc8cn7GYGa/WNKrBj39BnVKkcj8c44JnHMLtyAjI3DKug7SJckmc8+g8vM/gkzA+DyEKSU/EInuXIVo4BJPJgdR4ze/r0KdJ+48Xv7u5GoxHyZqC6JwzDBNwm1imiW2u5uR89lvBfGrB10LLAbibcoDAQGtLGb3Ks8tylDKjlmz/hwQwDmHbA3Ax5kJy+ldOaURYbLB3ccLFYICwVHgDis+TpIHCfp0+ffvTRR+wbRH2z2SD/IKjhOWfEcZIFDi2IOQ2hIAEI7vf75XIJ6Az9DfEJTLMDYAEtF4B+PB4j4hZdqqoKAkMlAXeDSBP/BVeuuJaplhSKMdZyAYILSG0tI5+KBC+wJnBX4BibpNtCwLKg8yBcW15DQUJw6re+9a1vfetbz58/B63o7u5uPp8TKaaUoJGSgQalizcHbqNPjPok5LYSnpuqKxRUZm2HKAKYMtsMB5x7URS3UhK+lkopCRLwdeimZxLkYGaYaO6EpHQHV9gOh8PNzQ1mfLlcQjdbLBZQ3dfr9cGTvWJs4Z/hIKsiQYceLq49aRWRImWpdk45T5DsORZVhFRadF3rts+55pI30R4xL9gPKTwPXhjIhCakIe9Zmgq8CnNbhnNLHdUL+NfUZPPrqoktynhxn+J6XQ5cCDHGrsJl175qrUPeP7cGwKffVJ5SGlZAwuvKQyqZZDo0SQipSZ3kUaHQmU+hQ5MORwK73LQWRKF+BknLhUNUTVBRPMjR3Ze0dhOdmHATuZUHIaXgZELS7p5nVMSBRMAKvjVC61BIeblcwhJJuzIPV6A3agLsCYveM3117YXTCRB7vd58Pn/37h3GB/xg/BbwAvrAdDqdz+coO09TGQ7s3DTkmFi7iT84ZWpx5AxyVHkH/oRQo60y0YJIJzhnXx8RPMsvJ6L2qpCMH+CBpFKkfSbuT+5ohpEbqtH9/T08EsC4QBL4r8kRC4XnxYsXgMXL5RIz++7dO9wTNAYSVRHySPNb5dkG0RlISM6ZteUBxBGoAO0LpRYBJfGa6DMCZ5MnyE+ef7pyxi0QBmIDVKohmZXnmAvigNJBs5Y9LzwGqa3pDAmC2q2Jy/Um2es+cr0oainuwBkkTE+SnTrnjIjAFy9ezGaz29tbLEzibKR4xxDRAlp7AVQm9KT9G2PY83LomBHzGFDuZlzm0YlAQXJcmoQao6t4Hb5y9HBACn8WjgquQZ/hUaGxNsYIaod5HhJ0Hvx+dpgsEWa3XC6XSLkNwcYPadjGgCDeQxOJpGaudL4CZoopdMzpJZQ07uc0jfON2tLCm3P8aUPB63BvKaBwz9OVcgA5Wcnj70OzHmp28gl2RbrditOn3XRHUrFP4o4oTrdivRTo2STReHsp8SfU0HSX4/07y3fXvlKtQ94/nwbkp7sJ9oK+10LnxoczJnnBERpTaw95sebRm5u2AW6dxZWhxW6kQYV/jVJ/26RgtSIzHt48b8wtB8qT6Xvl7SDR9CY2MHw5GAxmsxk42aRLBs8ygTOJCUxWqxXo3TAv8T6VV5JHagvcZzQaEdxTc4BBHQYqZPiGxRQ/BMX87du3YLbgIF+tVrPZbLfbQWMZj8co64MJ1R0/SIvC5bDHkgfzSmu5aDkdOq3m+pWCFb0JvsdoqF6ECaL/2loGoSCGNA05VWzHkteh6W8JnpyEYY7A0EzdDYupwu6qqiaTyfn5OTwSiEtDJZEHr48IwI3wVnPtK7upHhiaigpgPdVLDEi/34ffA4wgNKwpMPI3mw1g+uFwWK/XlWTyUYQUJdNicL0Fl2X3QlAMikWn8xtEH9MlyWHkT3TkH/2tCbBAf6J4/0NT8WN/FHXp1AMzYcCxHL744osvvvji7OwMAwi1E0XRowdqwwINPdk8u//BCzSCQaGdLPrPjaWSfDu1BJwQN1de+KnnucOJv8mj0FWm7xjEWkFBNVGfYNeAN487yeFwWK1WvV7v9evXcDlC7YdwQsjNQXZwlT7nDG6S7oEk2+Sm1pQ9j9N+v4dFPEkwDNe+fmCMO19HJ4JLu5awyCDkE5gzaOcuZLUWTjx3syhEqSiFHbidHrxqvQotbx6ayF7lVo8nlfD20uC/JidmEDuFgnU+jq3ow6O7rt68s3x37avTOuT9c2gwC+FzcexxP+VGCbxCM09uAms9obl34AJYkhQfW9ORlwW+E6DnVmkJXF+c4grjYtODSeMWs8zyJkESmBCd9LzuIIxqk8mECQRxkKuhhZZU2ERXqxWPN27EMBH1PYU2cABye8H+RPPYcDgEiEfxcBSkhNE0pYRy4sgmjpwYtVevRDAZbghOpzkDEid3bGZIxIfkPvHiYAhigElNSi7ngti99hocekjoEYKprD0riB6ZuWX/wwX4U5JUJ+ZUVyAMRX7EdvwhnxicgUMey93dHehA/CuDt/Dug8EAhH5oSpzWlBIgtZkBtZPGA9s2QTAEg2Rxpp3ueY55QnZMKEADbgXpgn/j+Pj42bNnIKDjzoT+y+USnBZzNo45XlRaBf3skH/qSGpdK8CBTqJiDsVDOvjtBVV8GdwNUhgaCznhzOIOMGECOkP9gG8Nz0Xixaqq1uv1/f09UwxBiaqqimrtdDq9ublBmnwmdiTWTClpCUY8CyZbpS3hXyBXbhpE57hhcOis+VIoh9yUao/6TVICPUiQAz4jMSXuBss3fGiI4kU2nvV63fP0eTFG9K3vBcVY1wl/woMgVyZRm4q5ddvEbolrIGn0CXCXoOtP9WH+CRsXHk0beWiqVdkzz3D7VStvcD9DlPTwqUlfiR7OAWmnc4BbCqliuZktPjTBtKqF7FuxLqJktikkmX3ueSYWayal0dfXFacbL4clSjBMbipFneW7a1+R1iHvf2ljYTyCXewIjAJMwsStJTtEsYOEFg4O4tc7eG5dIDDdBPPPbHo8BE8ywGPPHAWymQCLygNDAXr0rzwsuSfy+ME49Ho9VJ2AfXo8HoN4kHOGVeng+cuZuhtoGI/m4yrP2WJmOI0OhwOygKeUVqsV2NhAh6hznlJ6/vz5YDC4vr7GzWnDGw6Ht7e3iCFLKc1ms4uLC/Rns9kMh8PgxM3kXAu8EQ8wa3r2qVnpiaiTmCSESI8Bax42WUx3+Cs/0ApI1Ss3bT+8HuclPfVEjdELkWanveodCIxCCMwiAqgN0HZ/fw/stdvtFovF5eWlsguSM8t7vR5iAOAxqOsaelQI4dmzZ9CR6roGw5uEIvpbSNMHmEPUZpYcwz3J6YFZBhZUK2DlpUYheC9fvkQWQmTvgQ4JGYOKlV3BqDyHRvYABqIQE5XJWuzVKHGQoQW+FWQUgIM2yOL74hEF4lEJ5H3UqKmiFUJAxaK6rne73fHx8XQ6zTmfnp5CNRqPx4vFYrvdXl9fI0HeZDK5uro6Ojr6xje+gfQm2VMzwYhLmGvCWQohUL3hpsTPtceNcMQOXnedmhtxW/Ys7xycKEYEcyMup6P2zBt8InsCZhSCRswMmwzQdnCjePSwEHMeCOady7b2MBuaotFt0JMUayq/HEsJIB7SGKUGZ/RkoMnpH6r79Tw3f+ERjZ6gMAlphKmNOB0qjVH8ALwsSxiSonbEclAVUYaMNfWKtrhyX6LgFRfrYil+rvLPXavYoPSGBaxvn5i1EPb0YuwVXarBrn0VWoe8/0UNAM7E4hvc0sBouejGPBqf6EO0lpuM2xABn/lZYnIS01ZqzZ0rOqnX3LQc3EBOy7GieRo2Kk+TEoRNDpsZMFlomh9M9mKcCjQCgWyNapEhBIRCHnnDQCGdC0rkIGk3fL6EvCQy0jzWk1zLuHPyzM08bA6HQ7/f//TTTz/99NPr6+vr6+sY4/n5OTAWbHg4XE9PT8fj8cXFxcXFBcgtdV0jEnQ0GjEIDGbaIMYknaPgtBn+1wR46ZnHs4QQSm3hdKyrSSm7R9vcuE6THi2ClB81bPNBZGfWnspAyZrsJ6+kWR0wHajo/v4eLKC6rpFDDTlDkldLIfaFejYajU5PT1NKt7e3d3d3s9ns6dOnmKPNZvP69eurqyuYHjGhB0+ljLP/5ORkMpn0er3r6+sHLzWCPrM/yauQhBBIZAJW5roDywgkb1ApzClhSBMJpgHo5oTd5hCKC60YMbysYpdH1arQBNxJCEWEj4qS+asCl/BZuWUpJKTIEvDwaDdijNPp9OnTpzFGjG3lJQW++OKL29vbly9fImPm5eUlJvT58+cxRkwltFw+Dh4GgFeAaaqFPa/npVksAVIPXpmFU0mjdd8rBykso3jTYHHwAkaEjNmL1HAb5J0fHh5ubm6gVECwub8RdmMvis0cnXS/cMYZ5oGOQf3ACxbTYZL65uA13isvagbqC9YasTUALrLOk5SoU9mX+lPYkbBCkwRlUknoSa5AlS4FzZXUEMUxVHthI4wbuUncbFXOdX8rRFdhcXG66SiFph1axZhd1Ukp4HsQ27neE5+jmNX153wdCFVX4bJr/+qtQ97//EYcSUMIdlUFsoQ1yeNmmCav2KTQsngJeUYSZbo54O8rfSgFmRgru7uZDGkciugbIZq1LEbB2SPY8YFReA5F8SeaYxRNSsDRgB0aHn8goeiRQGYG4zRcwAieA7fbhKkMFEWiC/dN4gz6uGGUBbiHVRi2ui+++AJm7NevXy+Xy36//9FHH6ED8/n86uoqpbTdbpEdDzZRhGPSWIWKzdZMy6Ubffv44fXc/aPbs9UxUnuYGieCN1HwnZq5ZYJzZ3koYtgVGFGt4uxnSUVHbNfziCuCSMwOjl4qhw8PD9fX1+v1Oud8e3t7eXkJhzuyiLC2PMX1+PgYhYdub2/3+/3Z2dmnn36Kau2vXr368ssvr66uQLUE6EEMK+QNYHo0Gp2dnT14RvaTkxNzG2FwPdbMwAhKHgtIAWYuQjO7v78HmxncJODFqqpgA04pIXPcwZPoBwl9Ns8aRKlWMBHF+9EGHJwdLjQFiyZwpH1bxQoqFY8+iBdwdRQ46XA43N7egjHFdJnQXvb7/bt37169ekWKs7Yvv/wS9zk7O8OKODs7A6cOPoQYIzhdkMbxeDydTtENKNhQz2BUxoxoJSNuJtlpyjFGpWVDrrIHA1RVBc40BRhTA3mgOUOpUIvFgsAakknDsA4dtbgorjyd3OyBhiYZ8U2MwZwsgmndKPhzeJMqz4GYPAkMJYRMd45MJTlhKs9Sj1mg3qKwVbuUnAhH9Tt4upLotnxz2kzOGUwkMIKo1kb3fcWm2+F9OFs3rgJhPyr5+i9/G8Xpx70xi7HgZ4Bvbry69ChsaqroON9d+9dtHfL+ZzZEdCnqMic3w0jMEzp5Xg57zOiVm/YJ89TaYF5ySyLstubxkFJSMzb2GhrLCV6DOzHZz7Z1QWE3cTPNY4q5sxuYTagptWctQIQigt5wDONYxYaOM/JBGqjAPBezG1pweHNAkpvnoxRuhC6RUhqNRij1AqbmcrncbDb4DFjPSUERn3fv3iG3HU44kChgCg1OWsCAE+nyqOYwcvo4p71m0UGFTZST5Ok1ePBQfooRTk1iZfRapzRumUSzqbyxk+xPcAYFXbEELviACWLfoB2BhJBSQiVRKDbsHqBS5dmyT05OAOzAJHnx4sWnn346nU7fvHnzl3/5l3/xF3+BINqHhweIh7m9FqKy3+8Hg8GTJ09OTk5WqxVyqyPnCZwPEAxwh2pP2bHZbPB0dBsaI6zd2+0WCgBLsdLKnnOmtowYX85I23nFueDsQI2MTdoPxUCxr+IDyk8BOKyJS4p76s31AkIKvQkRGLUIvDu0jouLi+l0+vDw8PLly7dv32JmuQnAuZQ89R4IxA8PD5vNBjqqeV1YVN0CxcvMJpMJIDgYPliM5gT66XSKPgCaI5oCcBALlgoDPGDgfsAVhntuNhuMAzRhPBp7AnbFxWIBHxrcLMDiOWeo/VjRdDMqHFSlpUDMuhKjExiSlJWxlhLOC3A3bI+4BlaMYiujALDUg3K1adjOQrji49jh9rZM2et5vE0SEnYWezDEG8Ooj0DCULpz42NRm0E8OdZE5G0gzoWgl/FfzgKXRnbGkRqJdEW0wbc1t1mTo1YnlzKQUuos3137V2wd8v7nNFhfKinMFr1cIozEB0nSdPAi4WaGA0CtCLr1ZC96AsJxkrCq7DatSspSwFNPdMXdDWYkWjcrz6utCBJ/gi2HWzB+CIcy+S1R/Iz4OU+IB0+6TEMUQhsBwlDchNCQgDuEgNg7WL6R4LmWcmXB7fc4NTEIoInzRdAfHFrAB6Ca4MAAzwEhniAenJ6eAh1OJpPhcHh6elpLOYnFYoERmM1m+IY6Q5D41yiVLKx5jJkkcFBR4YCHphOZFh3+XGFTAdd4+gIvFnZrkkT1tMZTaNkKnm6ZN+SxSiM3dTDgmJubGyQBBC6PMSL5MYyLWVKVMVNkzhnBlN/85je/973vIXT1Rz/60Y9+9CNwvnE9Ezje3d0Nh8PZbAY0NpvNZrMZDJZVVQHS4RWAujDRgGIxxuVyicSRPFwxRIjrhWl2uVwi3oAZG3S+kFValyQJA7iM3J6eh5opjGijGXozuFgKeKHTbYKWirVZSJEJsudKr96faBlDwWja169fr1YrzOPt7e1f//VfU/Y0KiB5hG6QDG7QpnA9BMM8jBVdgqgQkkbP7YjdCRtRzhl1TMlFSSkxPSgugP6D0EZodJRSfMbWCs0KZa0eHh6QFR4/4b5ECadyGFqqMr9R75kuZ0WKPa8GwFngig4t7AsrMrRceAXNaTPYLQ+tJIPMPsTOUEOOnijWRM0uBIMfMH21J0Hn+5obR5RrXggVJx1TFoQ/o08pRLrY66ypGao00oBtsuklt/3rGlFTt+6E+r6hyWJPTZIJQXklmaD4W/63C7js2r9W65D3P7lVEllPSI3zABsrEEblJR7oEOdpp/Yw7JXcC2jWxTGQxeCBa0jLC8K11R2w8sQgsPJGb9b0g6MRMQN3QnOAd5hchSAmCr5vcGoEDmCMAGAQjMoYDaAf/JWj8fDwgFIsTCCoO6y22nMDmyeQ4ZaN45AZMPi+sKX1+/2LiwvlocKC+9FHH83n8ydPnvT7/dPT07dv38Kau91uz8/Pp9OpmW232/l8TkMUjwEckHUzNFa3e/5XA55Mjorgla6jRzvp61iLFqliY3Ky8kMSOkqUoKv2oUh4bV4HVDGoQhyk5Hv79u3V1ZXWd+Sjkzd9RF3X4/EYg/PixYvf+Z3fGQ6HNzc3f/RHf/Qnf/In0ItAcoAkoHgq8Dow8Xw+f/78+fHxMQgS0RkmMUbkMAkhDAYDIPvslZ7wvqinA2EDJTc7KRmRlFCVAftijICPWfg2ZsYwA74RHkrwYQJfsvBJspiZdUjbsBtN8RM/8L+plcaErRAnfo/bco1jmuBnA5CFVF9eXgIiM8ngQYrC0PBpZljUeFMEe2Cg8EO8AvU97gB8HcwyBJLRbIhjLl6nGITgPjFzIEjwCqM4urdarUBKAd+pcpq7mUFbBn0fI0N5yE1NSf+bxQVRDC/HljqYLucghYThJWB6Pq4aHAeMsqgkEDOLuV2XJyFy5Ul1TCI3TEiGJthahYTqRxALUXbieHajtTa+FJ0JejBZCwrrlpVb6Lz9OTZ5/HoTa8ZWBq93G0QDaf+Ka01hN/+rPeTbFZOeu/LyXftXah3y/qc12gOyk6qxlzESMbuRmMRZk21FIZHCLD0YorCZuadw22VmNLVqFDAdT4lNByXvzF1M+azRU4/TZW9OBqicp87fcoMz2QRBCcC/cAfD/AwDp0k+CtSqWCwWLKURnR7DR/AtYMA2MxgnsCMDOzIfFlgxKSXYt8CWiTGy/Af83Sxm+cknn2y329evX+ec/+7v/u5wOCDVdwjh8vKy1+tdXFywGiKmlXFO1rRSY2B58JuYsqK4SvkTgjBrkkmye6sLNSw089ZFjxKLQuqtPO9K9kwmdI4HYTcSsJK+rPAdwnN/f79cLr/88svr62skfIxOwGXwGS1MMHweHx8/PDwglhGE4O9///tPnjzZbDZ//Md//D/+x//o9XoffvjharV69+7dbrcDGQlvCuNlXdej0ej58+dPnjwxs9evX0M/GQ6H1gRPlZemqusadWF4TV+qq9Z1vdvt8EZwHx08XT3Z9gVuQH8AkvSYz02ETTUYwsC1WZAQuDCj2F95w1pKDxaQQp+oK1f/am6JVFmKkjmOUsdAFHgMUBweWT6xk6gIcZMhd58QMEvcCPEizeR1XTN4msAdE2FOeKO1GEoyftIe5MrTd1JBNYdu9HehS0yCRCBLlYOBjLFZATGInpyb4Jv7T93MBKWbNlC16irFqoxO3Mpeqqm4uUnhTxMWMlEg97HkftSe5E3nUuVch6balpo5cGisoTuLnkw1H1BQOVA9r45EZYOX6eCkFt+JEssDIolJW59SiDQfrYddkPK9xZsW3+ju+uhRyzUYpZYc79zRTrr2y28d8v4nNEBJngc4PxCGSCyOnUuZFTy9CuCrm4VJii6iZ9pCuDsnN5PzV7R66m+zV3ov9tPoDEi9FbA1lQfgb2IUnrUHyXNcYEqcSbBzj8fjoqg7jlugZ8JuMjI5tgXOiE6xRVdJeEgpsRyPgn41qFSeEg4/fHh4uL29BfcUZGKcQA8PD0ioAi74+fl5r9cDOXg4HEL9GI/HGBMTU0rR5+JIoDE4uMHGmoA7SzCfSkVyXwQjooK4zvnQJG7c4PR9fRDkjT3kIOvRC2RjUtHavFblq1evrq+vCbDww+VyiQRzxFv47+FwGA6HT58+PRwO7969Oz4+/o3f+I0PP/wwxvi///f//l//63/d3d199tln/+W//Jef/OQn/+2//TckUSaBxMwWiwXi8yaTyenp6Zs3byDP8/n8+Ph4vV4jTSH6sFwuU0pQ7aDmzedziByMoMRnVDMwyAwaY4qJ0NSdVOR4eJPzQMknmABtN4nj3gSa15KnP7dMbopgrAkmCGUK8M0fpqaroei/SmaWuo/Eskxb0fO81NQf2BkVTvYWu0H2erfafy40cMOIydjPg2dM73nAdC3l3HnlQTI+UQvlCKutwZosCPaQN6m8QE8BwsJ7wDe300cRXnSTNtNsm7jCuJEiXJh49MHz3GfnvVQSds9B4E1SSn0vWaA3p1yhnwU3Q7cFbNf4gN8q34y8RCx5PTVMwDcEuN/va+xysTnzv+kxG7YOb/LSS7wgtizfqWmx5mbId9dVUMg8xV5lNTdht65EHUldTV3AZdd+ya1D3v/YBqCAFhzmAnnrbsJz6P7+Hps1D1qTvaM4eoMUg8AB1vPydTTzADTgPmqx4DnHoxpQmOn2el7vPXljB6qqwiv0PHKRdhc1GinFJYgpKDqtBdxuUKjh4odxGpFzxN8gmSACr3Di84MeKkQAeH1yHmpPA8yzkBQL8D5HoxEMVEh3gHR10Ciur6/RsdPT09vb26qqwBmdTCYw2B8dHSGbx8XFhYIq7V7xvc6+ia268C9bU8Eg5uaRoFCjgAXZc6HQ4mXNrHN6zJscgXWzBE8QsxANn+bEIbCo+/0+Mjdntx8jGA4NIYkYcCTJTim9e/duvV7/7u/+7ieffJJz/slPfvLf//t/f/Xq1Wefffb//X//37e//e3hcPiTn/zk9vYW6wICBgbCdDqdzWbPnz/POV9eXu73eyhydV0jVnI8HocQLi8vgbyfPHkym81CCExZiPI9AHYIfYbBHouIYoNq8MSI5uAGS9jcEaSA1dyUyIlO4lohkTpJmHLy1HXxMadHdl2rQDPaCvCtUEN3jCzaO/tfAEq8OMYZOCx4gk6s0H6/j9DGIDxjynb2opLQNAo9hL3lWEErplKtnak9/KCWYHHeh1Zhrim+WhAbxIOntNe1Yy0siN2mPWL6Wb/M4hHSFcS5gOKRxKhM9ggtFFGcjbSgYxfSqcyu0RXiAfUeKmJPstBSIdS55rOCRGxHqStkbpQhg6UwH3AAeR/V9KLzG/WgKUTUHkPeKqihWWRUn8WJ06OEKqvetlhHlCidXBMFzGTrC039qnhlIn7ctsvz3bVfZuuQ9z+qzWYzrmFutQB8OWcgbO7RyNuF6+mgV4xlj1WUzG6jMrMsnkccWiA/HDwZrTWPjSDRKr1eD9RM3amDxzgmj9E0dwQDkuIMJrtO/aHJywoePPWybnCoSoMQxul0ChxPHMzdHDSGm5sbWk91c7SWkSm0fI51XaMUJco9QElQmgRuhUfz2Aie5fDo6Oj09NTMbm5uqqr69NNPcRmMpphTVNk8HA6LxSLnPJ/PwTCuJd+FtVCUNbEXv7HmGaBHjr6sng0Ku00YQWqmDeJ24Bxl8YToyGf3GPCb5EQRHnJMeIJ8JlVVoWA7urTZbC4vL1mNqJY0CEjmeH5+jsuePn36ve99r9/vv379+g//8A+vrq7M7L/+1//6O7/zO8g8E0I4OTnh7ENxhcLzwQcfjEajm5ub6+trhF0OBgPaL/v9PsJwkdcFhZmqqprNZsDoEGC6nrK7aMwDDfW4hWyAEaGKB4AdaBKEYhSwJAlDNDUeBz8LNDfh+HLqrQkUrMmtIiQqLlbIxYVvLfCtQmUtRMJHYO54gTq1TIoSFCKKSW8TLfQCgD+WflQt3cQ5o2o/O8k9MEp0YBCspnKeWnXFeTfFVdxU9XV0ynQdqYasa5zWEH1WcmJMFl+ijjN2cm5fvIZvit+qaofjgxwPCmGW+rL6jhQ2ovCe1/ph/zXeQxUbdixJiQnKcy3VdrIoIao8tEdYBTKLr8xkDyR0Vtnmb5MQb4qncPZVolQ+i100NPfqYqXg39qLXah4dAGXXfultQ55/8Pt+fPnPJOScGeDBLpFKXiG0nrmNRdzS03Xo8Kaen92f67udNh3Co4gu8etp/L4HgCRwtCCy9RYUnlCNzgigfV5ONXN9HPYnWEA481Brj05OZlOp9PpFNZu3DB5imjcB4GMaEA/urEWZ2dylmf06EyeZyzgzGwAAJHg3yfP3Xt2dgaADgrNw8MD7Kbr9Xq5XALV4SbT6XSxWJjZ2dkZUtEtFovdbjcYDD7//POzszNkQwsCZTjgtZQQCtKyeEvbQJwzXogBry/sl4R9CrIpfrmlw/AmfAqnm7ctiJ64ObwTqHAE29tut0Oh9QepHn84HADQU0ooTfry5cvb29tPPvkES+D//J//82d/9mer1erjjz+eTCb39/d/+Zd/+eMf/xgilFKCWgg8MRwOP/7449PT091uB345yr7ABIWDEMKDsLm+1/DrSf2d2ovwJa9nTrTNwDVOSvLMMCklFOKBDZ52weiEXWpuhCPET7VUdI9SnhCtJznvVI8q0AAHX4VfJ6UAGdaELLqxFAJWPJH7BoGaAqDKc2jyNR/FMcl9OKGJmLWr2PoUzfNB2MGyu27aN+GjY5MLpChQA1eK8dR7KlDjxfyXC4ogLEuke/KMnLrKoKIEV8JpGtCQGNwwORW7ksgTbtpBDAoUpCCKCo3loXkc4MUVB3OIuCdEp7kDyve9KL2Joq4SC/WAj2b4h84I+sMtjp4EPbl4Me+mE8QxD5I9pi0/xezrnHLf042ueHRbkOz94FtNFdZcTZ3lu2u/nNYh73+gffjhhwRAUdxVCnpI2iNl1uRUw9mvi1x3FiKhysPYsV+3t7bczKvN74Nb8o680jsfbc3k37BIsf/I/df30tDFzXXjI00zSxZFWLuRuQ/1qJn4r+f5K2DF2XqDzdKaEKENLKJUa+cIA0vR/PbgRd2qqoLPAXcYDofz+fxwOCCNHQ+S3W738uVLHIdHR0fX19fn5+fISXxzc7Ner0FgMLPlchlCQMY6ovm2YISmL1WNUopRaGnWFyxOjiQu4GL8eVImKb/HvxJhKEFZpUuHmocNO2ZmtVdCBQcDeZRBA0XCR8bbZTfA86VABTkcDq9fv66qCnxrlA69vLz87LPPPv3007dv3/7P//k//+qv/grFWebzOcobcfZ/67d+67d/+7djjF988cWbN2/m8/lHH300nU4Vy2K6gbwhV6jFiDDKIPkluHZQzKUo8a34kgLGR1ReOgdSRONrgUW0ZckQQn0JAw5kgzjCWrIPFbCjjTUL0ICXKoyIJjQnKv/62wKJZjdpZ3cKWbN+OHi9sZn6TUU9SXRafgx880uOqgpefkw/LFohtEmcAHoH/fmj4DuLAdUe22oIr60Ju1X1zU6zUSYJ74ynVxKqqy/LV6Z9AY3gmFcGz8iEFQe4zAAhHCtqU9f35RtpUIduAoV05aaDLjrXnPuYrg6OVeUxr7QH6TvqlRBUVbp0fSXhXBUSXoh0EGKk/gmjx1WpfSgmN4sPSgeKYp+cS6n34Rx1nO+u/RJah7x/Vvv0009hD7PH8vmbnJQ5Z/Kwo/DSiI307OEduNfnpq2lvZ0F8R5yS6I1BZZmbNzRnY98KK01jBgzs8FggDhC/ER3Ih4whd0OnQFWA7cbFQfPz8/H4zGAF34CyJucwLDZbJbLJZM36dmsQxrEAhfFVxvcxsMgIcDBh4eH/X7PxNtE/CBqwy5LdyqK9Uyn08PhcHt7O5/PcROU4kMN7cozmt/e3sLhi9jQEAITP1uLSWICDmg1xPf0MlNnU+kijklO4+bJxGNPhaQ9aLiSruT2n9hPdqx9MFMZA/jGBff399CUHrzC3263g8E7eYghUr8Dqff7/fPzczND7ZKHh4dvf/vb//7f//vtdvuHf/iHl5eX7969SykNBoOLiwuysT/99NPf//3fn81mX3zxxeeff77b7S4uLpjnK4QwmUxyzre3t8goF2OczWbf+ta3Xrx4cXx8fH9/D+bJZDIZDAYwuFL7RdIVYgvqGJVnxKctHHgU5WPMsRczSKqdj+hH8VASwonmMqpaUYCFqPOb1PKkF0tDpU6/0V/pnVUskxBkyTIiZDTPwG1e86vQEgt492hrwyDeXLuq1zx6E91pVVAfHYTcVAMU0sWWw0fH1sRsTEjHG/LzwSvAm6ysIGkfeVudUIXjlYSTBkfexUAx0JnfwFhTezYYMhu5J4cmLOYApmbJWzCdyIqJTWa8+e6k+irPFEXY3JdwQxpo9C3YKx2NIKek/ltsU/zAC+pWYHqQ4zKJvb8QfhWkNvg2V7T0nnoNu9GlGuzaL7p1yPu97Qc/+AHtrIyn4armZdntSXRAK0nammQ4hVa6SZnvOG0jiomVUZFT9Hj/Xq+HfB2weUevUZw9vD2EAMciHfQxRoQS0ipDqw/PDBNbLBAtjwHkMBmPx+fn52dnZ0A/CFOLEgsFcgioArCeguxLTryemvpBj4foAaY555OTE8B6jq15dg4603PO2+2WOzIQM2ztMC9tNhswg5FuHPhyMplcXl6u1+vz83NALtjOwW04HA64DzfrLAxIThOnm2dVbPq19b1MtK8szmK+V2yyKvlBrUpBGPn8lZ6v+ogCeWTPcoDfQj+BToWQOxzkFHv+HKGu8HjUdX15ebnZbJ4/f352doZnocahmf32b//25eXln//5n+ecb29vb25uttstMPr5+fkHH3zwG7/xG2dnZ5eXl59//jmSQI9Go54n4YEM7/f7m5sbJPn+4IMPvvvd7yLCEqrRyBvEe7/fo3voLR3u6L9ioFoyS1CZpKYE5gn6oCsdjVNDWgvwEyKJo5C2k7BXdbtQ8FFAFv6QIs3JbSMJ/b74b3ALdGoSozkCxR5FUdf7B4HdKurF4/SJWSzKuYlKFSe1EVhuYmjucpzB4K1YRO2n6Diwb4q02NtK4siDO0+CREma6EX4FehMWXAk8WsQlSw6/5DXRPFosUtB8sxw/CHbUbj1NEvzWdiKc9OSnZt5RemlpIjqlq7DpYx2KBukBmXn+WRPLgn+nknwMfelQhophLrt6Iy31wVvoiPWlpn2B11B77utDjsfVEgIvkQ9Y+ta134xrUPej7ff/d3fBVplbj5CQEVIWLRAmVjDPOZ1zbeBVxb2m24KuWkzKIw37J7CbuYowF7Mrd8kggpbWOXRk8xBjt0WNmMejcUHIFEYxkIIAKyj0ej09BSwG0AW3cbhAVf7fr/f7/fr9RrZRWAx1UggPV85PuRM42Js93DFWpM8Y15LDxVS8Cvk5UjOdDQ/0p49e/bkyRNgLPC8wb2Zz+c67LD1gmgRY0SWBmZQ4UwRrxQ7OG5CNUZD1pLk4g0C1nnkQwvigRda5hwVAyUwFB2ghBQX8DPNaTzCwS1JHukF2YCZOTj2IsLI7iVHNkZM9MnJydXV1WQyubm5Qf+fPn06Ho/hEtlut59++umf//mf39/ff/DBB7PZbD6fX1xcpJTW6/VPf/pThF1+8MEHyEiI6oZVVd3d3X355Zdv3rxZr9fT6fSzzz77xje+cXp6Gp3uAhCAmuR4TSSWTsJVoDWaOFixFBwpEDBEgiZxsNSeLEJLPukK5arH5tD32kC66jn4Cn91WnUtmGAIewzHFPiDP9fr8U3Pa6Zw6pFzCXHDhR8mei45GP55k0LDLHY2fqM+mdzMitjeUoo3LTZA3RsVtLGpzBc7Cf9rTUxmTWjFx2lvYzMmMsgmnyXrC+wXJoZqQGTCUwhhENgdxMSub508eD07GmYi2uiVRCFX3Niz+B8KFlP0Crup5dfiT4jCg2fYDHLWaEzz4XBA0idYf+k4Rcqg0CSdFy+lXSoEILwf8uqsEXbzKTqh1gLKXNEqDyqlxW+LVabCwAuQmMu61rVfQOuQ9yPt93//9zVmLjbZI9lbkIzR/DJ5bCJXcnHSFMfMox3QDVqNvrHJwcB2jMPemg5Nnnz8l3hCYxOz20KIxtgBnn9ZgBfyKI9Go/PzcxR6ZEZCPAg4+O7uDrB7uVyiYg7rjVszk4Da+JPwc9ANWGHBK8hum+RemZwzoEmacR/06vj42MwYPxdC2G63mB0Y43FlXdfj8Xi3222321evXiHjIVLpZee0aHaC4ghXeaCpLIuX31ouVD3Rgzg0KCehhbHYaq9soox5ta1SaIPUSdUDzBw01F4njxfTww4CPe12oA9htHPOLDCUUtrtdgAKKNGyXC7Bksw5b7fbwWDwzW9+8+Hh4cWLFz/84Q93ux0APTwMh8Phpz/96dXVVb/f//jjj58/fx6lwOT9/T28Jff396enp9/5znc+/PDDZ8+eIVMbohSw+qBJBoeb2+2WMcE8lam5EehwhUZPx8bBxH+ZvNnMjo+Ps1DCONpkyYcQWFixsNWxcab0vDdBLbmpLRTXcNMoDNg6s8UNVQMJnvMHPhxrueNg+K89g6c9lhKx2MF+dh8KY6f+kD/R73MLMRf910X36PBacz2GJtwvxoc7c5RU7iaZQLhTYa1pnIM11y9rhSZ3M+IOaoEmF5FbdHbQT6wM8F1L+Xd9ZQZdFPuDSgiXPHbOLC6LJP7SgydZ5zvyKVhE8KOyKBKa1mDKXuLK3OWrc/Q+xKzTlwX7tne8LFb89h0oYIUwZFECf4arRH/V/pO54tcFXHbtF9Q65F22H/7wh7QFJg8u1BMiSXTOwbP/8ufcU/Df8B7wrd8Uv+VnHtJ6gMG2DSiJVkkwInE2gEgtaYkJFNCIuoJkzSt6wj3LPDctChDO5/PpdIrU3ZWk+MWAAMLu9/vVanV7e4tIxyxlTTiqZKUrkqC5l3XjQWEn4dg8LVcSEkVKCcaYw+Gw2WxSSuPxmNvufD6HeXW73bIQHQjcOAiRDiWl9ObNG1IpOE0YH4xAdlOxnhA619nZR3q6J6GUmBxLaplOnsbuUeesylIIgbVUC+nlfKUmJ4rHW/Gro6Mj6Ej4YS2FLdkf9JZJLZHQBrKE5NwwDvV6PQzpZrM5Ojp68+bNarVi3dCLiwtoUJeXl3/zN3+D0vRXV1dv3rxBasKnT5+CaQ2uOej4L1++RLaTTz/99KOPPnr27NnJycnDw8Px8TEMcphoOnbwav1+f7vdUmCCGBE5FIVd0PzMRmwlU99kT3ICkzAgqeI5upigMChmyk08bRK9V0yZXvy+TUMlLTcRqv4QX5LCbk18FoRYTBDGzSG7N4O6R35P9CcFW2VSVwQHufitviD9bO1xKFZW+0v9FaeywHOhqcxoN4rbBk+7oVQublNI2YT5pdnCBKCrtETPamJSiFeVdsiAEniC7NvZq4eyG9zxzLOLMuZExUk3FuDjntctIoebc5qdiwX8TdcopTc545+aAz3AgOPmahv7AP5JlMwt2Y1TxWxSAJSSVAgAv9Edst0oYMUTdbuLUpStkEB2pniEynMHvrv2i2gd8m60H/7wh+bmn9z0y3PzwhquvTh84UHOrnPXzZDz9jnabnpCc2815+SZmcZQwoZH2M3NHQYYYGvd+mOzgmaBAttdws5IqwPqlaBkCaybsIySPw0NBLbkzWYD2I3M0LUHt3GD48lUVRWD9oJb8bPnCkT/gep4GmXnwJhrQTx72GEwEADOUNYH98ERmx1QHrw2B8Acwv5CCJPJJKW02Wxubm7AYgeJhQeMeh6KidNOtiELL+b4WxOXcARo7VP8ob/9GeKkhyj/mzw3PPj35gZgRKOmlDChAL4xxpOTE1wGQIxnITM6KEPX19eLxQJgbrPZ/N3f/d2LFy+urq542i2XyydPniBLLlbK3d3dZrPBa97e3i4Wi36/j0zwGFtY9Q6Hw2KxePv27dXV1Xg8/t73vvfixYtPPvkE6cApcmY2mUxijJia6A56PUqBKqjgpSbtnnIIK2BwLhZM5pwOmiGZZZzrgjMCXZe1dR5d4PaY8mMtzKEC8+it9OeKQYMryZUE3SoM5a4S3JnGX9HXhHeh5BSyx3u2O6nSyH8VRbX/Wzyi+MC9633ozWQ1WXOh6ZCa+ACLXpnAO+pUkJnk5Cu4PoIzvK2pOUNuUTQgi65VSc7sKHXg9Swgx4yvQ4VZ7bXsJ4r1FtZlml2456dmNqpirwgeb01RqTytlu5XuBu3I4b6YJnQjNKeJh38R+0IwQFxlIiI9pxSbtvyz4tV8Cgh+j3PYpXY9prSF2//tcvz3bWfe+uQ99+3//gf/6MJbbGSrK7Jo9B0twWNoY2xuKs+Cr71v/jro1sPr8cORQChRgW6QfE9rodZIjvLM4sFqLi5Cc/YmrueOf+Vuyd4JqenpyjrTbI4DxgMCHJCbzab6+trOP1NSt/pMWlmQIFB6t4XBrkgqg5OQeIhM2PVt9SMY8OVMOVOJhNexnumlEBARxYOvPvZ2RmSJPZ6vbOzs1evXiH1OHAYID4Tive8LKjOIPUc84PQmhkDg0T7Bck5wzGP4qB4VESDOxZ42um06g855lEs39nt8TBgI40gmjWVRriYmduEZCdoXOZZCAGCkSdnsVh8+OGHZobcgovF4vXr10isvt1uwTMZDocxRhQWBeyez+enp6fBE6vhWchLuFwuLy4uPvnkk+fPn4MdvtvtYGMG8gahiHZoaHFYKeh/apafpDxT+FXSOHF4qezZLXpedJ1kp8IzAPFjtcLs1YtiM9qVY9ueF64+/deaMKLAYcW2w++x56gplEsD2hfcBYRclH+03MqJWcAR7UOxYzwKa2rJtqE/1Bs+Kup6W3YsCHwPrkrxJ0nIvsWwtBEV/0pydvDSORSnIDYL7rTt19RKxqrL6dAlZ5XwUKC7EmIDVwPfDp4i7F2keocmdzw0cWpd1+TFMYanllT02ekipHfjZWGY4C6H73EH3W+DK5ZYHbXHZ+NWVACyeAX5+qF55BWWIG0qD++TDb2A9+dnPdEKNcZaUqqimJuJWU3AQJdqsGs/39Yh7//XfvjDH2K91ZLMofLcBVmSr6WUADGp4j965ITHwDdRF758dFfSjYzWKVpHGN8THNsFcckpyUTtfOr9ZG+LbTEJP0E3KQDNo6MjBMahMDtM4D2vqgMwB4C13W4JaguEUdiKsueN4TFw8JKNavzmwJJpw30WvlTFDWphwgVgquBx6DZedrVa4TwDOwUY/eLiAhejXjqqcq7Xa4BycxzG2DUFUnxTwmueRnxB2kp1dniNgjOFOAQfWaytUXgLOpVtiSqo/DzaSZSCnCPNS1VVJycn0DpoDIZmBehwd3dH5wAEEpZg3Pz8/PyLL76oqur169coWfr27VtMBHhKr1+/ht362bNnw+FwPB6TznF3d3d7e4uM4Mvl8sWLF9/97nfn8/nTp0/Pzs6APADfiY0UPqpEMbePOQMkuSMer8CxUt8CsxAW6I0Iif/FwNJnAj2n8lJWB68ZpLtBaOpd+WdCT51BnbXiJ7mJepPTlH82ptlutzFGTii5OopcY4uircMSmpivwDGhqS2Y6AkqyUXHCqHVp/BL7WEt4TTcM/X++hbt7vHf2nNSacf4K1JH9G6VsKJhFOcWyltxyzUHuPSjQgkkkQOKLr1/5iXYdGfQ/0ZPxlJsOKDv0+wCk0RsZqzKrnnSro+/wskDyE4mt7lzL7rv0ZxUw4aimxwra1p2wnvArskmyZFU8S4k4Wc0nbViiel5V6xrPrR4HL+huGIPrOu6SzXYtZ9j65C3mdl/+A//oVh4tF1Z07sKQsXd3R1tS/Yz/a1RXKXWROc/48SyZglx/vbo6Ihl9vSe2Y30PckSiA+0YagxxlppFrSfujMCxBwfH08mk8lkgoqV2N8Bx3FyEMYhdfd+v+e+ryghNqttExjpKWiuVATJQk0FhuCbr4Ma8rVXmA/OTgHGQqCkSWptXLZYLBBkBt4whgW6BKgRqCpfVdX9/X10zg/VgFpKGBaoiEguSch/EPAUHMnxwIjCFyrwBH+lh2iU+s/8awEpOJW1lKTBmYpDl0c4jM1QJjFr6otIXjyVKByjBIIHozzB71+v19QMkb3x4eHh5cuX4/H4m9/85nQ6nc1mi8WCwhM8wQKyAa5Wqzdv3iAk9zd/8ze///3vgwI+m80wa7PZbDQagXBvoshx5FE9JzodS4EUxwQCA/4MAQS0PgwFp09Pa72DHuGcEZJ91emvc6G9DY9Z497XOBG6yQRBt7q+ooTr6Wc+BfoDGRRB0C01eQiASm8btVhr33u0Y/one0+CueKy4uePPiUJS0H3zPajiyHSfxUc64Ry+mjI4AbLGadHUfknJlpukrje6KmoOPLqUSQI5luYZ6PXntcSX17MC/o/Go2qqsLZhGUbvFIPR4zKv5kxUT1pk9TEcFntIfh4KdX2a6nTac3DrpA39r/4kvj4UZl/X3v0J8Xy1IuLB6mIFsvHxDPAESsWacf57trPq3XI+/+RTPQYxmpE0gzsQTyVkbsjNU3Iuuz1A7ZF3Y+4a+jnNjhTwErHXM/TklQS46U7Ef4amzEu2k8Fi9akF5vsUHra4eeTyeT8/Hw0Gg2HQ1abJx0ZsBv4abVabTYbVFfRI1MPjOQtS2i/iYEf19fNxHkKvvFXPb0wL3wik6Mh5g/p5wDEK49VItrAi+OG+OHx8fF8Pn/y5Ans4vP53PygSuLAhZXImhwhfRe2+FhVNp7c+sPsmIkzxaMOr19J7pQg3nAdW2tCFspwLaHAsIrhr/v9HvNVe/QC1YDaSxHhGzB5uASAJ+q6BiDOOSOZ93a7/eyzz54/f359fb3ZbD755JP5fI5AzKOjo9PTU6SUwexAlX337t0XX3yxXC5zzt/5znd+93d/F/VxQG0yP/jRbdJwc85McwacARDPYa8l2oHjiaW0Xq+zZ02mfkJJK2Yhep0mDiDmVGtu0/leUIY4F7rE+CfesIAUuiGYwBp7DEBQ5GjFDO4CSk6f4FLSLJm8CVcEX5xyrkKri1r/y1fLLezLRwQB97mJk3QP1Pvzr8UTkzAKimdhBAoUzn2Si05t/ETGeocscI03icIZqyTLDS3EOk3c30IzC626vLgFReE3MpGrzriuaJIP67qGCw6rD+WuoP4dHx8XW43JiYAZ57o2LxGvspTFJ5Cb+Qorj/IPzmUvdKFi+ritmexpKpPWDAoP/0RErjKmQqUrTmVY+2nN45h/ik23JF65s3x37efSft2R9x/8wR+Y77YmaxUIDNAE7F5mr1NLyaOQuv0hNkNJFCqZoKjcQl08EmBpNt9zg5iH9Sf8FT4rhiiemMWiz//qCY17VlWFIuGj0Wg2m2GXR7mT7CFxIArvdrvVagWSBswzqelP1KbnUGrS8vCZec30uOXBANt/cIKNwlycATCLIhYQUaGHw+Hq6gqxUKCOVF4rDu8OCxNOrNFo9PTp0+FwuFqtjo+PQQrHcwmqorgdrHm8FWhYN/ribKAU8SecUN30a68WVHlSHQ5aLbRvTi4fpwPILtGahacjGhUyz+gFalO8MngFRJaqoZSiY1DJcs7L5XI6nX7zm9/MOW+32+fPn3/88cd862984xshhLu7OzC/kXfy9evXr1+/Rpzrd7/73Y8//ng+nw+HQ8VJfBf0kCWiTDIqwCmMFJYcakWilDRShhRM47LkdSs5qlx02a2GfCgv49gmp30HD+d9FEbkJkJ932XsmL0HfNtjoJPzlYXyxOdiHuELgtuq2KzQ9FmPgipdm0EiR3MLduO3RDC6J/Czbk0/Yyh0TYUWOjdJ5Nf+iW6AOrY6cdEdXNzbHw2YCWIBITA1ORHU/NHeGZiC0CQfDtd+Me/mpnR0Er7NyqsFU0+AMwe0ruAHBPjinNDQ1AGi51GJLVqObnRqK9HBD67cUpgLqS6+LIRHZ7B9kj469bkJ2duNE23iGKlateK1e4/ejconpYILvwu47Nq/vP1aI+8/+IM/4GGgZyegJEA2bX74Rg+G9rHEpmc8vvkZH7gJpiY9g3iaRWHU30csFdxmoydc1awoxt0fpyx3Up4iWcoo8v5VVY1Go/l8PhgMiLbNIzth+AQ+22w2i8Vis9lgrPRI1pOV45aa6cbbW3NoVmnOTfAdQhgMBoh9zJK8FpTuw+GAQMC6rsfjMfJm7HY71ISHGsMkG9ETVsB6dHJycvC6cSA0o7rKarUC04aHNImbHO3cVJzYOOZ6+lIAkpio9UNqJoanu4Oma+Lm6G5fRWDtEwUHMOukUJzozCECwOCg8hFH2ORUo/6JWYNggJmDlTKdTpGfpKqqFy9eQHrpcL+6uqrrGkGWi8Xiyy+/vL6+Pjo6Oj8//8Y3vvHxxx/HGCeTiZkhnbBWyWF8BbARhyK4t6eqKogBvSIHqRJvkqIeyShY9UYFEv/q65Peo/LML/lfLjESzWk5LtBbAUSsBQKyaA4mQKewg+qMJyGQEHbz/ngLYoi6mUsUYskEL7qKi80qvx988wJdubrFFZ3UN9UhsibCtiZW1jtr93JTH+Y465abHUoePK07R8PcocStODb9h7lJktaXLXY2emnMPSGUUl6Gz9SlKS1B0Hz2+pGV54E1OQW4YLH/a4724o2CxCrwt6rGw2oexVEQpJwQKeAkqFCxSU6q4XjmFroNLZ1Hv1fxaK8CFZLiNCn+qmLAQdZhp5zrSrTmiczvc1MZy2Kosi7VYNf+xe3XF3n/p//0nwjj+CVOYhhuYfOG8Y/Ebt0p7DFSo24xarnUJW1NgMWtgdiX/5owm3Xj5t1ooOJ5wI212IZ4vKkBQ4GvNXe3EMLx8fF0OgV4RTz70dHRcDg0z+6MQwUm4c1mg8QmBatB78+dvWolQ0ziSdDjM4nB0nw/xezghKs9HrHnRT1DCCxscX9/v1wu67oGzob9ezQaASNWVQXqAqZ4OBxOp1O8wn6/h8KD/+acUQKG7GHdjjluxXjqn4jXC2XD5MjhcRvEfqk35GFAwx4BX1s4dcaDW0CTWGT5Rrwe90eYLOQfmicJ4jyJTdIYRy/zWVXVfr+HhyHGiM9QV3B/ZDWBtCwWi/V6/fLly8ViMZ/Pz8/PP/roo6dPn4JKHkI4HA6kTQMcANYrDk7iqAmi9gSPhCYlgCND5FogcmtiNUgUcizmZrge13iUkAnm+cENNT44uEden1JoXPkx2F3gUW4LqenZ13lXogvXEYYliREX+gkN/xw9DHvlaeZM6Dfcf5L4yqwJvq2FY1Qg2yu6uEbfuj0yBWDSppsqhz03Mbf+igJTbJIcB05cwVaqPU82BSmKvyWJ84pbWSVBioS/xO68c2iCUdyHSYeSJAqMniOFKJ/9P0hNSt4/NRl9xdgmT2OSmiQZ6gb02yiFnZuVeXIYjgmVBxWD4E2FpBh2/bJYC/zcXoPFnHK9qOQXkvPo09vfZOHV6Ojh+/F4DEdo17r2z2i/psj7P//n/8zjhFA158wi5wDcaEi+Zi0Dj+4IPCO5HRR7ol6Gz7rR47c8WZm0mwet7ji5Cbu5qSlqrz04jKcvO1ZoAsUr8DO8lrB2I2cW8scxSR/0E8S0wUtA2K2jpMOeJGoteyFGBvIHQUs8roDzik2TgYBIc0FDXQiBntbgcAdk4l6vh+o/SFONyoswY8OSCqIFUrhQ5xkMBtvtFuO/XC4fHh6QfLCWdBk6jIXZRkUCKkFhJdVDQmF3gQyCIDBzxhGFR6FhcGyUm7TvJLEK5gkKkOID1rLkRHAomQdJkJddwcDd6P8xP9dBox8MBmdnZ7B+jcfj73znO/P5/NmzZ6PRCHdbrVbb7Xa73V5dXSEMd7FYrFarFy9efPOb33zy5Ml8Pn94eICRm8/FJMImV0vVj4NnIcTF+GuSGoTBwzdNjOKkYhNIBWewcHz47lkydheAIAnJvie5jbPrNslLO3FpqyqVPIxP152uPm4RKiH8E2XPmqBBb9U20nMesYS53LLUQ6FEqUsni1k3Na3+BUx5H455dOvj52KX0OVT/CkKZ0Bvy2HhcHFXTMImKiaRi4u76MGzoHKJcdais1BI/DAJnUxiXtUO8DN55MTioYkCqUtzx4a0Z1cXg9tWOCnh/2fvT54kS67rYPy6v4jMjCmnqqypq+duAgQJ0jgABPABBBoNUjIjNzKtJP2N2muhDReSyWSQYAQBgkBj6KG6umvIKcbMjHjuv8X53fMd95cNDh9INBr5FmVZES/e8+H6vefOEhMCJRnqMTLgufu4UukqCaIMcJz0AkUvfcODQ0MDzd6hLDrJG7gdFWWGMkCfFNjdlC4VhVLaXrub/FDlY5feumP7JLLEHxXs1t/eWL5vrn/x9duIvP/iL/5C04koa2HphPSFFMeH4LxqRVauiqsrIFVIKJBSvEVhZmIGNuHvvDO7b5HSmgpDr6wtbZJAo9YaE0FOXtnlJvhja2trMpkgVBpyut/vD4dD1HIG7IaFmx0rCbuTlHTIYgZOZWyAgjn9EJPSAJssnj5YQBnTcnV1xbxSc8hF3IA7ga0R/JBzPjs7Q1tytlYGHNxsNqPRKISA2h3479bWFpD3+fn5arV6+PAhbP/Kvrk71jEHKoZQKZhLaF7RZ+wYxa2UCubeXoVBeg9tsVze7L2fconIg2sFQKUbLyCIUGmak1tvYmcu5tkBFFE9KSUkTTZNM5lMHjx4cPv2bfStfPr0afQa3uv1ej6fI40ypTQejx88ePDqq69CX0Kt9MZrcRIio68k3kh6IGTM0icoS8APoUDyDpSr1UrTcGlWBJ2g0VLTNFtbW1DMdD2JgTgAPbZQDPAiWItTWUhOTadBsocrkgiliqX4jN8GMbeboIcgyr+GsCs0AUZcr9fwKugr9L0YKvP2OHIST+7Ek4QSfONK4qy3Drrivzpy/VfH3B1n9TTOl4ujw+6uhvJV3kP7C5IWWs+vyDnDA1NhTR6cLEbfXMaf8PgrH6hcMUGM69mjwEl1G68r33jyDNeEc4mSJJrFzWVSGZA+XuUtehw4TsJ31jyJ7gcgbfe8wxRv4G+xdFYGSnFU1RaEEjpbibMrwVTtu5UcUo8Gl6LLQivuTbLpEjB/pcqVEuFNwuXN9S+7fuuQ91/+5V9W+A/MZbPZKHYk8jZnSZX4yR3AhIuf07mcO0AtlFbPIClcYGGNZIRkt3mYtMlI7vFnYCLRp4ofDljHFiRfhIBV2d/W1tZ4PB6NRijdjbEhitq8sTB9AoiBRnDCRhormEgdToTrkKVKl3JV/guMyDTK4K0lFF2Ze0Jp48kSv0izIr5tvQwWngYtYuPNIwANT05Otre3j46OQggoaI3Uw+3t7efPnx8fH9+9e1cNYFxYikMy6FwiJwUW1pEfXVNZF8FfS2PdK4nh3ErZpigEkOLy8hJh00map3D14ARQtw+3I5c4jykQuB8K23q9fvr0KeJ8YEfPjpibptnZ2UHBnKOjI9YoVPBECqH1zgTBgAJVdaSwVwGMKeM5QOrmcbc80Qyn0ahZRjEp9WbXrxRjKTVm7/fEenCVzTJLVQ0dbfZsAQavqyKt+0740uUqJgAdD2kk/YCUBuXZyoqo3E1cVBi4FBxqKOuTKFV3eSPpv4uuqjFXZ6TiWlkCuDlI60C6a9dBv1V+qGwquVMxuJ5JnI3/IuqJ35qYrunlIwPnQvFdsKREjx7phpzpsUrX+b4I5YNH4Sfxn+i6gZJNkLRKB3Pp05a5g/ph27ZbW1soCarnKHhCESlQx5ncn9lIBHx3jzgRE4bfJQ+lcP2Q/yrJVQSWJb2hq7N1H8XZmZzHipySe950PHjaTcLlzfUvuH67kPfbb79dCV066QgywH1Y2EF5kx7dT7p4v+J75VMm0DN5adjG+1PC1ssbTMStlVIHkpXP598mLEallzmjIW4IpakYH/b7/dFohK6EgKdN0yCcwLxkMhcHNZjn8zljgoO4IHXiQcKRaRoM4m3MYmzLXqyQhkN2LDeXeXSmBwdPiKAgGgNugLYAuXh4eHh0dLSzszOdTmHzm8/nuOfi4qJpmtPT07t37965c4cNOFFhED3VEc7OdW6lTnYoHcFBkJ8JpKD0UlOQleDDnPtTrFISR/cO872VGS+VZnXzrqus/acOBCwpbMCI9x0MBgQHvV5vuVwiZRahRNgR4DBK95wz62fDvcAo2PPzc9zDNka9Xm9nZweFAtG3CMoPSg2SGAhxQI1mtlqtgphg6fEwh0E4MgwB33gjG109jhODV7IMbh0ESZuYG5WGecb5HD6ksnEyEzeLbRjDro5elACJ7NZxkgqfr2efD7QOQOEgU+nTVzaC7eA0c6laVO9VvsGHx08wt1fj0afpSCpu2R1kd1IVDOJ56T6n+qFuXHcY/BbbB68OITJPOngLg5qyF/MhE+CpVJrR0Ub3IeTS7quLw/9mwbJ8eHQ3Jl6EoVbrzBN0dXU1Go3UYMTnU8fIYnenWQcnrudF+sEcqqAjOv1gsSLO5ryyV6i0kp+HEnaD1Ona7dKGidgKpVzjJ1giro/SXrXjv5wMrqWKirqoU1Xf5puwk5vrn3/9FiHvv/iLv1CRBikLcYj60+ZnbON9YSp20D2T1hE8FBtBLJcmXJVYGUgInI6wmy1CiIbJLvlDE/MVmA6FBDldEDMhn2NScbbyXeI2ROui6B6CNGD8QPtGcHxcWKKzszOEENAGw0d1V6zxbpeh06zRBI6o1KErU81vFHuUrCjhPBwOsZgQlhgMLLtsC4+qJqvVajQaZUkbgsSF5f7i4mKxWOzt7U0mk+PjYwRLoLSimeG3FUKitftatk6FQaVCl7RaycCj0sXV4IsqS1W11Gos53gqHIaVBBJFIAfivJMUfMhSe46+bzPDuWB+KrQdnCBURNnZ2cGHy+Uyu8EP6wObLqpSap0E4G/SeRDtAhoRwDRskEzrxMnNOQOR6xGI7tIJrgfGGHd2dugXbqX8MA4C1ULC+iD2SyVsMoqmrJupyjZP8cXFRZRKF8ArCmEp1FtvBcU7MQXuLw9+hbeUCykl5NIJ0yXFtlP8RHkjV49KTnWceTPpWQm7MsRWh0L/q1hT/6soShlphdIq5dOE4/Hv6MV/uutZrS23O+cMJw/YMhXO7K6YisaSuyzI0/SZusXVrpkAu8ZTVoDyAW0ZQ5Lcfo9zZ57aSHSOHzZNQ35o4nrVXeOAzVMdWEURO44gQ6QXB/cMkziZXs/AKoaxmXD1LO0aQqmd4rBgeasRdolZl1E/qfhbVzorCSnvVRquvrr2Rdy1XPpPyDRCCDft5W+uf9b124K8/92/+3f4I3kkMa3d4FP4FuwVRj4efhVdirDtE/xlZN/8L8VblIBRkwQdHGNau3vSO42PCgKsIQ+AY5TLdxmWmleJWZWbt15MCugEhcMRaqKlr2OMrHSB8APUpmASm4asqERR+Ji8L2YIATKmsvlVPDp5P0UTAKcCMnr7ZQgtDV/BZC8vL5HEeXl5OR6PtVMjgosAvNgxDsIMHeaRSUkaACKfTqeQN7QYRYmt5FIrp87ivjAR+TrxLv7gnuozKfuJ84JoIEkcCByPYiDcj4Ds5XLZelc82LqiFx0jjXFPuU2apqlQaT6fP3v2rG3b0Wh0dHREoINhME6J2qymsgW3n3E9ifLNDPFO0VO+uGW0PtJ4Fsu8w+htd2gLx0O4NTySIQS6dJhsWm0lH6tnSoNS9FBH6VTC1Wu9yH0qQ4k4awKpLsEEgXEVFXW5EEdS6WZYH2jRPHp6QnWa0U3yURz3SaKqlG75K0UtOk6leb1NJ1UxVb1yGRCih6v7Xv6X+xvFs1e9WhfQ3DVhZtr6Mbjqmz2CKEq0XuO17VX3rp6s3jDdTR0q3sKHZzFXt52sABpcaGJopJ0kFD9VmTgLPhlDAoZmbzLdeiRFQNCor4bOLo6QfbVCaWzi1uiss0eKE3ZXdgFlfbqPurlKeEoJFdu8lgj1mV2Sq/7QG5TqeDpU974B3zfXP/36rUDe//7f/3v8gUNC2A0chhQrmsEAuytmR+nIz68VEmQc1/Lf7BAc97CkVxYcGQR5ZClfbeK5A0YnKrqWrZBNUIpHMY3TPRe8aGvw3DLCbti/wcRNNBbgp9VqtVgsqtZCSWqwRGnSpsKGtvZQWujJNGlONuf1tEFmSWMKbqdpPBTYzBg7oRrOer0GQ+z3+8vlEslz0LjW6/V4PB4Oh8fHx1Az9vb2UOtjtVo9efIkpXTv3r2dnZ3j4+PNZoMGjdGDHYlLgkRbUnQpxuqSShdeRHHFmuh7JtAtuUebC0vWnyTUxErUmDyKQ0vFoeg1CR6R1gAcIIPVaoXeHMnLy2RPQWs8u8AcgJrZ8+fPr66uBoPBxcUFciuJCYAPer0e0jFV6YLkZkSpmUHpTV5FOImfhPgGl0JVqoWEIPBmYKPZUps0iVFh/P1+H+g8SbM6taipXCdl8rRWUplIomkatO0Mrk4DcOAeRsVUu0/Urg8nzVQcxkp4oX/Hsng2v+Vpxc852UZCzhopfscVI4tTKq1YHD9ULUhpPpRwKgjGqpY3S1wNtdyKr+oPdTWixDSTyTA8rLpZn4x/QYEssMOAb46HK6ZMmGurxm/SITe0mkV0Wzi9OskL9TB9E6TOAZDh6EaA+HniuPvkSxx8dmWATBgWCnNXUnKNvZFoRoJ7yotNWdQ/OOyOHe+fLjhPLg+y7kh1hVIz6ZKNEmEuYbd1TkS19dW3XUrmh/pknab+F9cN+L65/onXZx95A3bjOLVeFgNudGCvEAL+m8raZObYV48l2ZAKP2W+esKJhFQOkTtryERwSEoxQ3BZHe/GG5hV3IoQJIgVluPB6xTZcxaUakDeCPKOMW5tbcH+TZciHeKXl5eoZwIVhfOisKnANGW/CXxRq57OwsShT3zTeuI/uXaMEWiJWS9M8kMyaLUO+hyEKprZ9vb24eHher1eLBbj8Xhvb29/fx/fLpfL09PTlNKtW7cQ5M0nYGtg6YGtVNm3ak2VXDeRJSacnWvFJUpiPIviFqBAtTKGkj8HAZsLaRrksL8oBEk8MRgMSGzb29vAzaPRaLVaDYdDxmIxmogURWRjXm8eeixSVNfr9Wq1Ojg4QDB9cP9Dr9cbj8e9Xm+xWDRNMxgMMFkmVDD5TwMhaFHDu5K4thWRw7bN8xXFUmtlUUU8E7vcegUGriFPmUlCAofBjchu+mIclNr/GJlAY79aFlsvpgTlpyq3EkSLo2pnJSDQoeJSZU/5lZ4sqDeKF8mLeNz0h3g7y7bw7XpU9X4SYXBMqQhM0TA/VBZB6uKT9VjxcJGpWslm+dIKq5nwYf2QmC9fB74vLy+xp9g1vojMM0iwgS4IVgz73nq3JmxxFG8SuYTqe43HjmcHslGuXHrVOK/k2ji5ukm8IrYAASQ9rzFf7SB+CzWb3+Jc65HveVMq0j8JA7prxes4VF355N1nCbs54FDC4i61dLfVOsxTueUnEScVaX2OkkqXzvm37h0HrwEzN+D75vqnXJ9x5I0gkyyFgSEaCbvJZwEiyXwrZq2wwzoKtImjrfrcyh62eAhPrzmnRgqj8s3gpkQT7oPwEpbjVfZEBho6OI/IwCStnnio8ZT8fr+PkiZol4PAaISSM8gEsHs2m81mM0Rr4EU6LyIJtdhxysmvStqR5VWMm99SBYJQUWRDrsrxAGOh/ThTo5Coh6ddXFysVqurq6sXXngBbbTX6zXuhKkPtn9kFk6n0xACFmc2m43HYxQ4x/oQlapErIhBv61mzTXhdnNJg5v5uSaEdETMlIuwSG2kM5++juCSmxI9/RS/Go/HWJbxeAxNAzHxgONmBtVU4b65eDaprtO2Lao3rtdrBCzxXTs7OxgS+vgkz+tCEifoLaXE4BA8fCOlKltviM0xUH01gXqcbOv9sDBInHds2WKxoKskS3QHxTOPSfYYJBBDxRNSp3YEI2KjB0nzAPIT0iq0aDIixc18UUVaHJV+1XgFEj2PJkZfE+OxUh3/5hFWlkWdjYSnDOdadkfaDmVAi/62onAOr4ssldPmTtKqXQe+dQxWQjqdTnVAlB2RlrhKG2/9mCXYIHsatxIMg5pgI+j1eqBnPDaJpbz1/lA970STpQCleb5vLM3kykb4UoxWTeYE62Cb4GmomqrMlnKBSwoeqANOXpQTVEoLfZQSQAgJQ/mg7l4o99YgEyut+FFC4ZVOdPrdE2Ei/oKkpYYSiGfB00kM7XygjllJ10QkBZFrqvbbDfi+uf6Z12cZeaOSCZkR65YAWNDyTd2d55McVsWSyclXrq3ntitdzFuoVIe/9SYgiG2gIy+XYWQmqDR65RMVpdGDcXMHsOK3TVnzxIRl09oNBAl75/b2NiAmTOB8eOsVYBaLBTtW6kuj1wHIkkVqJduKEoKiLK8tg2VzqUJksS/iUTT8o/saJQ2sMngOrNQswctsPLb1jjGiPef29vZ8PkcZ75QSQ1bQah7FN8bjMczhgINIEMw541/CL3O2TllCKPNJVEp7lQli4OJw1lFiCrkjXKgkDgeKH0rTIAEnWVAXtp51zcfjcYzx8vJyZ2dnOByuVivEu3ObiOwZpU0ZjMUn1ICSA2WG9eBBQtPpdHd3dzKZ4AjARg5kABt8lHgSxVicewiBBVjMDeQcTyv9t01M4EAGCF3F9gU3W8KL0kgpParohFNdtmCC7dbe4DN6PmWMEUjdHNDkThsREkAjRQ+rU5y8PqCVWCEIZiWP4oxICY0ka1ZHTN/CA1sdTNKwUld3ClwNnUIugbXyMQK7XAIpnnrOnaMNJUa363B5dXN10PgKwndVj7OAuewOUj6EphCe00ZC9qlW4Qka1sIbyCUa6T4LhgmbCz0hQWpvUxvPpW6gm8WjrTyEf4DjUfBR2wyu1Sd3IuHwsmkrVyaKkQh6Y+uJ73wOM4lBxqGEzpwU70+ltdukckiXOPmr7oc6U12oLnlwJFzAa5fU5JjrD/UVG2/cxnXogu+bDpc31y+/PrPI++23345SRIweczaHB4ygkzqIzq0oHFco4XXFpquIlK6IqhgZWDblfZDOGrzUAhpCAANlMRMTz1cUJ6YJr1QhFwRqm5g6MDBmUqIwBcJ8AQgwWQbhrFYrdB/UEg26GiEECBIVDFzPJL2FVSmqYEGUUEXrWL4ZbcJ54aUQDGtpeE4UlT2/LcaI/EKYcHZ2ds7Pz/FDhFuklFBDkIpHr9e7ffs2HAIYCSIEsmsjweuFhY5K9kn0w0lVu1/Z/CohR+CSJd5axVsFqoiPo8QiQ2Dwb5MelhS90+kUrZSix1rQ5IkQFIL+1kPPqeBhASlToeKCJM7Pz1G9B6uHBFZ4D3gwifZoxAVW4ApjalEs963nQiQ3w2f378NwToAFnIEhae1OKMBJ4lJaidghWVIx1nu4sDih/JvAncAiiJkzSncYgJ7GK//Qb8PD1ZMqwooqlJaSODSSeELInXQRqNgrr8gC1vlqjLb1iBo+ucK1yug4tlDCYhNMrFtZPTCXeqweqyAoUB9YLQtPUBdjBbGJWqcVaBY4TnYEUq88jcHDitTEwIeQDnvetpZT5o6Ya1w0HLBIH2E6s4CqVcriUuO+MFCE0wQITuIlwCcMW2+8tol5MBKxdSN19JFqaZ51So5E1p0+IX1C95rMgeQdxdqtC6hLpKTFLeMBzx1sHUJgnE/lolHiJBVZKayDaHf5OunPxQ8SfkPJYgK+Qwg3db5vrl9yfTaR97e//W2enyTFudnhPOe88SbYRDbEiPooPZP4hEy5Oquhg6705FcfAhNAVNNqaGJ84p34BHycDFHZGe8x4SMmxUaitDdTVkUbDC5EeO/s7Ozu7o7HYyohBASr1Wo+nyNQpzJH8VKmZgIiFVNWUq274JUtJIpdn3ZW2uNxA8N2AR8ZWIlw7aOjI0DznDPCilBb8OrqajKZ7O3t3b59ezQa9Xq9yWSyv78/nU4XiwWkzvb29t27d7e3t2ezGWD65eXl7du3YaDl4iviCWK9S2LtruSE0pJuCp+gi0x2zx0hrw+e7UQxz70zMwZPK4kmN3hjraBurVarlNJoNJpMJpeXl4eHh0gtzV5ChJZdk/gEnRr1IroaOE2kcHFDp9MpO1YOh0PY3UmNyC7IHprMvSYVYbsJcahaU5MhwSO2hF5sImxztEFnSHJXzFq6dSbpMUS5nqQiWy5LJme56GHQhSJhEH7hW6oWiioUlBBChRJlKp9RQjJBsSQVOs2UApXhEPxVTwC8i5IgngXXVgRmgnJMcA//mzrejGouqRPDo5c+PHfgFz9U1Z1jTqXbIZaZoLmD1azsBYu1ItyEt5A7zkNKoMmvgqs0Cs6iBImBenG1Zel9JR7yBJYhIq0yeYDmBt0pJQ9lwkqc5u5EWF5yzuAJVvZ8MHfFEIVzTWCwUO0xizHF3BzQnZR+Ui2UyamJZRh3de66ZGAlf9Yz1f2Jrlj4ZBSODzde5X0tbT51PWnfsZvr5upcn0Hk/e1vf1sPG4uPEnaDa7AjjKJDSt9cwkFeyqz1kAfHuBqpVh11c4mCE0tF2cpY8K6HkfKykdARPlnPPEeoCL76VSPRKeCzGuGNwiYxRpazRSYlsipXqxWr8lWLUHE0Sr7qj+DRuiZijMtIsU2jY+OBJVlKd7FWRvASthBXxHw9L9IcQoC2wKYtIQR0j8eM8JbJZIJaeLRzoxrG5eUlu11+/PHHSA1EYAbQIR3NikQr9Un5Oxm62qIUVFUQpEIPWapncCUpBYOHUVISQLUj908e/Wyu+yEvCn/D4gWpv7W1RW8AVpIVQkzwYuM5wdnjNCi0stQl5OnAxHH0FosFYpw2mw2Kx+MJqGLJSuG4VNFSFK4gmNRFkoOWFSXAgEVpaF3maVXU3nh0R+tXdrdJdgQfxVrMn6TS6dFVRBspfMkD3pNm71QalXIo0VPp5bfroIZSkY4hePV6E12ON/MtrZRvUmUyCCLhOSVd6ZQVf/B+fYt9AmLWiyg2SLSMniNsgSbg5hJiVn93mbaV/FwXijsbS6OG7mP09G5dTB4Kcjk9j4z75ynmUsA0QAWsWpwsSpHatjnI5KVIorhTKtYKzsli89dKDXA/nB0deeMh3ay1EsqqUyYmnlz6jXlsdUfoLqvsC1w0/lcPGhkg+ZLulJUpCkqHG6/vqeumpFjtr36oxyqIEwM2C1i+uZ6t9HlAcstNzPfN1b0+a8ibsJvnE6wZUSWbzQZxbCzakEurxifJAx7USlbxBmVA2S1YlJFBkEd07zY/rLBU8CYdbdsisJhxKbGsCUhzVJD4jSDlSkziMXTwye2jeDjQNkwd6EeTvGpH8u45q9VqtVqhpEkqPQP8O4idIJZebBPbw7X/VTnBoVKpsBLOJu/iRiBl3sEEoQ6wN+Scl8sl6mlQECb3eOKxiJ/Z39/HtzDr7u3tpZTQsRJREEDqIQTECs9mM4RJABGaMHoOUpdIL5JNLE2P/G0FTa69dHmJDvleaE3YR+SPqhfbXBmjEMVXW1tbu7u7CD3qeWcNrAycA5vN5uzsDEuUXXPjqipOUoWh5xXrQepYRo24iOK5NoeeFM/RS7ZDRaTITx4eg+MDDKQACGc8e7QGdAwG6OtKRgmqCY7CTWArxDy2nlg/lLoQnqbmuiCot+IequHnnJlLah4tY16rJwjCDoKn9fOKa/GMkLmZI4+2DIKvyKm6GBtTnXc+gXPRUxwELOrn3aHmEsfrz5X4ySgUBsVOKJruSJc76cCqK8j1SWcwSgtJ8iUireQmWw1vy66hmTM3bChDkriGvFkXLYh04EQ20qmXoJPuL5pycIJU0+CO41AoOCah8oE4pMTElbWbQq3xuoQswtvzQvvgz4xO0ZXXn5PCSbGckW6xlbwUS8SNwJFk8BjdUArEK82qohDdaD1iSoQcIUnF3GnWk/YCHDnZSPLwxWtp7+b6rb0+U8j7O9/5jjmbI7wm7E7SaZx2rCDGs/QJbsdcosNcxtfqT3Cp3q9PaDxWhL54oklyjYpJAVsANtH2oMZyE15mIuwxErXKkF8Q3OOBKGgNMyd7PcYYkYe6WCzwB0JN0E5cUVfFH7P7VYM4W60TWU7OpXLLpARKloC8LG7cLH1kmPiP22iB3njb+SSVGbMXq4acSG79xc2DwWA4HCLIZDQaIQVwb28PRvHT09OLi4vRaDQej5fLZQgBsTf0NSupJDepcsErUsmlTUv/CCVyUozCt6iViEEmvI0enuiF9nKZfRUkUcy8OEn0iG2oLvAMQPFDoRL2SwohnJ2dAc3rhlIz5H5Fr7KHvC5YsvEcZgkDxEPlg0pclVYA1kFITK/XQ5UVdtAkVuDZ5B8Me43esTW71ZCwuJEAXB7S6HX0eFhAk0Es0zwCQdRg7hE5CR5LhYffUipjjnQjBI+SzzlDP+GW5RKw2j92VZyH9Mm5ENgFCVpTEgXgpjFPASKvWIZq6IuUtvlhF9/ot0GAr/4kScBMNUemU1cv+iUPv3a5iNJSx6XA44yfE+bGjsG4kTLwCo6DQ1J1Del68lHUMJVJVmMmczNBkDzXNKag+StvaL2WC44SzlR0k7ZyWl15WuhZnADPB5PhedxI+y0W5m8kT4mzI9mQ/NjDzqSUp5VQW+mBF6VbKyUvrfQe629JP3pzxWBDB21Xw1BJRC6NqDnSBheW0i2EcJNweXNV12cHeb/11lvZkXTyIBOF3TgktISpmOR/VS3+5a/jwctilzIzZnhEaeaSvf2NOqkrgccHghEDjjCkgW59ImZKC8oqstokJerIxHXAGAZgPfIpd/xqvP0HQgsQpQPD8Gw220jfHCuBPrmYisnobkoMQJdaFx8/SRIyyAETOGZxtUePOVmtVip1zAwBRUQ8W1tbKGQ7HA4HgwG+1QAkUMhsNtvf318ul5vN5tmzZ1gchDvnnBeLxfn5OSIiIF8RGmGuPHAddJ0rMWMOSbPYt7paE2V8LM1dyW3VjJJKnthESlCVEnlRRAAq5mOMALhBvAo6mOFwmDxGPIiyai5+oPPAbc3CCETe+tjkxmwASiWP1kt2wH2R3ZGNFMzLy0u2MiF0jp228G1ZFSdKwbIgdjWiW7xLjdYaXIFnwqzYevaYsgia2PWghY79si3zwzg23kA0qVtMhYSKpf6c0yfDUZbFRVBoogSJcWJDlbmRPvkuPiG6TwkTx0aTcWUxnFdP0JFwGLkDu/W/HCe/4uwqYweRGSmB+alJ4jdMEJUORt/Clc8iOHRNeMSwoVTnGm8hSXpuyvyHXtlyASWYkntmrHSRNdIhGI4dLrXyiuAFVYMHQVEQ8KBFLzDP6PPWEw15G4oXqd2Ei5O8+DfGHL2gPl1q0fvCYgyNd0QOUpuFooqxKMoG+brk3tQgPlIdjypClKRKJxwDT58uLDUc3qxbzIHxWz1Z+jlXnh8mMXZU9IwMclYo5v6a2U3C5c2l12cEeX/rW9+iJMhu+WulCnVKCYbbVlKes1zVObQSTVZiQwWt3tlIrCcfmB1201dO+0GMceMFKEzgOFgncB7kMfk7/uBzeLCDm+jAjJgxZoKPwXfIc7e2tvb39xHHDLM3xP/l5eV8PscyYtGWy+V8Pt+UVRdMhBY/wfCC2yRMEEMrdWNMYChBM1eMPDSIgVblugo5gG+8nY3uOQYgtuVyCTsQhgGVI+eMmX700UdvvPEGU2+hKiCBcnd3t21b1qAkotpsNohIWa1WOzs7sP1AstL72ZX6CrM4hQqa4+JKEnriJ1dXVzC68+cwMgXvBoXf0n5M8d96izsKVN1EUqm5vXMymUDeDIdDqGFIum3bFgrJarVqPPgeBjCF3UHMSMHBujqRl8tljHFnZwcHE5uC9ad0RL5Bkp7zyDHoeRWRjffHxt94iDnKRGgZxoNvoXKwtpra5xTB4NDp8/ktH9KFRNw7bpneEMWymCTeiRSePHsBqnvTNOgRy43m+eVjdfv0RSQkPZXBrZi/hMXpGeQTgle66HklB+5pFr2uot7qLOcO7P6kS3/OxU9lHcAgiq4yRoU7FW0ncaTopXiLN+gg+Vum/HJhdRi6ETAGJ3e8gPwYYB0lDtuE52ev64fpMDeDC6J1MMFkggS7t55pDSrivlOX4FGKkpmty1VxnuzFi6oPVTlRAqCmaq4AB3d+9ryyIV+R3ArG45kle5KvNjFtVJSjRBgEphOIqwNZz4L+91rJrh8qbXAj9AmqUWSPR2olN5RkZmaDwWC1WnWJ8Ob6Lbw+C8j77bffpsBOXogDRqONlzUAgqSlkDJSNWA8LYuFoHoRT3uQPljBTWUELuqADm4n6HsHOwbgBvF3k6/hQ7V2B3dl8rEEo0TkRFcmvceCXNbxpW5tbe3t7e3t7QE4MmAa2A4cfDabwdw7nU4ZbBDF8Hbt+ph49FQSq2DOArtjaTVXOBLEWBIEvFaT4pVzpnpDw3DrNW2otIzH46Zptra2YNcHnkO1je3tbZjGmeGHMaDyN4zBEJCA4yEEBHwvl0uuPAATy+dlAWdRjDpcNK5VlNptirFwtV5dhGIJc8Q6QHOAvwLhIubFNzgAKAbUT1ipI7t/lnIrxggjDaa82WywSiAM5uByB1uJbA5lUBbjnbDaw+GwlWoheB1qyOBdFxcXy+USD0cXzCzgMrntH+lNeA5GhQdG71ePife8BTdt4VHiBLgIUB7M/fLRfTV0N1kZ0EKiJSzACWo9zNRKv3bFQFRFZ4gq44Axwp2dHTOjO55j/qRLR9U9cYrAKtrjneZKC3mjMjGWhSYPUSxiJXTr4iT7pbCbbKEaPzkYqTR4cfRWUtmuBWe6Ecp5ugPm6xRJK7WoD5M0gB8mt4hzGdUfxZdqLBzNsdS4lDZoKupOh/ptKwnorYfj07togtQx3763jaSgYSIvXx28iSxlKLdeRUxyr2yQQM3WC4CSbIJo4ME1hCo6jrkZ1AewgKoJBw8or0hXYXpFY5UG9Un8tkt1en/1OQ/FtTRMymzbdrVakY2reoMbbsJObi5cv/HI+y/+4i9A2YTd4A5XV1c0s8FER9GrElHlul132FTZ5QHmT9RYm0vI2HqNCPPgUXIKovCNVFxmfAjCPxiagosItZEg3Z404bOOuTF3wDHv397e3tvbG4/HsHajrBu+wkIhwmS1WrFdZSth8VyHIFcWm25X4KlRkPtFWEOmRv5L5UGlr24Tt4CbjguwkqH2+CHs+uCGWEM0aNze3p5Op8PhEBAZdimIsbOzMwrFwWAA5QTu0RgjGnnu7OxMJhNgI9IJQg83UikyO6iivkTa40XlQRdToQyIGZgSpb6WyyVs+Y1XWsQIl8sl1pZOTwZ9UutDZBFXksNoJFYVlm+MHM4BIO/FYhFjBCZmxmEQN0Uum4bwLQDoaNCztbWFhEX8kDY87A6t4NmRKDYO2wqNGl4ahgHwLBN80DxJNMz4bNJbv98HZGdYs5X4Pol/n5CCk23KkjsVA+FbyGRyme9B3xdohhA8uw4G0yn0qMoWEEq4rK+ukERw06M5NopiMKZ/QGdUvYLjoZYVOkg6XefE1wPLs2ydK5TKVRBMr7wXf4Me6K+IpY0je6gPDQ0Vj+J0+GR9r9JGcGhISz8PbxZbSRaUyTHQr0LGTsTMwC3l5FEiRrgm3NO+d+FNkmOAjUC8XJTkBEofc5s33EQ8GspsKVNCKUe4ViBOjjxJUIcyea5JElcwLo1D0xAXnVQoLSxd1Y6x7/qKLqlzR1Rp7BIkX6RkxntCaajSb0k23C99VEVXudTAuWI3YSc3l/2mI++33noreSoDmVr2Wt0QvahNwQBlPa6V9aI6xriIh3gPn2Adxh0loxEh1D2vEtV4taZU2nppV4ueJohf0XYbPWkjlCXJCC433oaa4FjnWE0N9trJZILO3oryg2sLl34hzoQKDI3unDUlh5WhcqggQQxnnXZ0BBzVo2JptItlTV9ljvpA7CODSba3tzfeGQecmkXKz8/PEScNA/b29jYyKYHnLi4uYMwGrDQzlHyBhDs7O1ssFuZVqwGMer0e+slDdWnbFuEcID8ta90VJxXlKPIOYmEKbkpBTfHT01M0dYdVGGTf6/V2dnbW3rfcvL8jg0cxquh95jR/Djf3vFo8nAN4KZDfZrNZLpfoOoloE+BvhG5D8aAGFcWizAkSGataYi7Oe16Sb+09tzlskyRLXRmsFc1ypEx4G7L7vhsPi88d7YJAIUu1QSpRpMOetzWl3t5IV0jOUem28QrNFSWTewSpPoQpY0FwEuG7IBznFpigMT2DlOt63vWkBC+swaoapDouJv9LCtQHZg/Bwos0fld3OXdyV5Q5XIty9IZq2EpCFUNuvKKfYsTovg4qS0TDVtq/SRupjAji2DhUCghuAXUV3WsdXndlSCfgz9AZlJdWELaRGiN8I1Ago0rMDzhYFgKBgniczNVUfAJXmIoD3XHQRnIbLbWF5IYqvBpGh9C5oIeDI6kGi7kgbJKHqPHYKmUUNEWpjOAyRndMYekqGafEE8TRV20H7ud5D4KYuSb6R+5ogPyJAgmlHyVd8mHVSDmGm2onN9dvMPL+y7/8S/BQAAI2xWCcCYA4y3EoQyTsCNKzzcojpCxVDU48jeQL5vKAaDh66cAs9Y/o18aAAXzJcKN0zAH4Dp2UyuimNVrWKQ+S+EbtOgmXvQENYDd4IiqZwBSKYa9WK3SGRyk9FPNupQIJpYUyNXPZ1npJKcJu/lBxeRDwkUsnb7VTfJGywuRu/ezGp+DBxCAA1CqBwwGIfDKZDIdDqBP4CYRE0zTn5+ewIkcvYLfx+huDwSDGiELm6LwDtJ3dcTGdTiH5gLmHw6GJT19hd8WauU14Y88z4lPHoQnC3traWiwWjx8/fv78+Xq9BtDHdDZejY7PB5bte7M3FGZhQT2emuCRD7R/V9SFSY3HYwaW8KBpgREmWVIskeSSXzp9GOoUbTcedqWoDgXXEXDfSkESjJw/pNWf1bs5csSY5ZzZeYeCEM9R02Dwyg+YCMyWWI1ua3dc6sjivufSER9EgeTik+YZGQVuwLoTPLAhBISHKvi2DhitjnzFo3AD3EEkP3zL3YkdmzpxFc8yEB4t/QoyOJ5cKpZ6qaL+j16ho6NiPGpxpxaUJRIjSKYy35vE7hgc5FWISrkZp8bPzYt4UEnLOSPsqnu0s1hYdFLZvXkYLZEuKVNdWOR1uJ9eII6QMqL1jrZZkokbiX5sJQiK0yTRmhzVIKHzrWfYB+ldlb3nPC6ONkneeXQ7kZrMKex4BPQ8KkFSxOgKoLlPcrcAhU5F6tfSsJUCKHQAd/dXqbTTBTErdM9gKKVtKA1Degx5203M92/59ZuKvN9++20IziTFuVvpEo+0MB5vxYvmZ4AIg8csCOwm9wkl7MMVxOlGtB09Drvv/ajV6pncLUhWqzGmQHL4g2hbuQbeyxeZmLsImMwL9+YO7DYzGNVQyQS1PvBfmHhTSovFYrFYoHr3YrFg35zoBmmaajgGE75DGVylylG2YQWYBsTHqjBQ12e4LocpiU82e+ELGmlgttza2prNZlBv8ISLiwtm+YBCgCE4BcTWE+Shoi070YAMJpMJo29p90U/GqBPxLRspBIzN05BD7n5tfoSfxLdoYxXfPTRR0+ePEEPdiwaCj6ax3mTrqKXNkfwTPRwUoSdhBDG4/FqtcKsd3Z2IA63t7cZ88ApmMcmtW2LhkQ9r7oDKxohLOF1khALQpzGw4fU4ASawfKSrnj0gseqQmabQDdA5I3XVwaUJ1W0nm2GKClsK7M+OIDoVlKKxhACiAQpqkiJAxtRhJSktkn0GHcTsMirOiOUx/oTniliL3OVDKzg6uoKuEeHqq/T01FBSRN5n720ueIPfQLv16gAQjoirSRl/rgajcTdKcLQi8QfO6bxXOrVQXJguKQKpMj0uKTkFY0H6HeZRvBwJgblxzLfUdc2ONpWFAskCh0GZwp2BM5C+ZJqGpw4p5/EJKFwOUg/SHBL6GOqD5PBKqOo9qLtxMGTtPArjXXkkjaS1YDTwWwQNBSLna5h2aNrqBiQzKieVfWC8FutbcJLqZpQm/oeKpXxyHTFXEXPpAElvCTWAd33LCi5UkT1WOlWVpuuJMfnVMeQr7gJO/ltvn4jkTdgNxVomB9SSihG1nqrc1pqe72eJioRp14rfsyPEGFZxUB5eCh+cgm7gU7wXiaBUeLCpE2TfPAm3sF7ETO2xDrusCxJeBgDAlWto6lXrAej3d7eRpDJcDiEDRgRzCEEwDJYfxHkvVwuEdUAQUWpTwuKlVySmC/L1XrluChJeGYGK3uFe7LXOeGK5Y6BgWieq8FvcWFhZ7MZQyzg7oTrA4VBQDOw6y8Wizt37sCSDUJCXAc6QUAbWS6XrVc7aZoGcbd47O7uLqRjjBEB0CAAYEGyZhq3rgUTnBflroniAYz70UcfffTRRycnJ0i9Be6EUgQfBdcQjuONZ16ySgnGDCQHZGniSoaIxbck1J6XQu/1eoPBAPQDlQxxSvD/MnxcSbGSoEHKkOk6UIBhDRk6xQOYPIIIK0ZFIovtzdwEiHtAVNAHoD6BklPHNkxAwDNCY6RJgDghi/KKUFbJ5Kg2Uu2bMj6JCZxRZ9SuaTgMknbW80b3uE3TCq3MMCMVmWjjwT3vZGJNGeEQSwsoF7yV/FfywNRp555dSU4STs1lVHBjpU1R/1udbn6lZ0TfzgHjJLaSQIyVodrGpVDTL7wiIFeQRJDcmCjxD+axRlYCKQ6P25fE/KGLwPtpuTAxMG+8bI5JuiSBtRIkPCEsbMIbgtiDlCtGaaajCDVLvI3CQZIBGXUQLRHaOCuZcpE5PDyZ/ivwH1IRz7uZkSWC7WNSKqqUMLi80d0XdGhTcHMwutq5VMP0Qy6+LlTqRByR6pQms+tvVorX6qW51AR4uKpRcQFvwPdv7fWbh7y/853vMJghSU3QjddpTimBw268rnP0xPwsZidcyrYaKY8VpP0v7wxiseuabYJ0hVTpSF6WBVBG7yFPoRW8S7xyDeUFKgCS54epdAFH1tkRHESp3o02MTB7I2iBGJSNKufz+Ww2g6derVmcly6j8jJymSxmwigR7QQxKo2yBziqOqTLbs7giHWyoDrsOMVS9uJfjeQ2YZpYN8SQNBK3sLW1dXp6ioaX4/EYCYXj8RhOgOPj46urK6grKaXt7e3xeAxvAED51tbWwcHBYrF4/vx5zhmN6JlVSUkWO2W5OEfOTq0y0WOXp9Pp2dnZ+fk54rnxISxhFxcXZ2dnLJ8XY0QE0Xq9ns/n9+/fR1lAeDZpsVsul1tbWwyhAVVg6ag3wtAevYJvv99HI6Hd3V0s+MXFBeNHAWuAkhupdmICfSgmuSOg2NFolD1WhB4b0kyMEXoCEAwNwJgpix/DDFn9kAYzRsFyqYOUEzFvGEmSwMkC/GUEERlIRfwKCFqJVdU9ZeSrZvryQKUy7A0WPvju1XIJ8E0QXx2fCjdgdtg+/MGDXPn6eB6JJ/SBUYq+cYStVOeIHcuucsUsIFv5Q8U8uWj61bX4RgdgUi+PKDlfFwmjGLEnLYHJT/RsEkJRzUuSbNe27Xw+h+KteJHLxZUkpZlkO1Qj1MWPEm+m7JEWep4aWij45CxxdzyGeEKSCI3YSZBNblwPpTWXU6aJnUON0qw+uJsIY4D7EYIYNgLdgiDKLYwgfe/YmgX4ZrdSZXcgxzIlI5b+Fm6ZLrgSZBIvXJbwv3AdLNYrdMB3dcoq6q0oVu/n60hj+O0N+P7tvH7DkPfbb7/NtLDgaNvMNt4WPkvX6Fh2VqfU1JOg6nsF+JKEP5IlETTwNh2e8lyVH/qu7C1nwZj4UkB2kyPKqHGTA6z/JTMyz8bTb5Ujm+dujkajyWSy5Vf0ClOwauAPALXFYsH1ZDgHp6bGQpWX5EFUCWiXggfAxMaTHbJAcOrqmbDCJEZuXXbe3zQN8tL60pkZpppG6sb0vIIEDP94BQzbsKqiSSegBgMVQAaAtpPJBBuH1kL9fn86nTZNc/fu3ZTS5eXlkydPoFMNh0MgHs6U8pugQVkwBU+W2AyoQ4ibQlQJXbqYWtu26LuJ6trb29vY0+BRIv1+/+Li4sc//vHl5eXh4eGjR49ms9nu7u7FxcXR0VGv19vf35/P57u7u4PBAEgaj4VcTN6WGWdqOBzu7e3BWIj4E8wOXXvM5R+AY5QqBI3E4yp9cqm1uC8PLBQbmNuXy2XTNKPRCBPHeUH0i3mwDQPuQ6m74r0Mc+fZ2ZQJpkkM2JD3IM61N9/JOcP0zt+SDrMnOmfxw2iEAOcbvW+fdj9Vmseao+QlaAb+ByIbXepPYkQcQLfHKieYxP3dSMQLyTJ1jNl9qRB/LS9VoEmWyGVRBtsdswIXRTD8Q+FyKy0V6RzYlFmtXHayI+QEZ68SiFRs5Vd8VzWLLCA+iW8nisuCW8/38oFBui6k0mDceiUWKquEtjoYZnGoDkBma2Iyx3+ZXmkl51RJxHVuPc8E9oLWO/IE1yQ10CV6C60gSJ1z7HsPWvQdI9MzT5TkJ1BoqRUr9+PY8HaYh4IoKhRtFaTmTLl9uQN/SW/kElz27gnSp3X/qwSTJJWlK6r0tu4TbsD3b+H1m4S833rrLVYfCyHQXQWMBdplwLdJZC3/SzanR5EcU7lnLk2tGECUqlvV4bGyQXoUSzaeoP9lRArhLGS/ieHchO1ytJQifFcjXQyymA2Ch3/0vF99v9/f3d3d398H5h4Ohzs7OyEEOuIBX5BNyMp0fGalgXAubRlyncWrkMWFncW7x79hwNjZ2anCB3Npv+ECWslMdfGBMCgCMZ2N975GxxY+GWrD8fExrOAxxo8++gjWU2ALZGcul8vT09P79+9DYKAS9nq9XiwWkFUwliN5cblcPnnyZD6fT6fT8Xgc3fZMuWhm0LgaSYSKHecGPwckBZEDf+ecEfONC66JxWKBtkfZQ/nNDIbt9Xr94Ycffvjhh0+ePNnb2zs/Pz85OcnexSalhGUZjUatV2sB3MS7AGhAloPBIOe82WxGoxGAOyJzsjuXUXOw8eBXetgp5jVIiStAPzJ+kt1mZmJd6/V6CEmPMV5eXg6Hw+DlF4C6el4+iLpr4wH6JI8oUZtY6o0nWAdPUyagBwrBHDF4pEMgHgmOIAU93Lu1N+MkSuPZie7+woZCK+t7uyU94zxodFJlcZi0HhAfSmxXSXo+ikcmeISGDp4rWUG06NnbSUK6g4eeI5APykD1W50OTzFBLY2UFQrRM3ItSOJQ6U4kUUHr5g8ZcUSdiqwJk4I5NnhGjXlghknoBa8gAFeJh5pkWwZQVdgrdwzenJ0J8tMVIwEoSQSPOsvuzdNlJIXzRVG8E6R8pRmkaJtEyUcPqaoUG3yCmBMsadu2kMLKTvGJ6pyA3aR8HoS2beGvI4vWpeYIs1QcApvlzzdeql/JJpcA10RWhrKDpi5FKwGQ1146nnxdMUrdSiWVituQ8j/pdTcJl79t128M8v7mN79J36uZIdMCRwtxq2aGI916Vf8g9gkTI00uYVwQCK6cjq9OEuPYPeEmxhg1M1AmWUccMu0PH1IGmHQz4Q3kGnrpA6891a2UlAZQm0wmu7u7yI1DWDNwDy2OKGYym83QU8aEfSTJbwtukgyiVJhwugqOkGFxbBgSpwl8w/1KUhe5mrLapZTDqvwwFz80QgC/moNa8HGMBwgVK7xarXq9Hqq+5Jy3tram0+l0On348CHaH8BYnlICXr+8vBwMBvj5ZrMB/H399dd7vR7s0zBCKxaB4K+kUTXZ7H03sUoMBCKRN15zYLFYnJ2dnZ2dAfLCNQFaijHO5/PLy8unT59eXV0BW29vbx8eHgJ2A/nBorxcLs/OztBFiCiWNRkhQWF2wlkbDAYoLNi27Xg8DqIdUUbCY2Bue1OdilvMOLG19wNCeoaCbwJoHBCohVAYzGxnZwcrDP2NSbGN99kxx1XMNI1un86iCm6kF+bW1hYAMbELAT3G3+/30bIUy956VDSRMebVSNcV7i9NALmM2NYzHiXkAIc0efkmevNCx+RppbDXD/movrdToYXbSnsBJ4JPNLGVtMqhRvdpVOc0lNcvOdFRbLRENtWhqGyEQQLYopfIpOuD9gsuIF9B+2t1HvHYKlIIX5FirxUQtL5vpGekeVSSypEgQVaVHSGWVh4rY74bjyGkmpEk0IjErEEs+IOViHRPySS5DhX9Z89vJv/hUldSjw9E6BTrkAb3QAa3jjM+igsb3cysVMRvueYkgCglyVUrCKLQVruDS0nXRKE1kZ7Xnp0uPes4+avqTiXRSgJW91Tj5Cc3lu/fqus3A3l/4xvfUIaF0qEb71BIS7ZKweBlE5I4pFR4BKktpdBQeUT2OBAabpU18FeAyypviMK7p12D6sC8el6YFs+x0s6NqxJIJu4tNXjjK+UsYJ2osgdcgj4m5ikvweHpcrlEx0oybh2Auh1VhoGTMtdehxFKizXXJEiSGe6MYpixUvIlsaBfy/JUytIqw1WCIOTCQgMB8p5MJihOQhiK2slAtOiRDtMy8lDfeOONo6MjxJOYGeJ2QgiItcg537t3b3d39+rqajweQzMEiEweo8wBW2mP5HJtvAV6CAG7AHUIsJvlxnEtl0tkxMIkj6nt7e2hCsrp6enh4eH+/v5wOER2KQKpg9ciRGQ8Jr6/v//KK6/EGGezGfwhNMfSQJhzHg6HGAlCTVrpmQqgAMs3lhfKm1rCgtuZ8OrWC1AiYp7EbA6hSBUKWQjNY4wIjzFvvsMaJvgJA9ajR1uB/FRyA3bQtIbPN94NACFGQO1QUHPOfWnlSP7Dc0TDP2kbyCyLM80cEDPAxgQ68CL6Mbfis1o5X6fE80nyHh9ub28rQFx7C8MooQuhtA4qsiHR0kyAf4ne+KIKT3M8OkJdCn6rvCsLxtXVyB5mwKOUc4YdIUj7GD6KEwzie9Fnwjq78e42JhCtOpv6RnNrixqD+K5UFs6qRIB5CL7uVAXpFFDyc7UoBQGpyh65d+AVUaw8yb03PAVB+su2UmOUED97DBVPEBL6k4fuQO+FDyR6bKc5sI4eirP2Vr6YLOE4iFCXiEeDi4kPGWqlB6Sy8lQy2tyLZZ28fC5pKuOp7DpYzOufCL5V/FX3XPsW/fsGfP/2XL8ByPsb3/hGKCEg+rwQmUFGbqTDFr/iIVQWxucog8CHeh7IYYEtNLCM55ambhUwUZLr9VSTQfMTQnaTznYcrcowPkc/1AEreFWsA5kNudvz0t3wHhL6rFar+XyO6AWuieoAlTSq+A7DBvjS2LGo8QpiHYxl9A71JW4iUbVKGv0vWWHFyIhm8O/FxcXp6SnwHKp6n56eLhaLxguQrb1VCgM8GHUAFo+WnxcXF3AI7O3tAectFgv0woS4ms/n+/v7wGpaM4vQhPMKXiUmSToBo27w+XQ6xY4Ax7feoROR38vlMueMwG7A7qOjo7ZtP/jggydPngyHw4ODgxjjfD5PbqfHH9C4ENu9Wq0mk8kf/MEf/P7v/z7s6AhuAX6Fdbnx4jYIWMI4d3d39ewELyI+nU6xIOYCmPptr+wIiAgTnGViWWwrfoJc0iRhtckjiKBALhYLRPuEEJbL5Wg02tnZoYoInwNWDIC47yU+gyvwyZt9Mr8TKAF7h63BOpt0UCKmgeZMdsR9BJgjwEqdXuIkVGwKtdluNAjph4CDVBTFXlhxiSzYNHXCtbNAfN7Je6rTrc/EwjIthFi2ixT53ywY2sRvpieCt5Gv6kz5SRZHQfVf6wBuZaRZMl7gvSERoj4PoaEufjV+DlWX1FyjC9LajBsaOhHVPCk0XnT5g5W5/uZxPuZqA8mYFYoqiaBaPc1SyaNHsrsEkQRJRZGBTPAQ8glUwMgMkesCsQjJG8uUKis1HAL9IC4LHGRq5ipYgwugRppe8Z6mTOD+pKuRDFqusJIWV14J+Jdf/yj41odUt+m5q+7Rv2/A92/J9WlH3n/+53/OE5K9nGorNRAYlGzizSEj63k5PPy3kgShrLtkgtWieKlix5WWxWkey2JbVmLrSoDREEJAT/at/9UfKlYIYp4PpYg1kQp8VwgBfcLBxXp+QXyaWdu2WEBYuxEmUYlkomRz+zo5e5LAbh2bOerqSZdKHafKDxWlajTipvBXURpkEHnrWtGwwW0FuoVVBoJ2OByibAvrgZh7UWDCwdLRmNq2LQqYIOkQbSwxwfPzc1Q5YCc5JFZiieDgZsxPI0WRq+WlXGF/HJiWKVkxKsToM/GOQmV7e3t3d/fg4GBnZ+cnP/nJycnJ4eHhvXv3bt261Xr9xJTSs2fPYCQejUYHBwe3bt3a2dmB1f/OnTt7e3vvvfceSpdgSRFLQ+WQ9jPEu6ujiRIUE1kul5g18auKPXxCxQ8RFOoxj6WnKHtwSPaKLngIgtFRoQVFTrCD8OdEL76JMJvoVeQZytJ67aO19wHgamPYoIrLy0tWI4HcBdTIEt2kbKHnRQmz1GlOpd9GsRGpXSlfqZ1n2cwA6FNpYFbeFUqMSP6ggD506m+Yq+g8QRU44Nk3MxREwtlpOgVG9diG6/C0ntMuZyDfIEY0aYNAZpLFBoxZt1JeMHrsH+M0cNEuTsgYPIAqi62XEwkl7ObfXMxWKm82Uu+v8bo0GymuVe2UfkhUrQRfLQ4n3mX7hPs6TtWjsudUUL3HIWK9LzODXs1mN7nUzbJkGgRPtMUBBz+EnM0So6VEju3LokWoNqgz5SpFKYKp2hpUaCVO3SA9YipHqmXkS9WipA+5ljI5wl8CvvnhtUeSr+h+q7+6Ad+/DdenGnm/9dZbhHHZDVFrL9oNJgJUxDNfQU8th4Rn6oFhUKDeQGRMtNSUxems04hHPeM8yXp/I1Hgwau0AiJYGSau4JvoSrmJMl+Vdq132zZBvWCmCFA+PDyk5EbEML0HwKbM3VFcaFJB2aTLhg6MjJLj4W+zR62Qy+RS84nid+YG0S5iAqZ1+zhl7ku1Smp3yQLQr66u0H0dJmGiRnPXKv4FYA0hMDUTYR4hBETJm9lisZjNZvTa9/v9/f39nPPTp09hgd7Z2UFC5GQyyRIhwCHht9mxJnChmUGeUbdEpAq65SHOBJsFVQptbkaj0a1bt957770PP/zwtddee/nll7Gbz549+8lPfjKbzT766CNAjRdeeOG11167d+/e3t7eYDCYzWbn5+cfffRRjHE+n3/xi1/c3t4+Ozubz+dN0wyHQ60HgnKETdOgumLbtqPRiNCZFM5qjFFMgFksba13z8lSpC8LXCNu5vGh4T95QEjrBQdXq9VwOBwOhzHGxWKB0CBAgdajrtkjCQRMzoAbspf3wTDYnhMxORghoAm87TlnYH09aDhW1Ma5vxoiQpmNMQCcsVS5AlmsJGmv1+tBH8O8kpjAFYjz0OlhwXNQtp/cxsTOqnERyrX0LEcxCuK90GEYMU/9oTIrKr/KHQzU/W/w0KZWyimGMkiPOSocmwl2Idm0UuWGC05w3HjfsehBERWiIj+puBZ5bE86SpKThBAQ5rSR+lrKM/k0XNQ0eFhwcb5J7DvB0zqrgVHHUHYX3XvGuCD+nNvHd/G9fW8jT91M/Qw8ttnxunkKJnoDB2/CRUGGmyFJGTGFt2SJSUvSxCd6Kq2yBRUHHI+SayUFaBRXxqsSRI1uqgnovl97/aPgW+/sCsQsDnOdo952A74/89enF3m//fbbIGLITjaEZ8LcbDajMFPmS36RpI6pXQe+q1NhLvCIj/mvijrKTtzJZ/IhudRo8QcsZ7gBaJjfooJBELhPxpHL4GkVflZqz/wtHakcXq/XG4/HyA4EZ4wxIpvt4uJi42XdAD44gO6MdDyUi5xgEK8uQjVUzJhbeojgqx9amQKr31bgm18lKXzb/ZbmxkqWzOdzCAxYtc3jH4CS1bwKkQmrJ6LkKcbgKAAOxnpub28/fvwY9uCmaW7duvXCCy/cunXrb//2b2/fvv36669XCCnLBRPXRhpVUMxET5BFZMhyuZxOpwxi2d3dHY1Gg8Hg8PDw9PT0Bz/4wZtvvonKm++///677777/e9//7333ru8vJzNZgcHB71e7+rqijZp80oFP/vZzzabzR/+4R/u7e09f/78+Ph4Npshk5JyGrZ8SE24DnDERqMRwCvk5dbW1nw+75UFMTE10IZ6LfBhJTiRN0m5GBynEiub95zHV71eD6TLwBJAbSBjvhodW1sJ50XVdnP1RrNHMELE0COtk4A1eysQnOJGStT3vbg4rJ48LwxmUMwE0mVDPpOwjSDqJVZV8VnjoQi8SOFdFoc/4KxQJJqlIhvuQRKbPsEEzpp3dTVHkKns36lmWuW3QcB3dUP34mCY81fxFvPoDt5Pds1dww1r7/vILcP92DVMNkuR8ixp2Vngu10Hu018oWtvXktma+72Ac8PpStDz75JVEa1VtEre5BVUi6svX0VCIM5NnwRB4+/kYFKzTM7LGbtGjwWtTU4L90RvF37GTNTHPywGls1Iy4a3oJfaYAol4I7bhJ/EsSED2cCSZeUwFlTgdHNqmhP1S1zuZNKn4wuQvf65eBbxSWuah3I1q79Fhd6ln3SAG6u3/TrU4q8v/3tb4Mok5cu2XhPeESbwPLX8yJiVnJzdT5aiVBxQwXv9G+FnrSyVJw3CK41P/ZNGSvCe3pe14//JQSP3vKQZQQpLXCR7fJdJuKwmgLhlBpaQghAISEEmAYBfxErvF6vEd6NaG9z4xCXKAt6JnrQiV8rUZKbyaM4tblKrdRyopjJYjlT45CusJXlbH/JMBSpRO/RyLmzfV3jrdfwIYIoGg/LyTkjZBn9GmGw6XmrS4QXmxlqgJycnKCNDtIczezg4OAHP/jB97///TfeeOO1115LpTuYswOMM/eGYzCwmYHs6bYGaAbwxcD29/cnk8l4PH727Nnjx4+/8IUv/OEf/iHCaR49evSDH/zg/fffv7i4gNNj7Z1ofvazn+3s7Ozv70P7grX+3r174/EYDoHnz5+DSolCUC07uLFquVyybMtms4EJnOitaRpE5pjZbDYLITAMmquKfeE5xX9zzsD0jcdomicXppTYrx5LB12RhAFihj5A2zaGR7TR85KOELQIXQNwWa/XyGQlOE4psYDgxcUFfs7AAOwagnyiO9OTdJVvvLAaFopwgSorAwBYCEVPXysxPOQDUS7FHzwv1VnIbj5nvH6S6AuyI4X7emDJWPAhNCJiL05KuVyXNZkASn2ylZfiDw4yijuLFtngtoMonVm6zDCEgFKYmtycPRxI1Q/zSAb60KiiqBBR6Ia/4RjhYzlBUBT3PYiNgLiQsR9cSe4IGT4/b8vcG3N7DamiUl/5b/BQRnA5E+1OjfTZK+sjpQFOGOoMSRw1JgGcjTe3Ny/LzV3g1nAYxLWs4kWtG+Pf2tpi6VISVS6btJNPrqX5ZezYlbm53DheWbQOntMo3oYolm8r8XRFq58Evknq1Jpyiaqr41ltlj7nxvL9Gb4+jcj7W9/6VnYXHsABTiOCO1tvZktTk7kZhhRv1x2D6niYqObkFzx4yp2VqeVSBecp5QNjGToC3MDCZIR0yUt9EYhTpupJjqVBVwdMMR9Lk4/K0X6/j44GwA3D4XA0GpkZ0gSBv+fzOfrCgP1FsSfpe7MYFbjm1VJzcfArXczkfk98Qjh1rXWBvwohMN3HhOVlv/QnJkyWNpjgoZxAzIQ1MHZicUIICBGOElaYUkJB7uhWZ8jyEMLp6SkmDo0F/Thg4tra2kKV9Mlk8vjx47/7u79br9d3797NOc9mM9Q84UZjCgrmgOeSNHlhjPJsNuv3+0dHRzAXIQcUyG+5XH7wwQdXV1dvvfXW1tbWz3/+8w8//PC73/3ue++91zTNH/7hHz59+vTdd9+FxDo9Pd3Z2UHd8cFg0DTN0dHR/v7+7du3gQam0+mzZ8/29/dpwQLFUh1FhAl+TlIEbaDSuUlwZ9M05+fnFKjmlQ2wF8nDxM1TmbEdPamiQN99CAGqEUgXInzjlUOC9N2AWIWKkqXSH+J5ssetIdQKT57NZrPZDM9hJDq0U47TREXEH2BNh4eHVpZmbzwTLnlZGzIingVzxEYaqI58krANMAosGiMZqN/y4FsHeBHLBsdqQbx2fe9sRcu9dSBmdOMr/gtS1xPXk2obFTfgGPSGazFNKNGt8gQyOpa2VJbLdylnxudQickhwQ1YUZSMndir54U+gtgjq6ESC6r9WMs1mns/ONNWUn6DAzJaW4OY88kwOakopRvpLMKjQJ8m9le1ZJtDVZIckxxymd1OnglypVZjDr4JTBvvBs1zRwae3RFkpSCzUtRmL+8IwwegNn4LA0f2LpuNpFGSQ2bJlE0SXVO9wko4rudu45Wa+FhddlJRIyVBK0LVx14Lvrli8boEaD0gULl1larTB5pHaOjN9Rm7PnXI+//5f/4favCbzQYeruyBmBspjmal9Te59zOXNhWSe8WsoxhUyLLJMghneT9xZyOp0GRb/JzGQjVyK+JUyac/777RJDjPOrbS4DVTaTCLYhcH89re3p5MJigSxyWFDyHnDG87itPBqGkixvgoLrJKhSAOQUqU0CkqYsKMGBhKMa87VUlu/kpDGDlHNSfo/eZe2ixRDbA+QtRh4pQo0bsfAy43Eu84HA5v3boFYQ8hB8MnYp1hywQQb9sW4Rmj0Wh7exs+BBQcHA6HL7744uHh4QcffBBjROQ3pp8l9oDWWQaaA1sDzXPKu7u7UOEAHDHsfr8/nU6fP3/+9a9//Utf+tLJyclPf/rTH/7wh++///5ms/lP/+k/vfzyy//jf/yPp0+fmpcEBoZ7/PjxCy+88ODBg6OjI0zTzObz+c9//vOzszPg3bZtCXdIbIjcwJpg2RVboJQKVJq+V22HUoeTaw6+afnuHque1w2kqObxMbGoQVQjfh1UBIlOvDKZTED5jVfkYBgDvD3L5RIkAQyNuXDxs3TZpC+CeAUMB6b3g4MDNvYLEovMrDVcG+8tQHCD1yXvW5mkuLIexuxxEQDBjWR8koNZCT7I1pS3JO8vE92zt5FsUT3dQfAfsVrOGSuGWXBeCheUmSuTrJiJlSCjYtT4iR58IDPMmrA4eeRbFo+Kzje7r4N/0yVi7g8kDfOlocyh19Ug6iXA5fHM0gdKDT3K/Qgcg9g1TIqZ6IZSYSMMbSX9FJ43QmR8q2FFXFhN1chi3OWLeGSaTk+lIMg7u/uLQ8W5BuOi1qHMPOdMN4WJtCWIR+C4Ugg2pfGwe5w7uoWhylqpZ4aO/biSKTqjjfc9IAErANA1sU7YSSWdTXCFyi/+V6E5v6IeyGOlgrsabYzxxvL9mbw+Xcj7q1/9qqqJLO9Azzs7dFAk6KnYdIqkVpIgiE4cSh2XaEx5DX9CQwUz2VW84edReuQCovFbcxZW/ZenWpm7mvH0xOrK4Cu+1ETLp30Lsnw0Gu3t7QHrMEUVTBMlTVAGLoohWdkQxSoZN9lKEOWhkp3Vv2ZG/kvYTbjGpc6dnjsbr3qhsIDsT9eH4jOK6ZGEgb/ZicY84pDPVCACGc/VA7QCAru4uIjeVTHnfHBwcHV19fz5c/SY3N/f5zLOZrOmaR48ePDgwQNGfBIEIK+IvpHsjlSMgQ3tOQUE/KFqXs55d3eXQQIxxnfeeeeVV175+te/DhT+wQcf/PznP3/nnXf+y3/5L//5P//nq6urH/zgB3fv3p1Op6vVCg+Hyf/Bgwf37t1Dex0Yhh8/fvz06dPZbPbgwQPKHroOeHayu6Sx9aPRKOeMNVFZBQN28pyw6H3mIY9zznA1tFJggb+KZfHm5A5o2tXwLuohFNXJgzrWXv8keFUEJSSEq6Hwi5YrYVlJcy85QsBh/M7eRJC4HORxdXWFTel7HXQec0SfIzMVqEiBl4JX7D6C+GkMI7jUkwhyQqgMycYE8GWpBQ5Krk4Wzw4VCRM9X1lf48HlPe+yZB7PphyY3KPiZtaB43oqFf8pfFGeRkaXHUYHtxNzQaKn5OowdKbkLRp9FKSyJw5p9jY0qeMjJZNJEuOBd2HLel7WJoqhmlNQYq6QFtdZWS6ZLfaRGJHbyvvxEOiWYFA8X1EC8cF5qg6sPHd8OAUT90UXmXw7uCtGNRAy81wm/OiaKItYLBbJC9dwqOCTXNjkLRp0xbiM3CZ+fq0wym6CCe60ofBtJeuai5xLRYXj0c+rN1KZqbY1SvKxEicXM3lMHX/bVQZuOlx+9q5PEfL+2te+BrqEqKZcodsXnwSBoRQkKgAq9q0XDxJ/iBOouj6Fuj4854zsMSROhQ4c5zOj97Umiwxi0otiuFJZWLG5JE7h4EA/SA57N7CPnNrMEFiC+l8IUKaLMLvdAjlAgIxBzOomSoIJ+7j2dZWKYtehYXPzvH1ykznG9mUR1dfanNRKUW0Qd5k+1ugVA81ZG3UkCpuc83g8BjRBaNNoNOp5Q82trS1wfxiY0WbIvL5b9BIWMUbeiXehO+bl5eXHH3+MUoMwh0cJwUfBx+Ahv4yewoIggRikhSaUk8lkMBigMAsGgITLZ8+evfnmm6iv97Of/exnP/vZycnJK6+88h/+w3+4e/fue++9h8GcnJwgNeLq6ur4+Hgymbz55puvv/76crmczWYQSCcnJ9AZJpMJErPUjkgq7XmHGsoG6jPmVcAxI+wX4jHQBxTeg+woiubD4D4ZrAaRK1EpvOHsWk8igSMlCMQHGeghzV6yhsH0WroRFm68CCgcs9tIYihMfaxTvvZ22bjh6upqPp/v7e2hTSxHwr2mTkUK16EC+VH/30g3+yyBOmQdiKhhIFYQx7eel42XiutJowC+hQxQ2aOeNYZEZ4e5BKk0/fI51kHYuUSuuimcdRepVJ8Q4Pa8bLaV6gp5bJKiH3wO0FvbtohTUqWd1IsNHQwG0RNedSk4fbWd4yE0b1MvIt9WwI1rI0k4ZFlkeiTyVhrckGdy0bhxQZqRUa1tpDcqPzQXFti4nDONx8mLe/bL5qbwpzFgpuLnXGq8hYxUGT43IkrqjqqOWYwd0LQxNnoG1t6LGpo5WWsll0OJs8mg9CBkseyAjXC/ojvxTPAuiYcbUdGqromJGtA9BaEE39W5aCS/kyPh2ym/8N8by/dn7Pq0IO+vf/3rpLmNFDABTETMSet9tpSxKgLrebWpIChcZQOZKTkj0bDJmVHGkR3Lwg5Kq4b54aFIiB4QTDjC19F7bh4Honw/iHmDZzWKec8k7C+LUYTY0YQzwty+s7OD2hTAK9Hj8+DdXiwW8/n8+PgYxlR9dSUpG+/xTnZW8eIkLlcudRDs3vNSA3ya6vQm1i8rYT0epcaJSnbiD10BGie4I7w/SV+01q8YI2yZwUMzYfmAAIbBBmES0GGQgQT7Zdu2Z2dnQN79fh8NemBUBgg+OTlZLpeTyeTg4GB/f39vbw8W66ZphsMh9QqqYUQVIYTT09OTkxN4XZumOTo66vV6qDQCUYeI6n6//73vfe/DDz/867/+61u3bv3whz/80Y9+BKg9Ho/v379/eXn5N3/zN6jUnnNGxb3NZjMaje7du/e5z30O1hTWNoYleH9/HycOveKjGDhJLViWXq/HaG+cGhQfQMJuSmk8HuuWoXtR0zQwd+GZjRSMMzMUmSGZaX1uRUIUZkna62ykviFFNfM+caZyzmAvAN+EcZDu0KOCN/oxUc7Vpkj6id7DFY+KXnlaQ2zNDJCdlRY5/iB9yPFqNFUlXFBASdyAnzMUPov2y4MD7oFQfmU1sXRnxTK2OJWmaM6Oxxyxxa1H20dxMSkDMVEA+F8FJfkfs5XkDgSPncBZZSa9TolYMtIghnz9rQoOBNSCWW280LsONblPleyX7IvJG+bOvWqpSdgEmnwygTtJAlAba64MEwwKxKx7Rzox58Mg3b43gCNazQ7fdTVMBGVyhZlMiQyWHBt3EgpHr73DjUgeUx7F9l9JZBwBzKjnCbLR83RVcTWPpYHKTaKqCL6SpEpRvIHP5IBbCddspXa+yhToY7mD8kOpRah8rEjXSsmoy84VJrZJ4nzIJcgZj8fwVd5cn4HrU4G8v/GNb5ARbLx1M8iRBe/ob1LKJtxU1lBxfyvJnTibTFmp3BzAMS7NvM0NbQ8Ku8lwg1dbo5wObgvsed+7xmsLkH3owHRG0QtUVZzLRGDQIMefNB48B/CHSoJ0quJpLAh9dna2WCwqxoErlW5NTjB4bGsQoBxLXZ+DiR5agxtYvLyVeggmxm+TwAZ1ZMfSj2ylyFR8YAKvFdP3vWEE123jufk5Z8SQ9Hq9vb294XCIUoMYBqIOgqemsT95670/5/N5CEGtZdnNou+///50Or19+zZwHnYTcJMx7uv1erFYoLUNC9zmnBeLBULJx+Pxzs7Oer3e2dmZTCZ4y97eXtM0MNbOZrPHjx/fv3//4ODAzE5PT99///2c88HBwSuvvPLkyZMf/vCH3/3ud09OThA20/Mukru7u9/5znfu3bv35MmTs7MzM+v3+2dnZ9PpNLrTZjgc7u/vI1hCT5nSMHAGUDjC3FerFapVZg8lwvqQwpfLJTQQPg1zD25SxVLjuBGmdLECKSR4bEbj+QaqG+O2VlpBwcKtBQSDWxDh/2k8alYpEDyBsel6ZPAQ1l2JMe7t7VUhVfiJKgxwnvC8BI+QIXMwQZ9ZsBGBCw47ELBJIA0PdeMZDhTterJCGWqlmxtFDaYuAR9O8BgVHnMT14Tyse5p1e3jscoO16opc3g6uyyhsVm0d1zKz5N7CfgQLgt1rVZimYJn5pCT4MqSidFKRHKWqAnVB9oyT13froJGZRYHAKOMoljeFr1iLIw7yavFR7HactFIuupQ4s2hNJdYRx5FiX+DDtzdFyqHPDjk5CklOFqpxJIzB7mSx3iYx16TTvreXh4AwEToB3GDVIusxJ8FKKsooW7TeAq+iq0kke7kxhsvTx7LxplcEIbKVFJJD4LuZhBlLJSVdrnv+pAsBV5uSg1+Zq5fP/J+6623WumpAZxtHmSCeskVXyYF/6P2DFKtHj/FlFFCCSvpbhIogkslVvVzwG6IKLKbWFq7raMJ8IH6WCt9aiai1CTiwkrgHty4DvkxGAwQk8BPYORDRC+wnYoEvrSrGwRRS6LUCtAFx9VKbSxVP0zC2oiBdKe4Ncrj8OpGMpaUo/Fv7ibXofHIB0CTSsJljzhqPHgUoQLj8RjtGzmLk5MTM0NPnOQBJ6enp7PZjPJmZ2cHNQSPj49hkLi4uJjNZtPpdHt7+8UXX0Q8yZMnTx49evTs2bMQwtHR0b1791JKANOoTohq63CtAhlPJpPDw8ONVyiLMSLJgXlmZvb06dPFYjEej5G8OJvNPvjgAzNrmma5XP63//bfptPpycnJZDJZr9eorAKr7V//9V9/4xvfODs7Q3dPlCs5Pj4+Pz+HIMewUd0lSTJrKJtxmCdRoXmNmQGpA0Pg/BKIBDfqAHybuLxJV/iEUdSI4Wkk81XjvLOUjDDv6AFqbzydgCyi9WBTwm7rACCFBSbymGNTgm+8xFvrMRjI2mRvVDIWIgmoKDRbkox5KDRiOElBFbyIdlDzLgeYPp3UTafruLm1D3Phlqn+EMqAbwLEID1og2epsv5plmDopow55jOvBW3kJHrWKq7I/3IYZH0mhSbJ90JpOAie8qEghpw8ulW74qucPlwW2CMFoMowFSdhI+BeMO8hUPGrimcq228kb5hINJTGV72H28evKtmEkj7Qz5X+G88zzh4ITozOK0vnuKr4RnK7BmFrdKt2432v8AlD1HTfeadmVeIrRrbwHvhz4CMiAOBedwmGFKuHmqsXRBfF8WdjWjxB5WBFvSRvJRi+MXpCv36VxE7EMxJcKQqic3J9snhv+F9OmeMMIdyA78/G9WtG3t/5zncoNjTIBEvjkcEAAQAASURBVMouXN40V9h1jsJU5qKRankIlcT5Wx5g/BcWWb6aUQ0A042n9QTBzXqqGYsC5K1yqyetwqz0yfLnKv9yCe51zFlAp3XAMXUJFJvb3d3FkAaDAfL3Z7MZzHLT6RQFKIhvrJOMb26l0BGaxKVwFqGELOZ8So0rVgqbiiPrzqqNxBxgqaWwGi15YrVc3CDVpvgrRgQlTwZq2xYNU3q93sXFxWAwgBK4Wq2AKbPHCJJ9I0ETi4zKjObqIp5z69atvb29EMI//MM/vPvuuxBIrJy1v78fQgB2x2+B4BFVknPGk4FcEeuCUNGmadhEHWoVarCcnp6enp5CoN65c+fhw4f9fh+lDDfeLxrS9K/+6q+++tWvnp6ePn/+/NmzZ8gKODk5gfEbVFGVWQyO3rLAO6w8pAjqheMt+BvGqvF4bF5ShruTc8bCEtmoqok7WZABfgYeTJKQGoqsA8saj5IirgquotOezcFkjwbmBjHSILmtrvFyfirdScAIVzAPfQG2JkYJDn0uLy+Z60z617xwToeIhxtnrkwmT6EOIcCsCJhS8aVYlovhYCoeEsVSTjjO46kgA+QH9ZIKADeLB1NfWvGu6u1qcsbVSBwzjyeInDyBx5BW/EZyDLihOJuxY6dUAlYYlErbDdkX9RP4KMzLePNbHhDSMOPgu9IqC9jl2qpGl8tCkxgwxsBBJik3qeCPyUUQmlg9hjkFd6okiRECRVFLwaPW3luemSfVFEwEGVcb7IL5x3r0uHGNZDEGVzP4WD0I0T1vleHcOlcQuVn9S6GjJI1EF7oou49KYp5PYoQm94Cjr5oCiTyWJvMseINIRllWUwa3BIE6qq3pQt2A78/A9etE3t/+9reT+HTQJcfMknfM2Uhp0oqV4289GJ8Ev0xOFI+TiTEMHm1yOsoDyiEKcn0Fj1PTNCjuRpGQS5OSdeA1B2aCm3lKdcyhhOl6Ps2tWSZ2316vt7u7e3h4iFBvJFlGScNHzTtlwYQF2a0dHGGW0BqOPIgduvqKnJrch8ueSnthxfJMmA5JIrhzWT/hxilHtuvEQwX9dUZBEA8BRM6ZMawofI6ajNk9yE3THB4e9vv958+fP3nyZD6f7+zsHB4ehhCePXuWPJgeRuXbt2+jPMi77777wx/+cDweHx0dBU8kQvz3arV6/PgxlgjG6f39fXRmyWIH7XvvCewyAlIRk8q0SDTa7Pf7BwcHT58+3Ww2BwcHv//7v3/v3r3Hjx+jHiJ+8s1vfvM//sf/CN799OlTRCWllMDKx+NxCAE1AWFcN7eGZo+8ouTgYeSdG2/nifgZWH9JtD1JRD45Obm4uEDmKFAvycm8kH8IAcHiEHWtd3o3MQPzLCeJV9HjoxgFsBhbENzXjE2BdRCaNvSEJAHWAGfI0tt4xxBFRYq0ME5YQLEp+JV5zya8ggoAZHlyy7pqBXh4hR3J9NjPj+ujvMI8TK7x4iQKDsh2uETV6Yhl9SeMhLHvPONZPBX68woPWcmKuSlRdHs1lyiXJjNRxaAymvIJJLBGmjEp32aOPi51SGaxf5ukvpkZyuC0nqKTJOhOWfHGi+ttvHwkGWYUG38qQ6hNkjWJPqNbUhiC0pa9GzllPKTnBQ3JRWHcNTM4giBke14MnqeAA+Mx14NG1ZH0o/RJWwbejjgunTgeyNuoaQdxJpNOKlKP0uYJ10ZKE3LXusSm/20kUo7cjInOdp0kImHoBgWxNJHmdQz6HBV/er5MkIA+NpdiXRlLEI0uCCS4Sbj8Tb9+bcj7W9/6FpHZxosGmsNuIG8V8Mq4u5dSrRI6v6UIUU4dytqokMrJ+31AaNGE030FmSPsYbifb6xOTiXhyNe6J7+SVVwBPoHOPvJxGNdzzoPBAMHBqG0C8Y/eh5ggmr9wtU0YTS6Rq4mHsfv23FF4QinXq43jFCgqKES5fap+WCm9rGyOQCGhA9NXcDCp7P7DkSSvLGYeqKfJaiEECtoQAtYTaDJ4//kY487OzoMHD66urg4ODqbTaePB9DAasUXR3t4eIDXshSpl79+///Dhw2fPnj1//jzGiLBvWGVoeUL0OSIpgweD0nKDr2Czb7058/n5+fb29sOHD1977bXT09P5fD4cDufz+WAwePPNN+/cubO9vf3jH/8YAH13d/fJkyet5zCllAaDwcOHD1GtXA1UUSrRUrpwhbMYGnPOQLEIUseBAoze2dkZj8cg3YuLi+FwCB2b6Yy08iZ3y9CpRdwMJSd4O0Na+xqP3ef5pdDFOLVIAjqtwFTPV1DOZUcnQBWw0ENmZ4EsxBY8GrB/N56hSzZiZsPh0NxCDBN4vq5pOVeA0JwBOXyd4oMq5cM6rV6T2NGVAZqgcOWi1WHB2iLyZzAYrL03EJcCG81DqjyQKncosYu+TlU7PoFjUCspfQutpP0oN1a2oyElQVCgSR6kcl29mTwHDi6g6ljm4pOoyI2RHAygDODIFaZqkSTULbnrgCw9uQsXo2XaqJKcShaKSJ5NBXzMS8GF94YQ4I8inZskJJDwWo8Rx+GC43QjjSorQYZXM/SCD+cIOTAuCBgvb0OQDBgvTwStOUiLrPZdt49zqQgsCLrlq1vpo2ylnDJRO01EeZbCaCRsLjufYwKRdWDcQb5Lj7wqulkcy1ZeOqoby/dv9PXrQd7f/OY3zRmKwm4cPFypbBVhpcW0q27qgVdhQ9bfeJojqZxf0aLQeiEnSE3yOH2RibhCOEd0u7jJ2VNzCEdlZa4YptaWwY5k65xgcGNDJTjbMusUnbdh4WA9wez11FjJATWVK1YVpVmxnvksl5VyupKyOlnlYtdKOBNxoovTlIGq1uGeKoYpzPSNKhXUOqVjIHaM7pFPXtYDeBEQ9tatWzD/oEk7AlFms9nZ2Rmw3f7+/vb29uPHj7e3t3d3d5P7Inu9HkJ6cs6DweDevXtoPdOTiorId5xMJu+++y7yKcHB0c699aYYrCSN/E4AbjND6UN8wkLdgBqHh4er1QqFa/b3919++WUzgzmf03/nnXfee+899GlfrVZQz6bT6Xq9Rnj6nTt3gLxZk5FapdoRaRcMnm2paBU2NpjP2RILxVUo2lE+BZTJ48/EyuzAtJFwfzNDBGrPKzA03sQKNMnWpAwkoOCk0RoMB/W8yWpY6IYxJyrCG6m/rrCb2R29Xm8wGOzs7FDAmxg4sYa9TmGKRuJNabdWuuVhDx5Qy2UxUY91lcxRY+OpgSaB6SYQhOeL4+Eb9U7zeiZaEJox941X+1ZUobyrQhVkXBy5HnkTJEQy4zmldbbLbThmZlGHUuvGopExBoeqXHPaMjiM5LZ8KJBWWgS4sORIXHOuJ9EV71HoDD4QPLjfHFgniQaseCDXpO0E0iRPFVW5ufFissz6JYKk+he9no8JY8c5RY2sVFpwdYm4jHpAKF55Uoj+K7VHBQf1HN3f6Go2zuO1ZFZxJCsFR3UDyVJlDW+jB0lPnwogNHygyqRSjIujgkmHWglTHl79VoUs15kT0X9vLN+/udevAXn/+Z//eXAoSURoZlm6OlOKmBS3xn9DBweHEuDyWx4VMEQYAPRgmKBh5dSxLJBCyWFl3Ajy/bXsCe6PZUhldWaqZ268zqsJyyPb4oGkbq3chFgfvGk8HrMKATNIGLG68cJnWSxPqrirgORi6kh0nXVxVKaGjsT9pHXQJc0S8ZYktiR0UqCyWEGiOHD5uiQehkpr0vXnRFrP7gX5wbSDVNSDg4OUEtwFyGK8urqCCXm9Xt+9exf9Kdfr9bNnz/r9PgqDbG1tofU6ordjjLu7u+qgANo7Pz9H2cGdnZ39/f1bt27dunUrpYT0zbZtJ5PJ7u7u06dPEXeO3dzZ2dl4F+h+v//gwYODg4OPP/74+9///pe+9KXRaHR0dITqIn//939/69att956q9/vP3z4EO4OYI7FYvHBBx/0er0XX3wxhHB2dnZxcTGdTnPOo9Ho9u3br776KhMlo3g8skfJEzCRSEIIUAMQ2RJCQH2S8XgMUxYiUmCSB4ZD4UscdqSWLhYLHgc9CMHjy2Eaz5KGq2KMCgALaLIyaZCqlJ9k7sL9Pa8oHDycI5TGxerCxGGIhYMixgg1qaK36E42hGWDI6n3CVfrBftoGbUSNJvENCdpChNEfw4emE6vDh8VRIUgK6tYFhUtPgqfM5Q/lpHcenFgfJ1qyISVVIcqrtg1ZocSN/PnjQRXVJtCdmTCuLCDiP9JEvag5N1KSglpmwuI7I5WSu8r8GqlapPiZh78IJeJ1rGRGjsYOZI6Wg9D5xzbTn4CeTKXmtpmLm3YnA7pv/GiKEG0RNqbsZLQYVrJgW48/7KV6BeSaHB1tzInUeby5HJ2VBejRJxXRyaEwI5mCvqtPMhBogdNJAvJgHpULOvfk4RI9vpMpWrk2SeJBSf/yW7raaWUFmk1lMhbt4wQvCI8fU4WQKIbdAO+f0Ovf2vk/fWvf90kD0kLCALZgLWpiYs0qlRoAmSV85K/8+cAQ7gogJX98RPzwIOcs4aOJPGnEyVTLjIBiMdGDYTKGfXAWOmJUyts9VWWAg7KL8xjGTFaxJagJgayKmOMa28RsvY+fIhJUGWGS8E5VhxNxxNKBSOKFZ/w3TrckMuogydT1lcoylGuxMVkdouOvBX/rA6DP1ShGMVbQvkNuMaeDimly8tLdH5BtUEakxD/3TTN1tbW+fn5ZDIZjUawKH/88cdIoUP6DprRAH9zdmYGMHp1dfXkyRMU2EZxFZi6t7a2ZrNZznk8Hs9mM/r36e2F7WpnZ2c2m6GySkrpZz/72auvvrq9vb2zs3P79m1UE//f//t/j0ajP/qjP5rNZpeXl2jygocfHh6Ox+Pbt2+fnJz0vCH5ZrPBCiCpFAZgJTPKjEaK08HYydWGOAcSNYfpgGuEGogwwaRQJZ3003i4CA8vt/Xi4gJVzFG3B0o7YEHjmVvBzXiDwYDFCk2yM5HDTTaCfUS4DqCYxrdo3xwsPmiSgQcYGFSO4O0qibRSmaMSPJObdmjwOprhlSz5iQpsSvrotlXiCR4uLpdG1SsnoSuPEEdhNz7sSTFmNntC6BTZUfI2T1Za5sxdjqkMVDNBePi5agIbqeIa5KpMGDRXm7eYMQd2ukq8QVlQ8KzBJPUETcJpCMiCRFwQS3EuqImZxPNGpg1+ywQM0sPG61s3Ei3NrcTT4MbBFOAgiqWpNYuhJHdMMzqk4JoqdUjlk5wIubGeHZN0HdwD0wNaQ1C8KmPHblZaQStVU0ifJDmsT196X1Dj3UizPNLGxrOWr8XElUTg4ugJqmSTigmuQ9/7zYXr8rKSV+tPpU1d/86lBzuXtifdtSiugCxKV7zOk1zJ/SCgwm7A92/m9W+KvL/2ta+Zg92Nt4IHw0LSGINrTYCaHnJll6RXUi2/aqR5BJi1CYMgLAbdM9eEggTRGgo1yKcaKY9NL3MQI5CKMR2VlViWzEsPfxK7SBKDIg8zviIDpegC7B6NRiiBB3cYrfhskY2eKZyvidO5GmdX6nPFyECTuxeDG2aUO/Ail9cZ6VYq/+Km655yZVjiQOkhdKLudAxZLq5tUxZi63npaBgzGMUxm80mkwk6XGbH9AgnmEwme3t7H3zwAeDs1tbW8fHxxx9/PBgMlsslRBfsuFguCA8gY0SMnJ+f7+/vw0Tdtu3Z2dmTJ08QLGRmq9Xq/fff397e3tvbA6xH68pGsg5Go1GM8datW/P5/Kc//ennP//54XB4eHh4dXX14MGD4+Pjd955B6v6hS98ATcTTNy9e3cymeC4XV5eTqfTs7OzEMLt27d/93d/9/79+2vvfNSF3VTbKE1pteVWchkRQg2NIrvdDsW/8erhcLjxq+9dKgmUSeHwEiAzFeZzPDl6FTMlOcpv2oaD+5fYApNk03osNYdnIuowd8Ag6BgMaCYrwJRhDEMdz0aCa00CTvAVziDIo/WgEcp7HQ9DUxTNbLxCM83Y6sviiW4kH4NHCUyDoFzp3wQo8HxhF5ALC7NIlFh/3LORsio6AAXfykz0jPMJbencV3YXHFiT3xL087BHL/CSPfgBF4sPZkeiuWxWouqK8ofqzPLJsGhUmlKWoA6GKWaPaOLEKZKSWDd5uBoPp0nuqKRdw0R/oM3YSsCnz6y0MnNTNHVFTavI7nzGQ3BAoDPgzG6840EjsVJBzEDZ04QIi6vjo1PmeBqvw5iln2Uj6UawxGHk8BEl8TtxspQRqqgoDauphZ/E0mMG/s/s6lw6WmnmDyU+5m+5j604YK0jOskk9eEqZFUUVvpV43Ub9YHhBnz/xl7/dsj7a1/7GuXfxkvqZo/zRkolKZ5WH3IWK91/lajQF2UP0GTYZZAmHY0kXdHQ1Xj6f/S2ERU75sMpWvDwvnQsq0wseuqqK5Q6upVBz4qucD9Bf1PmyON+QMbxeAyMSG87uBhVGlRG33hfACtT7Pm0Lsto25YKRpDMUa4YHXzVz/kEwm7dO64STK2NB7DqmqiNp1c2RdNBKshIpS+Sm9h4FWT2Ng8hMAkvxsgqlvv7+4BHKaXBYIA4YLB+LMXR0dGtW7cQFD6ZTJ4+fYpI68lkslwu79+/f+/evdVqtdls0CsUkc3Pnz8H6ETN7Hv37t27d8/MmEy5vb19//59BI6DaM/Ozo6Pjw8PDw8PDwF9smcxJned93q9N99888MPP3znnXcePHhw9+7dEMJqtbp79+7Pf/7z+/fvv/zyy/fv34d5CXMBtSD0fLVaLRaLR48eXV5eHh0dDQaD119/HWZ72L8pXLmVXGqKND2YJLwkZsicM56G7UbQAugWsTTgBvAPWCmTEMFyeno6nU5pswR4JTyC3wm/AtlgK4ODb8AypgYSPRB5EyohSQ6K98aLoyHsJHoqJ03sgCONJ1jj9DXS9x5RvI3nnwHJ4YSC7IlI1PKtB78pk4l5ZKL3DqwOlGIs5TAEZFQV8PBep15qlMDrxnvxDAYDdGwlTwiug6lipkev4njkexUTSNLyRkeiICM4JmNFJi5CLpUHZZJJ/P4Vzsa2Km1Dn6E/kOi/8cLwqezQpKyG+wLCyzmPx2NsMZxg8HVQ/2Sp3Eaa4GQPGrx29YIbyJUPVytG5gldCD40k0AsPgTERiuAmp9SSrAFwMnGlYQEQVJTdvXGxAAfBH1Gz0zN0judx9ME6eJDumKgfgePOE+eBcETobPIHeDL09RF4SqeuHFNGX3aSpMmtRNBamC0XT+PdfoEdYmcy0jti/coZXJtg0hS8+KP5AAqAfn3Dfj+zbr+jZD3V7/6VXOZgcgHWruBPDbeJILszzr8t0t5FacmKqWNhA6yxuO3eD7VrqbZLSZeIZxD8wMA6yYeiPCVihUGsfvqv+SSPJAqVJIYvHns9WBbp4I1wW7TNMjyREkT1H5uvOLBxcXFcrnECmtJkyA1yOwTFJjgvrPGqyXqNKNcdp2+oesQ5OLDde5WYn2VIkEsPcqCqzv5kGrdTJQl1TSCOy6yF9vCfxGNgL8v/AJFoXJf0zTT6RQLuL+/T3v51tYWks2R+/jgwYP1ev38+XOEa0+nU3z+/Pnzn//851jSjz/+OISA3vKbzebevXuj0eiDDz7Y39+/e/fudDpF1iMs3+axlVxnmPRefPHFn/zkJ2b29OnTtm3v3Lmzt7eHun6/8zu/86UvfenBgweHh4fL5fLi4gLRMrCsLxYLlHhHN1PEzLz66qvoOT8YDFDLojpxun0ACpVOFQSXU1BBkzHxdy2XSyBaNVfrcwjf27aFApNzRpYbc8IY8w2dBEce6o0Ks6ZpUFaFZxwrSQCk8pLeeeI5UkvFE/A3+QA09uBF1oNk7xGp0JMQvVwx1yS4pRYPgaylIdxEQiODk/kbHK0ay6kPcKdoJCbmC6JFKxetGAIW9uLi4uTkpPXAHnowOKpr+V5fGsroMVd2zRWuyIxbQ/V4I0VmcQ8QbZJsFn14dhcl6IQQMJThUiwFmx2VUhljIl2XRJVfZXeZJg+sWq1WUJ75FuozXCuVAiSqjRcLV/QWJTIhSQPg7sHkJmJlOFQ+Afwf80KVTMWIHOFisYDuCuuSOfhGnBtQNcgAqi+FV/K69dFbwWP9OTwlG5ZYUS0iiBCsqCt0rMV6VbBBd0pFc5D0KpxcuIxQdDV6T9Ak0Yn8G8eqmkvw+BndiyCSjmieu8bN5fPJKsHKyHlIIaolVscz3IDv38Dr3wJ5f+lLX6LbF1Cb1m78zQY6Ju7IUFa+tE5gtwoMSk3zUw3nb5Q4BB7L7LDbvC+DRrZlyVuiqhq8Z0qQ/jjmJhYdSRQ/1LXKenAnb8V8yfv4E0IHZUbBc72xDkhiY+fz0WjEIF1cqtvAjsuloPiJpf2Ai5ylIIyVfFz5Gjkdf0Uu00oFXDUR8SKvJ8hQUc0XqalAmS+eRhdHLivA8FL5x1c34noO7rKA6D08PETS4XQ6ffHFF5FYifBiM9vZ2UFOMEDkbDY7PT198cUXgTN+9rOfpZR+7/d+7969e7CvozsmwDcSHPHD+Xz+3nvvPXz48OWXX+73+0+ePIFR9u7du9CUBoMB7NBA/4gpb70cAcT8Sy+99MUvfvHx48e/+MUvHj16tLW19fDhwxdeeOH8/DzGCMP8fD6Hv3h3d5eUA/PS5eXl06dPYZ976aWXPv/5zwO2mhmK7ik8ytcZXVIZUZBdP+TyEvLyJzCe4TTBAIyHw9bOtjsgGzide15uyFzIqWEvuo0NH5LYohtHs0duJI/sxxbgfjyW0JlUBME8n89ZgCI4UAtuj0dgUkoJ7rWUEp1OWcJXeLQxBlrXmqZBTE4uESE2F4pE32tyM0a58YjYLEpOlvj4xtsJBbEEk+c00mwodK7quGVXaQCnkGpsXhsxSJlR0kMjGTI8jxUWCWWh4iDAKIjWZB65xL3reYEONe23UhOGbX2oYpkE1BIGJSkDQocG1pm50RBYwcsmUnWpMBC5fXZ8j/pR7GIGD0+U0qUqMrgmqQwnwD0EZ6E0nSob5JAojLpcnfYd/TlFLSI6lFZzzovFAoSNo9o0DWgyuOGm2nQqD1xwDkb5NmenTIPUi28Jgs3tRApbY2lHr+C40m3jZQZ6Xu4QN0PrJtPQUCWeQYpIQnBVirIoVGRcpPwoJh5lnipxKg2Kpwl2STJeK+WyXqEE3/BUQJ+5uT7l17868v7KV76SPIsRZ0CDTNq2RRSEleZSMmuK7erDipvzDEPAwPRrAmfplsVIGGQCV6BSObmJshgqu9H9jwTEjOpL11lbrTSS6dENpWFDOZH+nIySpyu4NDWzra2t3d1dJO0h4AS8nhXKMVkYv1tP6+GicbK6hjzJjYTLg5MSfySv88qh6g9xKd6KpZEmiNme1rJQavl8tf7BV3C1KZJJJ3wUn6wjbL1gnyp4IE70yzg4OIDxAIVHQgir1YrFvPG0i4uLvb09dIx/+vTp2dnZ/fv3R6PR7u7ucrl899131+v1H/3RH8HSnHM+PDw8ODgws/F4fHh4+Pz58729vXv37l1eXp6cnBweHoJjomr4fD4/Ozt7/vz5eDy+e/fuzs7O2dnZbDYzN1ahRybNyV/4wheOjo729/f/1//6X8+ePZtMJrdu3XrzzTfff//9xWKB3MoYI6zds9lsa2sLKhnaKqFaec75jTfegFN1LR0WK6ZfyZJf4jkJIfS9X2POGSPHkcfxHA6HSD9AnqUav5VEFTBREuP8IlTaPCeskfyK1otyZK+npiox7ZoE6KQfQDEwJfKKIGCx530uU0qYVM55OByiWyfBlk6Exu/o7ng64nHhmUGqvGV3D7LEJDrPbyQT0ZwrUpcg2OqXRU55drBKVVg8di2WZg49ufD/gCoQFth4dRTdd+5+dttqLNVvvZPbasLbddEUIqsjgsAIskNn2rjLlFtP7m3C33jwQZ9QNStGhLdjwenY4RLl0n5JtkOUvPGusYyR09tU0JhkMPOBihGr3+q+k6SVurKrbcTrTSdgw9wKhj3tealsSr3ghmHW4OeqgrwbCQ5Uth+kezFnBEite82DHD2CiyPHMmJTGk/khWIQxe1ZCQs+DX+3kkvKFdMTlzxRJHuxLN2mKME54Ffmcfw9b/yu0pMrsPbmtd1zpFcutQXlEtHzSUzwA9etkrC6mzzd4/EYjSNurk/z9a+LvP/sz/6MeFF9hYx8QDgsD16QtCH+G8Q6YqIdmsApOnCZhaPiBMeYB2ktnaKrMMdrMXR0x1n0SiYQAPoWtfTopQKp4gWcndoG8HnFy3hzlsvM+v3+ZDJB5Oh4PEbZjeFwCIHd84Qw+OurhoLWEZkqeEyUBBOm1ng11kpfV27Iv5MUDqO40m1VXycfooIniomahsxQmp2SOCV1/NXqNVIkgagL4HW5XA6HQ4Q8ogMoorE3m83BwQHslyymEdxEOp/PLy8vseyg516vd/v27bOzs8lk8ujRo6Ojo16v9/jx4w8++OB3fud3XnzxxfF4jDvhhej1enfu3IEvBWGX29vbFxcXT5482dnZAVzGbb1eD+AY3eZJjZCOw+Hw/v37s9ns/v37z549Q6w5SnZgv/b29mB1yzljOpeXlwcHBx9++OHZ2Rmg9oMHD1544QUY9bmDVnpU9epuayv1yKjoAtxgwfFqRJAjmmV7exsW/eFwuFgsWNdc39J69bGeF+UAqmPynAoqJUvKcvW60PKnYpsAApEqGDyAnUmYrDIfIAbA5a2treFwGEJgNJqC9Sw5heaqJhzcRMCNZ5uxtjpgNHsbEZHgfoURPBTUH4LnIsfSF6HcVR9iHflt7kpK3iDz+fPntCX3JCNTkQofFaR3YONhLV3KUeagVBe82IUJrm08eIbcUv0VjYSJZ6+wTsDH+1XdYtWdLA0dN9IpJpZB3mT1OWe6ZSDXiPMU7oOfoIlVv+yCzh1RTqhsVremKx1IVNziiuatU2I8eRVFk2hMPiR5hGevzKXJrt6AyeBRkC+NZOgymx/P50MYFUbXRJIqBeaCtefZ+aRwno7sWWHEqSZiK0tESpSKBa23MaIoYR6RYmu2GeJxUJ+5+pcos9Qcnt3HwreAjVcbEa6T47xH2R2XqPpEz4h+qEeGm47B34DvT//1r4i8/+RP/oRiQ80AMMFC4U5S3t+cyCp4WgmPJLFc+IMimbiQsoo/j5LEbRJkEiVyAw+pKFtFPg2N/COK45K/shK7hPLiXDgwEzRZQRz+hP+lRcG8VELwJEsE2PS87BHgXdu20+kUEQ7K+nWoFCoqAPTVmDs789F2zt+S65kkbvJFyhf0Q2Vbuib4b68si6biJ0mNGp1RFluR1gcwMZzrnSEEZNQh1W93dxc1vIEz9vb20HgSgSLD4fDs7CzGiArcZtbv94+Pj3PO/X4feZaHh4cvvPDCs2fPZrPZhx9+iJDr4+Pjn/70pxcXFwcHB5Ali8Xi7OyM1TBaL3iH2O69vb3JZLK/v59zZolrxJkAtrJPJGc3Go1eeuklM/vxj3+MGd25c+fnP//5u+++e3x8/Lu/+7soUBjcFri7u/vo0aOf/OQnCEFJKT18+BB/dKlOmX4WzUoXNki6WGUIVw0Ngx8MBmY2nU5Bw0jbCiFoHYmNV/czR/B9KSip+Rvc9ODOEFBO1+qWJJmPIey4cIQrf7cJW8CHjSdX8axhB/FfViXLJSzmuhGu5bIVDg8IhDc5GLkWYESSItahjChIEsrVSN5zEK9RdQSCZGvwE6wbLAswUiArAApqlIgI8morFemK9SmXIMrhSvJ+DgP21yR2bmULXATcpooHlyVJFcsKoOgfOWeEzRCQBYGDfBHert4/M0MCbgiBDttQBgSSqNTewdXmAFIZXpIlwBd6PlaJNTqr88gEFW4cXQ1R3AWNh2Vz7vScNN7yvfV+vRXF8n7AaDDVvb09dTVAPrbSUFmhduu5xY1ENyVpu8MZgerwCkiZLI0ssE0U360U+AqlLYaoOrveTiGb3QWnfoYsxVWU9SXxY/AGBrgTsZCMuQtU7xtJ/a/uzK42UNey8iJN6oHio/S/HKeel8FgwIT1m+tTeP1rIe8vfelL5tTTekglWLkmUysao0EiuLk0is0G91B2MuITOre5eO55WztzOEueqC+F6Tp6Ld5WSgSYRDWQ4eItsJEzHBCcIpRYVo8EV6P6W1mtiUT5pMXM4k+s1BLa7+mwBiddLpeLxQIWVgQ80DxAqVkxGp24nmFONog589pJBQkSbcuODJRb9FqqXOwypr73J9IVC45IyMQ3UiFRRxXEocl1063h39Ez8Ngf/vz8fDqdgreenJzknEej0Ww2SymhGPadO3fG4zFJGmEkKBtycXFx//79l156aT6f0560tbX1+PHjy8vLhw8fwhRnZug2f3h42DTNxx9/bGawUiMoHEYaRFpjXrPZbG9vD6NiBmSSUEWUQLm8vEQ5wpdffvmdd955/Pjxo0ePMLy2bYfDIYIWoAw0TfMHf/AHvV7v5OTk6Oio8qqT9ngeg8CgapEVvgQx3VE6Zs/WRaxLloIGKj4Z4xElOCR6TBf33dy0RurS+82LmYBW+UwgZnPzVXXENAQFV1/6z/Ow55yh6AKSosyc3knOsJGiclzVVvLATKAJl7Q6fZwdFLAgdn1VLdoykEyPA1kHt4Z/cweTB/sq6wOH3NraWq1W0NwYwqdAR4+nqveqVxOHKYuwMvWcOAkjJ3DRoRKd8wn6UryFuFkZna4JUoerEEeOMHuepS5vIxVmkhibTQyN1VeIyeF/QTYKvBpJ9eEwdJezRDRtOvXOzb3HPanrEsRsj4s/5DN1mlGMFLoUesbN47tQXPL8/NzMyKPMEXwQQA8rG+kfxyGL6pjdMl1NiseHVB3lIi/ikeETlE01npvED5USgodi0uQX3Z1LmsQ94Fc9v8hJuFOceIyRsStKG5Vcq86mMsnq+JOWqP9nQdv6wCyog3fiw5v28p/m618FeX/ta18D6WykkknyykQbqf7Ln8SyxpOJL6wr8snL+t68vbJ86EOCa7rMcKcZG8YqE4e1lS6e4CUOiNFpKack1rFVnNE6pnSVKxWbCx30qVOgXNegyY1X7IYrk5lqsHabN8fO0l+aS8Q/dLK9MtPUXOozpDt5FnZ3mrkUYGS7KmIJxZIU/Api748ea0ujJheHJlVycEK0ioVhMJUWETtmeOygCRcDekYXSdDV8+fPm6ZBOATCS0ajEXESbM/r9RpxHev1+sMPP8SQtre3MR6kNqIXz7Nnz7IbO3d3d0ejUc4ZIddIdhyPx3fu3EHKHTpiwmk4Go3QvwMiAZJjf38fpnruwnA4fPnll8/Pz3d3d+/evft7v/d7f//3f//RRx89evQIlnjoGMDuZvbmm2++9NJL77zzDlIFNp30/CzIIJXBuHrWslvXGAZjEgUUJb+WEeRt26JmC1A4slfPz8+zgycTPxh2ivGgIC2cWew+7Vsm2YTJS4ODC1WoTv3IFOcqtzBalnIn1IN5Gy2Q+v0+kLeJM5rUHr3I9EY679CmyOPMha1ODfFf6618KOb13GEpqObRZoG/g9T25t+cTqVXsKAbeQ5BDEV4LI0anAWf2cUKUaL1iFE4AN5MoymxbCwv8GpCnGsxSvIw4izYMXnNOLJH1CnKpaLI9QRjCaXrT2mDR4MID3uUy8h18ChY1s1tQ/qVSZwMOZuyaBp69dV8mnJIFRNYIsJrBk7wvVnSJ1CrBCFwJE4lUTODY2c+n9OMGkJAZSdqCFHKXHI3SRLghNyOVFYLIZeAuqIrQF5NiUmNuhIQwcNBdSu5qklM/rynlTJoHDakD0L8ex6MGkTKQ99OKa1Wq+CtxHh4Qb0ghlTGzpnIGswdt+mG8nRTg6ooUJmzfqvMmSt/E3byqb1+9cgbBQSpmAJ58w/qhVaacvlzRWBdGcOvIOYhjFUh5iEhOVL0Zi+YCn6harF14kOSxwIiFDV7uQCNbOmeSWUEGLZKd70tiKmjy1J1KXgao1j4OEf25uTnPLFUe9CEjD8PAoVxKWatTm90c6OOhK5A3ZrqCtdhuCCZT3Yd6wxSzc3KAJIsyD64jYdju3YldQ2zgEg+Ch+iJMV6vUbtbQYStF74sm3b09PTXq83n89v3bq1t7cXY0R0L+OzAaA//vhj1DQAPga+fOGFF4Ck0XYez0Qe5MnJCbRHGLABfYC5b9261e/30fwIX6FECWEc4kepBcEodXR09Hu/93swkh0cHMQY/8//+T9f/OIX79+/j0Y8cGHj21dffTWltL29jeAZDbjUTeyuqi6siSYTXImCcpvcf0VnNzENpBeoF7NANygUOyfizO5yoTKWvKRdcMt34zU0zW2TLBViZWcck6rMHHnjdULUNkyjNbxq5swKtAH3CAPPsPicMk8TATF1vLX3FcIaspS7niBFCdUJSu7F1vOYRQPHxUA4WrLNvYVsK6aPpe7aSsUVBe7z+RwJvni+GkTMsTISIThfVTB46sk98HDuncJEVQk4EbvOeB9EqeNbCGVCac4PYrbAOsD7lEVFTxJIoz+0UpHAhxvvJoufQPfWbQoeU8EwS0JPc8NwI7FDSpNZvMFBtAtcUez9pByVpNwXRnpEL5YXpWEFn6YByhVt4O+NtCiCqs/i+jz10U0/0Bh5amhQp8RBlCkOPiVpdiXBRBZUJATzGVdeJQIpJ/lF+lc+0EigdiqDkbJEuKGMDwwrPIz4IXzL5Gm5xM3mrDhJ3lcWHUZJiH6qisGSILNUM6t2pxKaXAp9PuZ4U2rw03n9ipH3n/3Zn2XX/2hqSimxP6WeFtAcRBGPBCmJZwmfRw9sDZ5Dw1L8SvQk39bDBPF2cxajYF1HngXmRq8FC1AV3CyknCKWnjI9PxwGp2Cl7KzgIMcQBOjoh7yokGQ3V/Q8wYjcHxAQkXkbrySoPTtUev2Ss01+14hfXvl1K1GbqYzwyQJzaePh7PSH1aJFCWvh+uhSZ4H7WZJ1Uumz60pKnVf1ECxR0zRbW1vj8RhEhaR+cwM8bFez2axtWyDvEMJ4PE4pIYZ+tVr1+/39/X0YsBGvHEI4ODhAr3gErmBHIAVPT0+Pj4/39vaOjo5QKeX8/Hw+n+PJbO4Iwss5n5yczGaz4XB469YtvNHMWL4diKrf77/++utPnz69vLzc2dn5yle+8l//63/NOc9mMywCFQM0kF8sFghW7gozJU5V9ipKMMe1QXpGUo7yb+4v5CLENrAIY0ZhS95IJYTgVfxozKOtKKXUDa0mJRBw84DEGDXLLYgaxjr3FPy5LOxt3gYFkehwQdBOrAhbz06WQmnJTdccGE13uuZBqoCrWE0e843V40ZEL/Eey2AbEDMPReq45skA+QePCausmDuvEJFvHgvRPVNAYNQisphUMODKAwaoR6IiFRFuKv8nQ07iHMie04ZtTVI+S63Iej9tJbh/IxUYK/zEPcKlJvbgfaySF0LNbgfFhsLCTf8GFU58HjoXmacqeOalyrO4AnQBK2ZoYksOZQUCKyOGQwjI2AnuBEju/2nKEii46ClipkTOeblchhDOzs6aptnd3cWaBA90DGIqYl0jIntOJEqNeerY4LTVzST+4HaZjXTZ47JE8a1l90I03rShWg1dEI6BOnxwSWQSLZPcrh9jhMjgS8lqeDDJClRl4jbpSGJpEeOOXAstlFEoOVWkjgfyzpuwk0/h9atE3l/5ylfMiX7jneqS986o4s9ITzxUVoou8mUN9gpuSFDzMwdAFoPX9by4RxbzsNqqo9jUlRv2PPMSruQkmfXqCTU5V6ocB/Gx2icbDkNZ6iSXKFwfFUqLCDxiMNuwPAtXG4XqYF7FmjOHj4/lK7JYGnLpVVfBQA6FX7WeSKeALAiU0SuIUzuL8UYJQEUsUZpuiorn6iH8m7+qZtf9Vl/BTUQMNHwpoF4EQiC30ryXRErp+fPnm82m3+9/+OGHJNqtra07d+4gRnw2m4E1j0ajra2tg4MDQOqmac7Ozq6urtBUEnILdSH39vZmsxlw8OHh4WAwWCwWq9Xq1q1bMMMnz0VGSEwjbRHNoQ9GSCb72muv/f3f/z06ZcLQhZAVlNEAGkDLD5qiTXSYIHYa7nK+TldUBMl95OGlogW52HgxBPisWkmBatsWnTVNMiCpXOHIw1TWetB2r9fDUpM2eMCJhlV6kTB0XmYGdYgchuei56Ubc86MM4HlmF/hDILnwA1Nlw5xJNkgJTrNDVyo5I5vQjqOEBii7z1NoriAopszN55dp/yNk43iiNeTpUiaHAYXSLTvFa9DCIiDUgSMq9frsQxLFMN2r9cj+yV1JTFvZ8fTPS+pbsJUs/jrs7cawRMAiK+ursCiq7Ul52GcBleSC5Wkf1kWAwFnR3Zk7mLVTeFe4GLRzCCxLqQujIphJ3hsU+Y4MbQJK09kTyHCx+pJrMQHFwdrpaWdcxnhjWB3El7rRfF5wDESjpAnKHuOePDyA5PJhPvC52PFwBiTXDwX7I+RymxaalC8uHohBMbG4Fwjm9zKqrVBpHPydFt+ovQQxLQE5QE7GCWxhEcgeeYxGQsOCD3qVLfIfHIHBGNPyWrU1VDJIxV5PDt2nZgj7FEopc/MOd9Yvj9t168MeSvs5uExMwik6mY9xjwA2YPPrGzrShYAolcnl1IhDjDOOZ7DAmFEqDxm5H2kbx5OcBP6wsxhDUVU9ISMXBoeeIOJf1mFH6/QQTBcFpMTGDqXuRUQ8QkINkVVYyzUZrNBIWqYKGBja8TtxTFXw85iRdM/Wk9AUYleDVi1gu5M8S19jqEDgyjhmjKAx0orHZ+mUFu3IJZ5LfqKihmpFZ/fbjabx48f7+7u7u/vR+nAghLUlFtgsqenp2dnZxD2qFjStu3R0REqmQCdAK+vVitMDaXBwdxTSohigtUccncymdy+fRvEgy5Iu7u7qDeyXq9RZXxrawu5bjBp07eujgKcEVDFdDpFqW+OHPWzkYtJ8U+Zx/WPZe5EtVYq9dsylTaUCm2SvqHEo3Aj5JxhPEZVZmI7XW3CPoTEANru7u5S2kHhDGUVYaLtIC5dk7rFXCtSIAimlUCU4N0oe55UTTYSvYwS/u17nxFsMTuF6ZM33oiefoBqebOHh9Gqt5HsYQr7ntTa05nyBsLZViKVK2YSPaIjiiORO8t95GKen5+jaOZms0EkroJjDqwpG90DXRFvmYQXZiku0UhgTC7bqEWPdAeuBTZKolCZ6x5JzMZJrIzJU/zJkM2jqoIAbkVOWYwFJtFK+Bab23hjIxrO4emqTgpXnjyQB5aTItNrvXI8iJDvNUmP0a03kZ7ke42HcTPWqxpM9mrffAj7gOorlFGHEvbhHgiara2t8/NzHApuHGVl9NytKu7cSnW69RiYGCPirzB+pp3EGDdeS5u2Z9JDECtyIy5QkgGTUIloladRUQllbcdGgh7BNCihCCqCh9Ix3Eu1C26KskpwP2QqQ0xUorAruZSKyE5TaUq3DqYy4dV2A74/fdevBnl/5StfIadO4sjTgJMsmE/Zh7nU4beqZ4PyCLUh55rSq6uSNaVE08LGiyWxFTbFISWWvgUXJCgDiGlq4hs3XtJfhb3JGSOr5bGproqXdaFkKJEisVH2MJumafb29tAxPojXFVHdZrZarabTKQqBcZ2VH5lwaoVKuilNWUO3grZRTIzKL/Tv4E2zk5Qa5EMIuK2sV8AVoHRUcG8lZqIst7JUQvUuExOa0oxJZQzAmsViAaswordzzkDPuiygK9SNiTGyx+TBwcFoNNp4CS0zOz09ffTo0dXVFUzXZ2dnyZsQsQ04DNWo4BY83qDf76/X648++mi1Wt25c4dlSUIIg8GA2ZkcD7eVKt+TJ0+Gw+Hv//7vv/TSS7PZDLZtSiwcFiSMYkEqoahbUJG30nCWTiVKRdlT0GKM0F7MRQvWB+YrVEM/Pj5GwuXz589DCKBqjHC5XKLO+u3bt4nDet6pO3sbV4rAVEYhZ4eG7O4WSjjCuKzWi/eBDCAgGcxjZkymDO71Rqg68auGnSSv09J48aXkllpSLBkm55LdS05xTmTGdaNhMrgOyWCbIFZP0nml0ybvyBs71m7dbpys/f398/Pz09NTDjh6WHAW42jwduXBg1xbb+C1LutY64nreXWaVoKUqu1jsFBPStkET9ozLzDHOSr0IUlHsYVXkDq4E7XnDaT49uQXjxUw5UYS6aJ3eMg5s2IGD2MUWwx4IMdPOxGVlqYMUOEqUYlKZXCC7p3yQ3OkWNlTeQ9ZOrVQ0ieDgtRHaiK1VZG7vLwEYeCBUJIxZpMoc7LZRvKPG8kE4Bnh9HteppDErEyGG0dHhwlcjt4lJ7klmAFsZErKzbLUGWwleSk46OeCY5VoUuSRTB4Soz/Molrzk+hNADgXfWAWgFQdzOpDqql6AIND80r+8o98U2rw03T9CpD3l7/8ZRINhA0tDbT9mEDMXMJuE8CdHbYqyAteY45HS7mPCaJSW7vKfghUCGwTB3R1NnApLu97h0vVHIKXHQhiaUtiwdKzHQTh6VcKiGMn5iR0UCbnCN4HgzeWZTweoxDHer1Go8rVanV+fo6uHLrU+liTcuDVCpg4JYNYhqKb01QMW8c7Vp124gAF31ZWPLCSx2Wx5VQLkksUaNeZhUKJ/zgY5U3Vi7gFa+8eghB/fAIfgnnrysViMZ1OSe3weg+Hw6Ojo8vLy8lkMp1OQwjj8Rjy6YMPPjCz0WgEtywgtXk5XizCcrlcrVanp6dmBmAdY0Qh9pTSvXv34NDHcwC70WKT4kfJY2dnZ7FYnJycvPLKK3fv3h2NRihJjj0FAIU9kgkAunpKkNdewbFLlI5rXFIKBlwwYwdH0slDckHDsJkhyATxo4hFAbWs1+udnZ3bt2+/+uqrd+7c2Ww2H3/8MfScViqZYAsYbczpEAFvpLqIhrMHUdqDKMzQb+FTIjgAPfT8wg0ahIYVQGEE/ASB7NRgsxsjiFEIgLJrCDxNuCFIWDPmkkWlMSn1QOgAjS5JOWorVRGaWq3D/XDhBpbcAcEAUzYe2RIl06P1ON2eF19LKSEcjkAhlJaOWLbRIV1hzOTzoAG8buOVzknt5sCFZNB6yY7Gg3TXXtc/ea4hB1wtyEbKWlfE3Hhwl9raTeB4681HQRvkDIRKVhbQIHcC4uSZIk8mj8VqN160m9A/uPrBlQweZqmr3YiDomJ6XDECX/g0QtlhNJYBfsreIW4YcxIlCIrrtvZenkGc2Mlj56jxRq+b2ZNKo7x6HtudPb5/y/uCBakzAxXIxJgCEam/tRINM4enLy2KlSU2kjaQJAKbc8TUkF6FOLScMwvFkLQoZysSVfrnia4GWfErZde6KSofdbL64Q34/pRc/1+R95e//GX8QczdevgpIwLtOvuuSVQARTXNdQqwkNUUJefdSjxKiqSVIksjK1aNoPCjkppFiceFJKrgjjAW5DeJJMNZwotCWV63laBVXJQu5IZ6EnQpqvHwcAbB7mSFhE17e3t7e3u9Xo8Ccrlcnp6eongcX6RDaiWiN7trtXuMqbHosmMuatSpbAkmsBgXAUQrqULRi8zwOQQZJmyOT+ZSV8oSn9ZKCIEi+FzqA43Emajg59aAaJUR55wBfxvPdPz4448//PDDGONkMjGpp3F2dhZC2N3dRTxJr9cbjUYXFxfwQjRNc+/evbt377744otPnz5tvVQcgssvLi6Oj49RMaBtW5hXEVwBxHN8fAxXLEQOe4xjYVH5u+fVfhDAvb29jUosKIbYNA261ocQcKD60rdZF00XOQtA0ZXX+F0uslpcIJOYlkrBQ6GYvC80jiewC0JoENuA+iGDweDevXtHR0eHh4fvvvvuzs6OSQViuJIR2g5bPiEaCRKfEL6QUZAkoF3T+hjcIwxfWfROouYlBeF54x/M26YGDmUDsBv6EiN3CUNxuFpxcJO8sYaAIOSiFRbBRCjg+VuwLH7Ip1XHM4kfySRK2CSmpWkalNY5Pz/HEWMOJe3u0e2RZJJksz0P8209HokAgoxIKY1XFmhIDpPEkK9sPzhYp/WRekWQNpzRjcdJouQZ+WPeAoarUa1bcJRPkMpHRTcYISWau4ndp7xrOoEQwb1bVJlAJFlSmzAG4vtYegUpejg8jcoIknPJLW4kFhmbhfgZcAM4oNq2JbnG0sjFYx5cRF5dXZ2dneEsgMlsvNB19oByeqG5lSRCGICja3FN6UZumoZFVAHQeQO4Ii3lwR2/JJWex4ji51wlFWRA8DhEJCdKEK45NdjkLj4Ka0YccbXpESLxUPM3V0rNbDAYKI/K0q2Jg7ESP3R3X2k1CK7Q2/SAhxvw/am5/j8h769+9avZ9XIq/cED2ujtygIcs9fAstK+i4tskZRH+NtIamMl6c0NCWRqGNVgMIDbmvJAx5PEyR7dkIx3hRCYRKV0b0LxZOW5DJTk1JJEuFbrxjtVGpGD8410QVKq4e2Q9KPR6ODgYG9vD157MKPLy0vELQQ3sIXrGjhz8clZruUC5LCceIXDKmuKbmW1v1DMuIZNGTdPEZLlSh2berXIwcOQaBmioaVLq0GUge5XnBTjhrO472OM29vbo9FoMBgsl8uTk5PNZoMgbDgWIKU++ugjTGc0GgE6s5J9cgfogwcPDg8PT09Pf/GLX6xWK8iP5XIJI/rh4aFmbqFj5eXl5fPnz4FKx+MxKJMDRq1xBG2b2cXFBcBiCOHWrVtAAxBLi8UCISubzUYNPNWBMmkPrlSaBTYlcXzTtmel9yM7gsciwKrN5zfeegMQFheKriwWC7QTOjg4uHv3LpRn1JwZj8fPnj2DboN+n+A5OObmkrvx8JvohqX1eo2CjNX5whyh3gCywLDd7/ex1I3XjYFWg/gT+EMwC4ycHAAWB+VUBFJIvsS2kpijlFvGt1ylSl0hlSoCI9bEvBj6ouSth1RPtKJzFdsKERDOCzyR3aqtKjGHwaBbaj7mSmn0PkpkC6QNzoXsrvWcyCTdvAHgiOm7R5izjmJKxHrSnsrYJMYWN96sqpH6g1YKLFVRCFu5v0ESJMiu8dtWujIpq+HKt2X9CqJkLk7Pcyt50EzK1GZRD7rrkKWLKtEe40yixG+YGey1GD/RP23SCuKTWEYooC8uLlB0FR2m6OACzw+et1rtPswK5hpI7piBSRX4CZNDgGuTODqC2IbM5UsoY4p60i8vi0LFQSo/bLy2PdcquMLZSA5u8NgqvBGteemD4jap0hg9H1o5Q/RYx1D2eaXAUolGOiGtkhV/EiVwsvz7Bnz/2q9/OfL++te/niUzGrqyBvmpdcFK5m6ChIKYf8hHggR7NHIFMbCR5tQBBIqEjMRZNeHvKnRxFAkytPIJs6bIi6OYoskZTVyHOi8yUPI+zojDsBILthJsXYEGc+YbpFgyeBwELUuXwFgI9TpfV8afJ59voWE7SSgI/9DV5iK3EgJYrU+SLh5cHxNvQHcx+cYgwUgAc+qgxG/xNxlNEC1I6aESVEpUJgbyRhKqaI9PHuSAZWmkf+d4PJ5MJltbW8+fP4eZZDgcIvh4sVgsl8vZbAbCY7XH4+NjhJQAjiPc+eDgACL/5OQEngocn8FgcPfu3cFg8OjRo/l8fufOHfBHNKXf29tr3O+J+6EhrFarwWBw+/ZtAIuNVyEcDofRQx7hBgU2UvLQc2RlbRAul5UMnf8lFSn4S27TonBNYnEkuzBRws1bwaPw6HK5RD+gF1988eDgAJOdz+fQJ6fTKVJRY4xoEQVFArvJ7De69VNKBOUUsdHDsjEqQA1MDfAOhvbJZKL5nUyjDB7AhnXGGex5fiEfC4qlOQ3/wsDWeNCLmcG7gvgZc7OluY289TBc5Y160TitAJGHK3nN7FjWvTYBBCZAxxyL8Lebzeb58+cmjSHJDfjelNJ8Pp9MJkAeBApEmans925iMVEtgjzcrsMNpDryTFXzlDlnyRUmWKfdXS9VBkx8gBVrImxKbtrk20NpOtEjA5VsuVyCJwcJ2efTNmVTmNQJctC5WFm8VbkWBsmN1nOtp9tEuPArWPFxmswM5Y9AA0S63NBwnRA3s9lsFt0ADElt4uJuvKanvrrttEPSTSSFUykyN4FvvB4ll70vNVJ0vwhO9C0UK9nznq0skU6wkaXukImRKHgJQjr2zWOxsocgNlLNMJY+/MrORVSjO0uCtI6ftqs8dxm1np0uBsP9N6UGf73XvxB5f/3rXycpE3Znr0JPBJOlAC0PG2FWEOgZPHiaHDZ4CaEoFwfQdpIhstieKW9I67EMVCB945m0dpvXb8aTVZ7xdRQbfEgrZQT4bc+zy4OIQ/yXZ0yFR0/SwxWgkz0xwQ5mG+BstC7POeO/YH9r79hXjTyI5UYlXxYToO5LxQppxWnKYEc9+czxB3rO4sXWxe9JiQYrfR34BFZGTUuqmDU5IGdBJYoTV2Gji0BeBna58QKuZFKt14Ilz12tVs+fP0fFG5i0U0onJyeA1IvFAmobQrQhgdALs9/vw0abc0b97MePH4/HY9h6zQuW4cloR4LKg+Px2MxgqD44OAAUQxjG1dUVejjv7OwgnKNpmt3d3cZLzgOUY3241Nm1XB5JSiyabSqbE4+byukKnXDpuPLonErnbwgBFc0h3TkquBEWiwUqYOK2F154YX9//5VXXjk8PITO8NFHHz158sTMrq6uYPvP7sWGKR3lF7OjcPjKQS0IF4GzW4EXponaZPibMJq6E9zBLDZCBgIVfXt7GwqA4i0yHKwVc85gcec9OCDcjvl8DjhemR74SShzJPQe/jeKss3t4CdZ7F78XOEXp9B62G7OeTgcwhVj3gMoiP1SIULjVReXyyWQ3Foakqs7vvHQgiz1H6uzCRIlA8+edcpDHT04IQveDS5BGO1QUS+FCI98kOrpKp6im7q7M+Xq6fhDaUxROyiHkeXiaq/X6/F4jA97UlGx8RoaatbRvWukiE0l12LpO01urMmi95I38nWoR45do5bVStS7br2SX3AYMJ1O0dsLB18hPhUPE43dXKBQzYgxUkshhOAP27aF24qEQeM6BqwRZckvbUVZYdBY9o4gdcFd2ZMcpI00iueVpH4iZ6pVHKDDqA/H5EKNKaUo0nYlXkkzoYQQ/NZEuikdmkhzZQJkIDfg+9d4/UuQ9ze/+U1asJCTQdjN/VZhUBkJVFbxOTx7/C8oDOdKFVmTaGPlZY3HVDQSEteF7Hw7pRRAQPQytJq0QS5MyjaBwsp6yIBI+smjyaNkaejFp/EhFGOho5NoFh0jpKPnkAHT9L2ryEaaRJj07SMUSKWtOog9Poilv5IWFEvhOkDP8Qf3uZugN907nXslIUx8hSon7Dqcx8+5SroLjQSvkwjJTM0jlfXJwYFp651xsGKAHTC43rt3bzAYoE7f5eXls2fPABxjjOwont1sT5iFEHyUWl8ul/fu3cMmAqbP53OYZlerFSJrIb1Q3vv27du5zOifz+f8CTQu2JwuLi7QjRJtjXd3d4fDIaqvgEiA5rNrek1ZmzaIxlVx8GoXsmRf8TQRBKSUYP6HMhDc0I4d2d7eZggsmhujYuB4PL59+/bOzs5rr72GAljr9Xo+n5+fn4OeUcgcygYm1XiZUXyFLUCGAxQhvAtBKTzv5pHf2J1GSvUDUkN9QgwrTxlWCV3uGQKuB5+ky0OXvBIIigRbCTUQj0dopYyLuBC3Qd/GV6SEKAG+FRqwjpcP6zMcDpOHcKioplFT44zx4fn5ObMUKmJQIJvd+tD3Mt7xOr8KTYnk1TrmRuIokucARK8olyXdEGeqmrsybZOepkSiyiLUdl5ReHR1PZU+gVzauZOYHoNA/+R19HLOUAiDVGLJHSwF6dnz+gEUbdH1on5ZM8TKOMlcmjZUtuqMOEIrww/wWGo1uo8gPJPkVDjNKp5pLuyQ6IID1UjoNimfI+Gy44yovEtiq+LaqshQd1YQ9JyluBDPFJhwkOATTjOKmzSXemn0Qv46EobO6kHD1vDhCjlou6kkaXRdgoI4iU+M20qPNOUIDwvJgG7hynWTS7msXL1aVbsB37++65+NvN966y2QS+vtchgRSOlL9mEubBTcmERfVXIrurEheroYC+jyBgyDjiT8l4KqJ7nhwSsAqGGAR47fUuDhdcqVGs+lqNiZig2+nYeTX0GFUJioo9WDzZMQxdqtjzJ34zKUk4UXFLOizl2Xm/D8K5/CRTMnWYPuml7K+q3jFzYpC6OrxHtUNCYJfVMCqPiyvkIZUy7NTla2elZKU/mkG8etqaZmjm5NTOlYotVqhVrpvV5vMpkkL6cznU6B/xD2jaBJ1vuDMQnkcXJyAsP55eXl0dFR0zTIPmw8dhAoM3uJ4l6vh9QlnC84ATabzfn5OUA5Rrter4Hgkc0JCkHwBt4O1MWF5dRI22rqNrGUkHJ4JfFvkoZ1s6iNo9fG3bt3ORgcrtVqtVgs+l6WB1ElmODx8fF8Pu/1eh9//DF4y9XV1c7ODn4Oz8Dl5SVAedM0COBBNcYs1nRu92azwf3Ju70wBNnM2K+U5QIRxAVsvfZ+mbSxbW1twd1BxwLJj2UZlNrxw9FoxBgSckXoOfgVc0aVI9GKwafFjulBjwPFMwW5YrXGiw8ySrvv3YiyJ+QhpNtK5eri4gKblUvMTUKipRYDHg6HgJJBNGRqX+YxP0xFSOINM6+WoydRV1J5ZigNB6GE3Vn0CjITZaTkWlgQxWFRXK/kKsoDuewmTlHepjSjsc6q8+Bm3HNxcdHrpFWYhPOql4ArT8HHBUylSZUv4jj5Xiu5fRIbDY5P6+meMDM3HmFlIkesBN/4L/rvBi/lHiU/uGLOXH8ChigNmIhKeZBxA4v9p9K2grn3va8N0QVOPRm1omddYd1fECp1DHyLubfSrIqniWKUzEcDwKo9JdHiX7Y1TeJat9JwGaXmvZ5BHnAOMpcSv/uH7pr+exPz/Wu5/nnI+zvf+Q4hL2yrrYQnJglcs1JNjO650+NUUaSZZQ9i7nuPRiJj5SNMGckC6IMYyM3PKrn/RrraBs+ciF5hAxcEKmVGxWRNJIHOSP/Lov06NjLQ7qyjqAFqIbAS1vBOxA7yvZvNBsY/IIzpdIqAk+jmbV2lLPWAo3vT1PBpZQwPdySVhmcFcN0BmwvXXOajqNzi00IpKbOgc93ZXOpmVkpWakdJnLAcWPUoXVhVEnIZCkUkCkoDAsadi8UCNkjOAmsISQPkraiCqaVt285ms+zw9Pz8HE1kcs6oWMKBpZQWi8XR0RFitREq2u/3X3vtNfwQaHJnZ2d3d3exWGSH+Pgtnzmfz7HjKFmAeKpWKp11wUpFurrv1d8VnURR2Pr9/mAwmE6nm81mOBweHh7CmHdxcQFrfa/X29vbGw6HqGQCD8Dp6el0OoXc2tnZQYg8cYxKGkZCY1MInuCqJniCp2K5XGav3Qa9pZHwklu3bqmGjGVkVXUErjBXBJkVTRnG1kgcqq4PShyY9wNSyiREpk0Ltu0kAaOEBQrs4nUVuIkY8FgeYXx4cXGBqJ62bZFRwIGRDELZS297ezu704aaoUnhGm4EprC1tbVarZTOdQw8zopykF2XS6sB5ULFapLUbgulVSKWbi6l3p7UjsRFnm+uKrSS58MFV5W+kYxJ8p8s5gnALzVeVBZfbgRvqDAWwTS/rRyk5OHkutw17kL1d3Uws1uXSXicLC3u+BVYBA5O27bMgORLk7hDlQkEl4DQt5um2d3d5THU2EJC7YqiCJGrBeGR4XSSd/dk+VFz3ZJnhNuENWzLnhJBzMAq8fEKqqnJHS/B3c4gIQrWyvxnLpTNE6jM06KiKKvcWfAimmZ06xtJm4nSwUcXXxdQT2V1EPRYVeeL/71psvNvf/0zkPfbb7+d3eVH4iPj44kKokHy2JBEFK3y6nnSQ9M0MPJpr7ggmmL2zC1SGL8Fy+vKp+Q+X2qWGCqCTIC2kX+GaTZlWY+KcynT5AA4+IrorbQR9spmEFYKvyABKnwspUXrMW1YHCAJNMqJMa7X69lshrAHchyV3xRayaNfyBpCWWmEJqsslhVzS3AokTF/ZdIoBBcnwkWrRAL5L+1wfCD/yx2v+K/ur3J/ElgUAyEZX5DIfqVJcnNzKM+nbbyrHL5CYW8YYrPXSWAGIdIlc86j0YhVHTXVGHbf7e3txWKxWCwODg7wQIapYGsQpHHnzh2ESSC4hc16gjd/ASIfDoeIfADUiDGen5/D2g2bOoJS0EemL22QuUp2HTjQ9VeK5UUxr7AjuCMVp3i5XP7iF79YLBaTyQT3QwEA7aEYtp4LTBYOUESK93o9WLWBoVE/OLsRCA9ZLBZ0KzMZkR65EAKALyxMWCWgduTL8vBSA2dt49bjhbIjqr53sMe5ayQoLgg65KkkaXEZ6RAn/CXRchZ6Ing2lfnEjgFYB1OdUD2PrWdya7ob+WH0qCQzg3/g5OQkiI+b0IHGRVJOSgl1QvgJ5sJjRTIDp63ONSdCqcEbkgTI8V1BkAo5FXWqin3x4b0yT5Q0TFapI+EiE/tyOsHzI8mIKunWek1J86i2xttvRS/ITU6Fr3Bb3xsnEyVz+8x9AkG0LLUXBNFessRw6tIp3gKrZ7JHdo0xeJ9d2mU2Uq8ji6bEteXfbduuVquTkxMIKZw+81Dp4Lb/1h19HABlevVMXq0UkKEKrZKFO6Imama8mChjlLM47/rSnqdKV5KLFwbPWCYub/ZA8+T1Z80jP5mcTc8YPUVBQDb1k540Y0ql7SyKgSOJryB3lC5dTGXmJBKlh3zT4fLf/PqnIu9vfetb5rKhdQu3YmvcFkrYTbZOS1t0/6NJuEIUEyyt3eQvJPrsqTbk+Dw2NDwQf5vYa5N7nciDUKcMZsLoEQXBkZkyHdKodbhMEHshkYfegF9VwkO5JB+rgofDoAGP88KRhsIwGo3ww81mwzQ1XLqwHJgeNpUTusKNZ2RntyWzRJqebX0g3ZSUBJwmFpyZdrHjQDRxjChc4L98EbmbifAgsQV3CFYzUoalu6akiwtrxeSe7naDxsDKGQGCrYEY6Pf7qL/R7/en0+l8PmfPM3JbgEg8EzhYFUsuDopwv/LKKx9//DF666SUVqvV+++///DhwxDCZDLBcyDeYBpHviCqL2+8xMdsNptOp2iuORgM6NpO7h9IEjgYRHJ3VcTqgHOFSUtZPKQhhO3tbfTv/OlPf/rKK6/cv39/e3v74OAAfhsU/YjiOALUTimdn58fHx9TT6CQZjSqeQosKiru7+/HGGezGbcSv2I+VvAOI4Tdu7u7d+7cgSuAoJOWv+htaPpeWQziEFEovLkn/QGymKYabyNPMEGkrrDG3GZW0ariOcXTJiY9sojGE/jIUYkGIObRwA+xOqqQU0/Do9gFJnidNT5k433vg+MbfUtPynpSKVJkHByF59LyyikTeSixEV+qVaJiRI0ksXBNFCxmN12n0mFC9sgC8GvpvpQ6JpWNFKPMnq2YxDSOeWEjkgfeUDkhnWBBqIpTNIB74IfgEiklREBxJZm22EpYkUq0UKIuGguSeAuxmzSgmuNsMtUo1Y14myoeKjXIabMAu5wzzEBbW1twdvG9WTQEjpbYoFLDKgqhUOPbe158XW3SKk/JYXhqWqnKxWlySXGieaB6nqvAVaVwpLbDXcji62AUCuwj5mEw9JTyFOBdWpKf7LfxQkkkJxJ8EGzD86ILqJSgf+snWRSwfAO+fx3XPwl5f/Ob3zRXIjdlSiVMI0lM2kks3/h5cndhEoM3vgL5Nl4IDBZBsIPqMo/azGK45dN63r+KJy2LbcPkxG5562z2n7OOFwY+ZeXdjee+dDlIEm8gH8JDy3+JHbMAbv2DKJkP5LKYe69gcmvcM061Hl2adS+wsK2E2ptIbg6Y3IRj6ElrMWr/FVTFw038nsH1oizJK9GDefjzIH43/q2Upky8EgkccxRLLW4mugolNAklTORGqPDAtek0AlS0YdJXLOcMHgpCpapDHLnxllIwASYx7ZvZarUC/IWxB21uaF4Ffd65c2dnZ+fu3btnZ2fD4XC9Xn/wwQfHx8er1erx48eHh4d37tzp9XqoioARQkGCwQmVv2GwRKXw0Wh0dXV1+/ZtaGuIN7hW59HjwH+7x5Y0STjCO5O7mIbDYdM0y+VyPp8jNubevXuYIE3vANDIZUSiD2JpkJKI6WAlaaPFUIGqYeEeDocMr28kSRFGbgyvbVv4pnu93u7u7quvvnp0dKRSjQ4KREEg8BEsBYif6KdpGkyBNBkkzg2eNDyEtjeSXONRJbE0YNNZR9FOoKxHhverYnAtM0HMDLQXQu3gPrQkLnJaHFBlnJwzxnh+fs7a9iYKbWXqDp5glwXKc9nJB3APB8nbGonoIKflDZip8jSltyyZx3oDFQYSQK8smm7uTCDQoYWYq6RHIAj0J29hjRoOCeX5cBhxchGuQ7tAEtOAMnzyfBYd10WmaZYbRxAZSg0nd7L8eWxbaSmdPK5JBaUyZOQ5mAdd6AJm9zhtpC0UxQeALEqmQsVN4sDkFqsSxbdXt6l3KHkiI+5vmgbVpVieKHq8Cl+XRa+rqE4PHU3pJJ62bNljIqA5bB4fnHfUJsIi0yPNoeJv+hbUdEgya7y3MWmv8fg0SHY8SgPQOSlCdkXwXMlKwqbSNK5CNt802fk3vP5x5P21r30tSY4CpGD2NsiQ320nIY8/5za3ErpAsiPNQTD0vT5uJUgIaFpPOVcnbCORlyYIQMFE6+FWjbuVG6m4SfeQ+ZmnuOqVMWoqL02AtQoDii6dfiqNWz2JPDE5HkEwJYVl9kBeWFthfsPgEZAABLORIgDmjIb8JYshh0wZbItTCGVXahOGqCKHQw2lfqWi17w+o8qYWFqjOVmVB7po1d+5tEXpmvMtsWy+o8PjH2Rqun1BAif4FmW1xEOwZCDghKtN4sSHwIUmeTnmjgu8dDKZTCaTw8NDFgKPMa7X6+VyOR6P9/f3N16KazQaPXv2DC1yLi8vP/zwQ0Sq3Lp169atW4ic7nsPZJwUBP0jZgPdMWez2cXFxYsvvogn55zh8Gkl66taT25oRaLdDYrSUidJ+R14llar1bNnz959913UWpnP562Hg29tbSH98erqCrHIYC+YxWKxGAwGl5eXEAasjY1yJdhE3IC1hRju9XpaRZtyCJs7HA5feeWVF154AaidCg+C47HdGKGecQApSHe00SFkwUTYapQcgNoUDim2HsoAcXZTNjwnkSSx7yreTWJ9ZKY1jyQpNqU0Ho8PDg6whr1eDyVKWPifOZ0oUqmYhmSA8KRKhFd6eyw9fhsvFc/ZkYdECfMjmdFYrrxInwnttGkaFAmhtsNBJrHpcLXBDHmbmlSjxJhVbITTUaO4sggTYWQSacA9At2S6ijFMJimTJKjtLJSZeU6BMGIrYT5NRLTaGVSO4GXyib1+ZCkUxkazi3jBmF4jDyECqooGZNtxHdd8QFoHSGEwWCQxNnLSfFO9cboapvLfZ7rLO6OIDpJ44H1VOkZdoK1ZZGWrvDCUaK1O7kbx8RexmVJ4qZr3RUGOx2yHRDmB+9o8FbBoAFMAcTQSj1Epf8QAsIUSeckadhxuNFKA9UhJXlXi0mCCYK2rQO+b6qd/Ntc/wjy/spXvpLdAdq2LQxLYHMQb0kaZChjtRJ0JvHN8ewRBPNvpiLhhySj5Lo+zHU0+lrJenBRDbAybjh6PHcsjaYQqNFde9ljc5lc1Uq57uDeWAp1vstKBm0lQLGyVHZP4slyefXKxpnRQwIQnDoajcbjMQ142IjWL9puVXiokCBXxWKCa5g7KDngpmkgntW/EcXIp7NT0UXZRthtUoJXTR0morEL71Rvye6oVZ6ic8lSYvLaR6mAVI2LcJzsDwSpm6ukuPGEKphje2WvBFV4uFbYF8oJRbopJTDrGON4PD48PHz27NnZ2RkSLnu93tnZGeIi3n///cYLTkPFQrmP+XyOcBTz1E/YgMfj8eXl5fHxMWf34Ycf5pzxWJS4hmVOdUsF3zzIJNqKmCtS111LbgE1L9mxs7Mzn89nsxlCvCi9WGwEM4IOeXFxAWv9cDg8Pz+fzWas0JI8mN7c2gR8ANmMBkaA4EmMiyShwWDw+uuvv/rqq42EclLWQupcXV0xRr/xdrYwIeP0MYCVPjF8YgI+sng5CDuYQ9lKuUxSCLV6ImCTgobmOIAAjkCTXAK3gUSBvO/du3d1dfXBBx989NFHH330EdSbLBHAmILyN8xie3t7Op2enp6uVisevSSG51bSB3nAFbRVPDA7CuQhxT3gPxySwu7kxgswfLIvPpZzBysjuCef4X+5REFCX/gi/aGVqBQcNfpFxEkWbZIXxF7COFwbSTQ3sbwEKdTNxUkeHcT1DOJpDCHAfYGWtKQWnkrcVu2jMl4qA6RSCm6uJ/eXe53dgGIiCEh1jKJRacXJAnnjUTinihr5UtUnuebYC3CD4L6F6K4e8jQuvtJV9ChNAHEzgxeCoX2p9OBxWShkOS890VhGeDvxLThb6xWQ27aFGd7EY8zxbLykDxNRzJU38MC+1zCl01X1KMCe1uvQk3tw2FxPmt6VLSvo4t/VDSaS/Sbs5N/g+mXI+ytf+QpPIGAHQR4t0FlyLu268CMrfXbmcRSNdICL3q8Vx4NsRZ9pfjgh5Gg3UtnPXykeMicpmKai52JiUjT6qkkgO0w3Mzhh4T8yP+qM66hAiZ5YFQzWsZrzZCrzTRJ9awJuotv1UdcMKwBtAW3SYKVDC0ATF5ueKCJUc7u+SnoiTvLfpqyoGD1jLAt2r85zBbt5M95IrwIlHJl7JVOrVW0kdawV7wpXknJRP+e/FBh8iHlFZ3NOFyQ9rieF0pJ4KshVsRdA3jSr6KuVkIJn+GXRbUIIV1dXZ2dn0+kU49/b2xsMBui9vFwug5tA0J8SRQOBSkMIqGpycXHx/Pnz1WqFQnjr9frZs2dN0yCMCu11WOUtxnhycvL48eMQwu7uLmoakhpzGR5mAkooPJIEp6oAU/EPRAJ1wszQCRLh7yml+Xy+Wq3QgAZyC6MF1Z2dnQF/I1cY1nozQ8VAhJdsNht8GN2kOpvNkGlqZgwSw7yAj6Fm4MOHDx++8cYb+/v7OCyNR5QRMeDfXq8HKG+ugiKNdXd3F3U8eSSDVDI18bRwuYKbG6EeEFHhvXTlE4pxGYlCyMeiFLisOIxiBeCzra0teBhefPHFO3fuvPfee6PR6IMPPkCWAoakxz9KwD1s8wiTsDLVj+9VUscPmcAwGo3oDlUWTeMLgU4jvsrY0eqDRxhmsfXCdsgjFvxKkpsexdrC33K0/KQpnYGwZTAbMnpdjuh2GQ4GF1F1zhmug81mg0I62ZE0yL4vTVK5j2q72Xi9ndbjUminj2XJIEYEBTHEhjKErxLBrXRF3Ug7d66SWhmCJwJS2PETiieuP3dfH6VwE6fSPAYjitkluxqJuCzzupxR1D9dMRM7cfbEd72tcf8J2TVCwvgrFRBE2zzyvI0qHCkwSIML8gSMFvtuImdN7IyUifTCsfQZpd7GO38F1+SDuF7BFqJkO5Bj8Phzu6MolhyMlZgkCGrnh7yNbD/fhJ3861+fiLy//OUvqw01eQ4NFTjEJJkgY/JosnLyBVJPzzN7cDAaj9DiRYxipSnRSjFfsWwrqb/7L2F38JgWUBj14FxGHJoZ0AO4hpVGCxYpI9erKNhKEI9PuBoURSYguJUK05y4riE1E5QJg+sKflhwAW3CwmNJlsppcgHJwoLXIo1lLVuT/Ke+V0utZJiJmOQy0rmhLEx3UJfFRJzrJ5Q9QQSzmkz0Imes3pjFJscPWXSCIqfxznnclOhOXu5mJXRJ6nxRFIsCeVz0di30gOOihEspXV5ePnr0CANAeO7V1dWTJ08ocWOMu7u7kF6IYwFwR+ucxnttosPLwcFB9joqoNLkleP4zNdff/31118PIUCWB684YWWku260ElLoVNXkH63XGFmtVsiyurq6Qr+h8/Pzu3fvMiQd4IOW4+3tbUD2nDOs10S3qBPMRI7k9nJUNUHVF0qd7KE+QcCHmb300kuf+9znmPWFuJHk7jvMerFYwNweHJxtbW1BIxqPx5PJhJipL83kgfhp0sbsaMKHuIWzAgI4yMXjRspRPbNacP6rF2E6URHa/ZDjHR0djUaj27dv3759+8c//jHaTDIMmk78KJEY0FWydzklPM1iyLAO7gEsRrem6XQaveBP8roNbAmkcsFKlBzFAKkfRrEFRCn9SUaRpDokgw3IVYjekkS2ZOkqT/5Q6ck9z7Qh89Gdip6WjYMG86riJDJzPiSLXYO8JXjSs7Ig3ExDwEaK7URxrWS5OE5SF8ZAwMeZ4kXwJvEeLp1i0+ShyaRM0kNy8wRLeeAtYKcV+NYjw4OfJElXkf3GW8THjmPZpAIJNa7ouQQYD55DXrSRAjs6Ox40kyINSuHVezlgaEFMew2CaLHUjMYB7CYNZ7H7UHmrjCBZPEuE40QsPHEbqeDMGWVRU9WhoSKJc9Fv9eHhJuHyX/+6Hnn/8R//cZaeYbRtI58shABpxwOTBXoqpDCP5QhlhFzP20ZGiTmhaSFKnHESW4uVdEnZg/dWhBVEHUSEdM9Dyem9Ch5rmEslki9qvL8dgQipk4EoylWr8fDz6rcm/DF7OWdyOsoeckkMA0UhAAVoKlh7V+e197ojNs0lkG3Kooe0+Ebvs0iemx30q6TP0myca2ulAwt/98q8Vf6ct1mnT6eVipMOm8tlAgHxTBVU/JDj53uVVPQ2Sg7Cbu477mH8aHBYr6SevOiBIlQyUB0zIGPo6AYgMAQRwTmL8H14LVGsZrFYwLKCKoF974iJHERaec/Pz/Ht3t6emZ2engJ5m2sR0+nUzHZ2ds7Ozs7Pz58+fTqdTt944w2cO+IMPdGqInKvFW1HcYBg3ZghBMx6eXk5Go1g9l4ul6x1mN2smDzJEs8Eq0FEhJnBYP/s2TPEgjee709KQ8Fyc7Cb3cMAs6uZXV1dAezev3//d3/3d2/fvo1mHBDS5Bg9iQeFi5ywG8cNNm+mC+MwAmjSKJXdjBc8eKb1ADm4MhoJ+qI1iwiAQCGKaZDHVlFmF3zzCVgKxMYwgi6ldHh4eHR0dPv27fF4/A//8A/Hx8fR42JpPgjuU0ru66eJd+PV0JIYU/WwmFRVxyIMBgMqhKztqIHj1TEJ4vpX5YQnrilbFFMQcK1oBsKAaYCgl4wj70nPB76UDB8vok9Gzzt/SyIkWXKQsJozD6Hi+SZxfdy7CporXyUCUyjMBQyivfA56k1VbmbSALL1uAUzY4wEydgkOtzE5MRqm7p9ZAL0GYK2FXxzAftSM7GRUrZkCJQIybO5WokdNfcVk4tSTpFN0WDPejVgv8qro6cwBsl3Ymwk/+VeVDTPsJDYKZ/f894OZoZiTYBMBDmq5CjxRI+ZoUmi5xnb3HEefK6weWA6pV52YyJhG6VPFlTA7cOl0+QNIYSbmO9/vesa5P2nf/qnKh7o4EBGDg4eiKnCSUqpFdaMYqUgxyTsxlmKpTGYgrxCZtFt5Mqt9F18O6gHko/WKcY84FJdUz801+BDp6AVZ0QHZZK0d75X30ImQgmtzFq1Cy6CTsHMUPKZMabJc14xzvPzczSIJp7QReBqc4/wdp5M/goGfmU0JtBZH2vSvECXnQMmx6+kSyjVmNARwCoq9FG8oZFAI/W6VGI4ipu42o6KPsmOVTRypyiWeA/3LnlFsOr5OmZQYJCIlEac7ObKG7ogHR4e5pwBNGFCg64VQoD1KISgetfW1hZKg/d6vclkgkCCx48fQ9ph/FtbW8i2RKm7y8vLxWJxenoKY+QXv/jFwWDACi2UJY2kbVE2cJ25jEqiwaU7OAbMacvlsu8tb66urp4+fToYDEIImELwCtzT6fTk5ITb0TTN/v5+Suns7AzxJFnUmODJGBtPQuUGmYsiFC7EdG7fvv35z3/+1q1bUL+3trZ44ghr8EMEmSDMDMM4ODgYj8eNZ6FwQ6O4jEwsAjiPrB2OpaBWoCMHO+VXFfGoIG89CIHMRGGZeeRGzwuzokLU3t4e+B48IaPRaG9v7+Dg4MGDB9/73vd+8Ytf4C39fh82fkp0rAOqypCSye2VT+q+Y5rIFUYEEe5hACF6fin7DaXuHT2QOpa1yfW4qU7I82WloKE9O3vUB7/ioiUvtEIjKzVGfJUkRb7LfGhx5IZm99uYGbwKBM26p9XE1bie/CIxNGUEBa0VFLJ8iwljV45KiNZ6VDTZI/cUvAK0StgaRFjjLCNyIwssyxK7SIgc3Bum4Bvpy8PhkNvHkWcvFRU9E9E6xRiUPEwkIzeaB1/tAmS5SZzt3GWeVjyk56UJ9W/am7vHM3jmhpVNfLjCjWcTka9S7UleIJVsJEkU/kbK5FPWc/to+SaCJ3yno5KcsApq6hIh6dBK0KJUdBN28q901cj7z/7sz7IU4Sb2vbq6Qqhl8MiHLHgIV5ZQZp4rnnPQWSwTYhrPkFCFnhxz4x2qeOoavzZeKtU+WRjgvEH8NF4LLJRIMQuYrgZAyVS9JbnlnkpzpRmHEjWau8PIOs3Zoi6ClTakINAZ4SU8V9n7MmCJLi4u0EMui3kGQ41+6exCGR9P+YE/WqkXW4m36iEqk4gG9MOKMEgwOk29gQulw6skayMZNt1HkSf2pIaajqdaokYCQEPpCVU1g2/RKQRB+UrAiga4U3R8t5Lvxf3Fc05PTxksCwoHPjs5OSHAQq4SDLcb72AKG2dKCXZlcyjGt6MuCuBvdsPefD7/u7/7u6ZpvvCFL8D8SfbdFfMmhiIrc4Wpk7SSQsCzg0z/4XAIGYDkxd3dXVAs2ELbtii+Ya5voybA+fk5iwyaB0A3TYMyHdGTI0mo0SMKiNt2dnZeeOGFhw8fIowe4zEzqChoRBU8sqh1vzm2BgoDUkJzzigrhLGNx+Mg/W5aybKCkQ+RuzRV0PyWPbIzC1LU6GElaWxTKgOu9Ahzj6AVICAe+zuZTPb395FQzoJIk8nk9u3bh4eHd+/e/b//9/9+//vfX61WTdPs7OywtCUjCdUkEcpKghyDHvPo8azr9Ro+B6h2JF0se+PlXCp+Et0HxcNL5GcSO6sRccpqyHWzp0HrGaz4A2VKdkWOFm4ylhDCRvpTYgAgDLWVkIEQ4gQpQcv3qqBRARGlG3zFQvmJasLRoxRMoCcBtz4fj9X1JMNsJfS5ikVR7M6Fpchee+MCDps7S4LhKlXgG2eB7jt20thI0esgyhXHT20EV5IiNlEcIK3H4QSppUgIoWZgRmanMqWSZypKAfLkOZ2htCuRhFRUcU30sJDJk8NEMd/kTpHc6BYlJW8+JJWWzWtJS73ZofSBq7ALglL4SYWF8EP0Wrab61d6Fcj7y1/+MhQykB0LCEJ4M/sklGAIF2mOZEFOpHyz57kOlI6KR018YRRRUWxs0XOhiBeDICG9k0ZuZlXitPMGuy68mIROS5WJO9JK+Jg8kctcTVeCrqQUzz9lhl1nVue7slsZaaWjtQ8pdNgmVFgju+EguSZ8V3afNU976xVpOCnl48pTuKQ8xiaiN3Z0p9BB1VmgahBIpxuhPyffqbBvkMT8LNGW/FWU/FRy5Irok8R6kj7JRmkQ6hKYToSD56R0Fnws0A++1QXve2l2HC5gTUgpGuyDg7ng6kS/3z8/Pzez3d1d2kHhe1HLWQiBoZl4HaxW6AFpZijG9+zZs+9+97uXl5ef+9znAEYrQcLt7pVFMAme9LyQawcp3o9uNcxxZPx36znZV1dX6BsPYyes+DHG09NTxMxga+jhZQ1BZIzhBpyR4AokIrNjjHfv3n3xxRdR+LzX6w0GA7wCigr0ATwBTgBzRRcxaZPJpPE8V1QVxG9HoxHO48YTJbF0rfc3wLxg0laUieiX7AWbCaQ2nsGmDCp6HDYJnjtOWqWS0Hjm9+Xl5dHR0WQygebAgBlkhmxtbb3yyiuHh4cPHjw4Ojr6n//zf06nU1BFK1X5colrq1PMT/SG5FbkaqhE8wRkPNHVucYaqk9PX8QjYAJxsqDD6hP+weR4ZTgmbthKDSAPYVwiZUHFxBoP1UOKAmJpIGh4bPGrnuThBZGeGuDXevyASYBiKt2MPI+6OGpz4a5xiZQ3UqyYlGShWFFkaWJCVjuueeyQLheFPsViF3wnL+23kY4TOMXJw/bAEgHik+eVtZ36ntzfJH0fKQtyWR+d28S5YCsZ3qk4hAQWpNKLHgT+nST0qClDYnTxeVTNdTPGnPAtrQe/qeUCrJ7kQc4GzQGUCSa/kYLr5pyZyxU6xqOKeEIHy1UnPbjL/cby/au9/l/k/ad/+qcKeTeen069Mwtk5GlRXELaymX2MS9CtMZ7xCgR4CGsXpTKEMwsnpTsfrokhplY2sWDZ1KyzgaHYXJWg/RCU6bGAwZp2rsuQ8WcfwH6KOpSqlVepgeSK58FhhLDcVIYHny4gHE9aTVHYaD/6hj4CvM4P5oBchn3ElwvZx56dMs3lpSMtVKjG4kU4qUCoFpzZUw6ciJgE/mUXQOp+EiQSmFKhNwIvjdKdLIOr6IcbpYqWnwy9yVJFqmVoSmUYaTVxmu4tm3L5izJ086iRyxQRHE1aPMw8WAgrOj4+Ljf74/HYzJfJV2tWsUwTbqJWGwheEzqbDb73ve+N5vNPve5z+3t7TEyJIjC3Ejxn+oEcb5WhuJgdih5jlJ9OEfT6ZS4FvdAdSSGRnZpSmm1Wp2eniocadxDTYfParVimDIxyt7e3t27d0ej0a1bt+7evdv3amIMxsBcmGaNaip07kGtha8MZnLkV/CkI/gE48G8Gi/EqzgJX9H+BJuf1plm4TkuXdOpndcrO+mSiwZJEohunif3ODw8pE0RqsJkMsGhbrwJ7v7+/v3792/fvv3d7373pz/96fHx8UY6K22ke66yaCuFtH4bJN9us9mwlQ8LR+Yy5JocI3jMWBCQdG1VEDyZ9+hDumielA8Eo2Yj3pakRy8lGkcCgmHxXBUfoUxyaJoGIgDhTKhjHcVOqVzdSllDDm8deUETAP8bxWOslaHJc0Jp52o8EItsCuKDkVrJ7SDEuKEE7vpfftKKv1E3Ipcpj3yvfmUeUsJEqWqyQRJDcwkNudpReuVm0RW7u08fC+FE9GQkusuUXZvYZVQ8ZUH2DCDJgnO4cams6U6hwIVKXq4gO8BoJVGSpNW6U8VcC0IsHLxYlHQbKTsTpXSvHmE+nGvYPcV6doKYt/iTm4TLX+31/0fef/Inf5KkWw0ptZWA1yCGQKXIJCbGXtnEu3GXdyOlu6OH4jVlgiakIJusKusn7KOgimUXgMbD7/he1k7Bv3YdGE1i6QxlCn+QCOwsaStRKiiRXqMnVqfSJEy61w+tlGHKlENpvCGXgfjEkUNdC4or2iFaSdKn0VRnzSNHRqALmL1UC1FR620sqmHzb4qiWBpLeGcUE5qVcjGXSkL0orNWYjtzjlwtZoWVeXOFDoNrYj0vpG2dyJ9QSm6do5VekSwGeA4Am66/Nfe8c38RpoUB9CSRnw5NlUmKd2nOV/G8t7cHbz7Cc6v1xM/73g6N5yJ71kRPmuEhjuLy8vJHP/rRbDZ7/fXXX3rpJYIVXask6aRKTkq3QbBXljDlEMLu7m7OeTabwTTYeMo/imdDBG6k1gEUFVTyBmQ3D3slX4JHjm8B0B+Px7du3XrhhRfQK4enCdCZsZ4MY8s5z+fz58+fo+Qfy43j0CHKC1ZYsBSkWgbBOkCWSFPbbDaDwYBWXtaNCZ5zGcRxxD0iL+LNRAmE+I04drCbjIohng4hoAj63t4eoDbqISLgGzMC8Mo57+3t7e3t/dVf/dUbb7zx3//7f//Rj3706NEjFiTRU6nHoRLYKpjxB1PwzQzlXIJEHyUpZZNFfaU6xAPViGdVD2kWHbh7zLmM/CHtrBvv6Z3LwAyVa2pixLdqrafQCSIBk2dArb09J/7eSEVnZWLWaYNScSEeT46EQoGNEhuvYVDxqyyWlJ70iyDLSh6qwV0wUezJZ5K7L2Jps9DFx8JWrEC5eipLVfIGsj6MAfWFetKVvRpPkHiJINYWFak6PDU/B4cEmm1JGuMeMbA7dxQJcjNlsFb2UWolQyB77HUWO1Hr1eFSSqyIwmeCxZk4bzlaTFYJnqhJnZBkiTjjqbTsKIHpVuYO+OYfBDkVnx+Px/P53G6uX8XVM7M//uM/pq0iSb/WddmiktyQJ4HCAEyzV/YX4MkH5g6l4hs6iAeWCSsRnpVAh88n3yFnbCQeq+89Ymjt5kvX3mKaXIAsNQsejeLV2nizD0zEXJ9WFmylNllRvN6pHFDZsZVpiCalQhgsC4OcyWFjqbJcWv15eNSWwPk24pXLbiqGPWnLO99mr2mgEi5LuhV33IT96cV3qdmjOvNZ4jIbd/xVz6kYOqWRlRyEVKqsmeNvyoYdFe/OokAGCeHlGHhPF6OTA7YeQEmUTBmWvda1rgxjsvk5l9dE7EXXVFsPREZMtnWgD0UFIB2kWvJqZSbFa7mYwOJt27733nuopvLmm28md+Mmt2DhqkQsqYgLomTceqjYaDRq3AVPWE80n1J6+vTp6elpzhllvBGKTSWE1XsoLHnwzUt54GBOJpN79+49ePAA9nvElAevGo638wkIzDg7Ozs5OcGd4/FYldUQAk4cFn80GgHFYiLgjfiKES+wd2IrCZc5VNxAjYhqvBo7uOzwKSsfwGPxK5SISVIAIcbIKgqYL67d3V2sPxSJII5HILA//dM/PTw8/Ju/+Zsf/ehHf/u3f/vo0SPyEG66Sm6SXBY9gX8kdxL2vX4UnZaq7eCCL5HTbDxbLkr9RI6hiwaU+KvjwKE2ZcabnjJlLFEM2GSJrTcpDA7K1SrMg4z9BdYBdcF+xLEpcExSvpZj5gK2XliGQ1VGF70QeNvpfBRK5M2ncZC6wq2HRAPh6SJw5VXEZ69noryL8lH5YcXbU6ljxNJYlnO+vLw8PT1lTFQW67VCi+qxfBp3MHq0WxJzkol5vtfpLwuQ2vN8AJ47CpcgwdbkgRtpa5C8WS85atu2sPclD3nPgiiyO0W5Dq2EYDVeEaWVRCCdII85QhN1zZUtq7bDoXZvrk4KL35Cmqm276baya/q+n+bhlDjpPDmyTQpwYOfKedSoW7iQeNpbzyVmOJZk4LJgFqvz2Ul9zRhuBTYnAApqfUaXgTcOFrmVGgS5sVx5uviGrsEXUkgfmVi/+ZFzhVKwMqfMHxQsSZpnYeNKx89mhDCO3tXI6a9coM4NtW2qZZkAXYbqcnP3TeHwsHbU/PohlLU6QZVp1SloAoYfqvHnh9S/9F3KTevFp9UgYtGCMIdXXz+l1qHEg92kP+lF1IxMV9akU2U2NPWI0ZI51kqzWXJG7Yyl0AfzldwjnqDSl+qEHy4Hk9YYdfrda+soZYkRSl4nCumfHp6+r3vfe/8/Pzzn//8YDDY29sLZe8GHRgPbHDsVR0EnjjI1F6vd3BwgCol6NJyeXn5/Pnz5XL5/PnzGONyufz/sfdmT5Zl5Xn3WmufrJwzK2vuarqhoaGZBQjJECgUis9hKeyQQyFkCdlhhxxhX/g/8o3DIcmWxSyEAk0gEKA2o6CbBhr1ANVzdY05nsysPHuv7+L53t/3rH0K2bJkCRD7ouLUyX32XsM7PO+4bt68eXR0REc8pWWfxGkmJNKAclIo4OPj4/X19QsXLly8ePG1r33tvffeS+ds7HA/Ik6bcnBwoK4vWqXBDo7O1mhMoE1n05w+fVpLvbCwIKe7/iSwpVJFFW6KVfF8TyaT1dVVDRWgAJ0kMxF1Mzk/8zq4swxdxZ27rlMvF2rg1OV9fX1dlsPKyoqfI0iUQJN95zvfefHixYcffnhra+vhhx9+/PHHaYGMVK8GoUbi0aWBvDZ37txRoo48cM7gTrQpcnKQXaw8YRDxI5Q2L3udTVgx3ljDrZjCKegyigv3Jyn77sfBJcltyTTUEI58ahARJghP7JwhSngZsAvVLtKiyE13YaiH9FZJxRhcrjIqvikWMWOyrqRcQiYr0HKq8xcNw7C+vt73vUBYnTMheObEijuzmU98UJt/aepJe5RbspA7U6sRFsvmTCnWQnFEnMIwDipw0KApJlFvA7vlVpOSp5csPsNDqnlkSly1VveIlfCekJQ/ibRsdgHpLccK4tT1NU9mjhNLx4WhnDDm2XYEsfxyvTn/J334cc7338k1SSk98sgjb3zjG2vEYd2Tmlpo62JCv3fHAERWzPkq7ZUj0IOg9PL51NZz6BsXB3yAOmdxVkKxBoWOttEuCCmG5BCBt2ezcbM5cnKgE+AFC5JaDxA4DPoeMSSLni1/JhuiRXAIDHWW0KaQt1xEkjXaJl2D+WKRF47/Zu0JYUyns6LJEvmpwzBI8fdt2ajrtjIXt3UO9x10mc6oRv9FeGVTwLVFvaUN9fpkXbZ2bcFuahOdXSswqSGihCgP0PkIdMIF/pbR4gztUWpMiqhCie5p0OHEesbxwGzeEVgDhTS6p7YKEnXVRYoFpqPGKYWEw0ZZAcMwHBwcfO1rX7t58+brXve6S5cunT17lkCWb022XEw1q+4jayK3CnsSxVXDMOgAyN3d3Yn121Lat04FKtFjpOs6JX7knNfW1ra3tw8ODrSYs7hSHFpZSlHJ4NbW1j333KNKfFG4UkekyQg06+fyr7NK7nmdRJ9TaLiUsrq6urGxATtjD/RRsJUjIDsMg3qGqK9ijnxr0cDi4uJ0OmUWvaU+O2VqwG6z5TAGSpQG0pYBmHtyckIDFm1NSkkJ62joEqfzCgUK573mNa9ZWVlRxOAP/uAPvvWtbwEanP2z6WPn5WpJxkdHR8poX15ensVR53XOfQO/4MSFf90sZIXhwZFMoEQPS9hR40itjOQ2H4aI7WAm+XakwFuOpGG0FI19EKpEt5x3RjA3tdC8WkPr1PoUGFttD5jLd3OEOWoczTS1cNwV2V19T0yttunCyWr+EHHJ0tARnjX8Dk7hiCNU0sHBwebmJvQ2s8OhU7Tm1MTx4iO7nCZR9130gRniytahL0cppyQYbm/8g9mAbImaYA1DkgEUDmtMrKM2md9Qhd6ISTaLIhPECJOC7PvIvUTV8l9ZxWRPiev1cE/acaHNEk2iNZATGBd7NCLyas41Pe3Hnu+//fX/qfxvf/vbr3vd6/B2Y645K9a2azL74TyAxkoWb0UaZrN6HQ2kdndHgmlkAOjhTh+dncUj5A2+0RigMzgKcazHOgbKFifKVgHDxF3ecQNabbRi2VrI5RY1MjvXZ/AMsWye77oWy7u3huvJZIEvmqAVMIXwPcMmltpbfj9CGauGBdeFGsgt0vUBjDYumy+fyaYW3I/UZ7Hz3vwenuYRQASN3ym3q1tByRTSYHHAvk0BAntBqOi/PNfh2KfZR3ZBjsvVWDUzcrDy/NQ2VazhGnHsAg+OjBZX+fov/MiA2TIW2dfB0c+3v/3tl19++cEHH7z//vvvu+++s2fP0lEbY0yhVXmDSM7hmTWyKpXfLBCpPsf4/IQIb968SZqsWmdqwEqqUfrE1tZWzlknVuJnKtER7PTp05cuXVI781rr0dGRRIGi2ChL9qKUovLN3d1d5UX0fa/cDNGScrsBYYuLi+fPn79w4YLuVAuUmRXyQmbaSvDiJI6u7KOnTYqcE/waqFX4ooS/nDx1yJLjCJh7rVV8rafR5eby5csTS393WwIPHxyk3545c+Zd73rXuXPnzp8//6lPferP//zPDw4OkGnZwHdtvZtOb7VW9a7Z2NgYhkED5jDgzg4fQQLXAJEzO7eFGfFkmAIa1ozY09y6TkbKolrOTzJg6uKCkuXOWjxlw3Dz4qVEMkYf1QgpFB8wN5sXJofjw2fkAoHPPt/eSkS6SBhLrRJMhtIYIUvhkplJISv8vb7j0kHOOPpAt6LcavzBQhBIeFcTjAFpI4Y9PDxcX19PEXFFwpc2NFfNfqtmjkKZvgI1fMMokRQRJ5nBanGonyRLOKkGc0eBTRYTQedUfRLniBFm1NMUmCJy4niJ1MFZVCi5m99hd2/ZMiTPZFOR8jLM7LROlGaxLi7JFHQxgwoCQKzNc32y68fg+295/f/OtieeeOJVr3oVp745qnCgM2IzoGoK0aANA/uOQKer58GcH8lIJEWmY2f9+VObTDZpMzKL1cyVSC70V/srantiiAOdznINk2VrZMPcNTI0mGBnsbzBvOm+AnD4iIJL2znb1XmKtAEpVxcxZGDjOkXqzaJQCdTeRZBLQryaKexCto9M0xwNbnObpOhy3BUGyjuFNgJJjIwrpgwzz+uJu6ofFwGabBcx98EqJh2y+/P9mdBANQf2aK/ZHZbIDQnmKyjWWy9eJ4OZNemrVs/E5mJQ+Xr6Q5DjQoQEtZPJaNaNBRntDlpkiMZVbMHMOnw5fy0uLt66deuxxx67efPmzZs33/jGN164cOHo6CgHFMihPifR3XLSHgI6hAPGiyDRjuo7LpWzs7Ozvb09sxNn9DT4UQBuc3Oz1npwcKAUZxUZa6iqJlQHD3nQ1cFaySqwBgvb970KPbe3t1NKaleyurpaSpH2ytEvrO/7paUlIXt1y6ZFhhN5b2kMsIAWRMh7iDo8TVCPghLUjQ4kWqK4010Y2ndBQ7wMulllsoIvy8vLOvIT3te8uBl+dHZGOHRd96Y3vWljY2Nra2tzc/Nzn/vc1atXiS464yfT3K6/9eXJyYmwlPYl57y0tCRPP6LABVqyThdadjVkLJb14S/iOUinNOcCqAGL4bvUJtFWw3Y1rErPAeDthGeRhMmwI2LBx1/bXCw3VFyFse85UjJYFkfeNZqQ+s9rdL7yxxJjQV4VM+0YMOpsZi1EECm6c6E9BBQ500cyOgQ82DGKLLXLcF8f/uoS+/DwcDqdqhijt8PY3XrpImg5sgb51420wVJSS/jgamuJYZzjgdIKix9rpAAg24vlB3bW6csdWAo6dW2T9WoNrAAnHqkezHNUrP4VsZwjZSCl5MejOiXkqEZA/sijMa+OUxgVQxsqh3FSe7EdI9X/Y/D9t7maMPeVK1fOnTvn4EBXNdSSYidGyt5RpvulivmtdcHJugA3sBNvgQ99y+EuYvQ4P7jBHzvyiZbIb0MPORh1BwCiB6J0HeMLksyQyOEuLdb5SOvgVkpvqW8lsvf4t7RGCw4wFnCIyjPGrFd7niKLTKhuiLQKHsUsmL44P0dFqS/LaFTzRFINO1YrpoGE0PS5dX6nkIZ8P7QBBNdb7ugaIpOEoTpRjdbZpTn/3hV2V4t4aDxUJjBmhHIyn9NoQSD7wVxoqXUODRGQzWakObM47TleqYEt0pxM5HschP6oZPiY+7lBGm5hYeHo6Oj5558/PDy8evXqG97whgcffFDpp9PpVI2uYU89rbPTjzUewW6gYUppZWVF4HU6naqDeB+dTE/i3BnBSnUCcYadRI/bSRwCUkpRzx+VPy4tLQl5I3MQUziW5JvUS4WzFxcX1RxdKk2jonHY+vr6+fPnlXoutSpu9SgKlq2ept5bkC4ZYmo2onkRLuja/qo5MsrQrEhUYdOu63DkOyWo3kO9/NQk8cKFCyphPDg4UD+WkdSC2lH22qn7779/eXn58uXLr3nNaz7+8Y9/5zvfAQdDKg6JoLdsRrLGoyOHhuj64scngSNxgXfRUHlmtZiCDvAXgpTBO8SEFIEauXWpoGJgfO4Z4uQ41JmwzsyasQwRbiqRSFDNZMJSYuuHNp7p1xBpCXAxVoSrKk1nYkXbqbWrIb+ReYlYq61l6D9ktCNvKCJlEiUlrtp4bDF3bLHTOkcPT621hqxLpiO08jJWSxg87hdAHaeUFuJsuxGaTKa+keeOgFNKJNCzqpNoNsX+dpaXyL77oi3EcZ4eScuRdtJZK63R+ndRspWitSL0yTRrdEdJpjTReiyyvve8Fy0yEy+lqMK+t5PFXA2V1iuRW4XutJRa/Zt+DL7/Lq7xGZY3btzY2tqq5jngg2+Pw6/c1l1JMVBlX+NKZmrzTERhMSs2BVPpIc69vLqYm5OEyGy+9r7v6ZMAZfNw0CpOrGoOWsQKcA2VM6JOH1hqCyyYzmyuTSwIG8EK3+J4Jiiv/+pwEPVVGKKBwMx6j6DD2At9ObNzFmqEF2Xos608pI+CsKFtipLszMgU4a3Surod46KWGEwywT1SUdkUNh+0jMOcqwkxlCJlv7Mk3ZFOYgvYl5nV5iY7TsIH4KQOLbnHejAvMnfmOdWlawj/UDEvhQu14+NjpUk4C9QWT+eo++wsGZSNm0QZE5KUvpB95J7yHMKao3+1mCoTzJFMUmu9du2ajnbf399/85vfvLq6KlC+vLycQpXy3mShMIWqF+K8G5G3Mk9WVlYODw9F+Sr+w9u9v78vL2mtVce/i4N0kheZGyo4FtDc2NhQHz09aiFakpfw9Yq7NQzh+/39/WEYTp8+PZvNlBExsRO+xH3DMKyvr997771q4A2lDcOgPuL4+8VN+qyj2muYOm4GLywsrK2taQDaIyWC4+Nko8GaybB4tQSbSbQEgSBVfqpn7u7uzmaz8+fP7+7ubm5u6shPbKRs6HnEUAz78uXLZ86cOX/+/L333vuxj33sK1/5yuHhodLikfyOtES3mJEiPCXuc9YB6LC0TY7FEUxkiH6mPND/hL/f1UQ1pDhEby6tPGPT+vdW0DaJJGx+7jgGcTGYcQ7H9ZaVpyeIzFAr2YKroChfLhe/yQwAVqO3PiqD9cJyxk/mVSnmsHAhhk5kDK6b5hG5fjuC8n2E9ZhFaSOBC3ECLivgEj6ZI7yajYGGmk6nquvgS3acUXlXhlkcpTnY5QSDGsoGOViN3CIWJjXMlbzXwLIuz93K4snyjiVzQeZwOmQLjIt/MdTdd15bpxK8ViPMSMmyIwd6tUGiXVyYdskUPevTWeqX4zTIxomWb9Bc3Pxj8P1/do2Rd0rp9u3bm5ub6W7rzpedxS47C3hBBGSesNMuevzhDs6SCcpslWfc3FkVBR1tRWdQfGdJyUNrEKN1XISlKONgPDBnarsXjcgumcpJVu7JUCWLBQXokKqfzMfUUIc+YP6bQyXrS7V3SGE5lDZ4xBqO2EmPFbwmypZaZ60b3H2bj4j1PNzNl4PcR/4ioRC1iJvBILt/gLq4md/6rg2WOMHWD62NhCyGSPqo6Nc3+INza1Yh+2Z2tggat2+rG0f07OvsY0aC95Zfqxu0EX3fTyIvnOdkM2PYU1czbKgrs2KBGuc+5juC+NUyJmezmTBxb01qle/7la985fr1629729suX76cwp/dRyNFCnNncXB6F+n1AtDK94Vta9Q1rq+v37p1Czutiyb6GslgLrGDgwONTTy1vLys49DPnj2rVJOtra3V1dXl5WXKkSfW2og6rVqrEpEFlKXPcH2JHdQA+/Tp0zpdSE5f3awPXddpOnInYw/X8ByXUk7ixGwMpGEYZDAoAoAr2lOcJ3EwnqOlFDrbHXUposZIrS7SPZU0qEUbouKTVi25tRVhOhoJ37lzZ21t7f7779/c3LznnnvOnj37hS984cUXX9zf39fawnGinxKOEvJkhH2VAFPCzydqIbvGiXZkRbvYcWE4RJdojJNiwQFELuDGdYGLqXnKh0eQz9TDFLOxS3S6IIqCLkDsYJwwx5GC4+ZkmgWmls0wtK50x44uCeFoRGVtCygH854i3wbL8eUnSA+yj1CpZLhpZ9ERbA10PkJvDKa2lgC6mJy07e1tyhggrWTJ672l6buwrQas5SzAWc72+f1OXcm6lPhbmAWD4eewG78qEfiSuPMd7KyrW27zbSAS9tHxSbWMtWTFCSUafpO6Vuy04xRFvZO240W1mFIyKyjHeWojMxVS8aUe/eur9ONDdv4Prrsg75TSzs6ODr9IttAptqGYvVjiynYcNwLCLygAsDixfmfVEr94V7EwHPKxa4sOs6W4OEchyKCkbMleOWC9/BwjGOdoLJmAc6J0KVYjD88R8CRKIfVBoZ9kHovekgJ5F2jYlTF9QFkQ3dzbWV8I32SekhEjZfMzpcB8LhOzKSE00xBen8783IN5I5IBvmTVq5NohesTR3SyyK4Loa7eMrDznOGew9HrGCUbZvU7kcIQUomMGt/rvm03KeiAj831k5NEMmzkzMIYwL4eNMDW0jdOM6nVK0Pb+p1Z4HSpAZsg45HEhB18zbOZT9mcTCX8fEOcF6j7BSIfeeSRGzdu/MRP/MRrX/tataur0TxL/mytmJKwu3Ci5/D90H8DJ3etdWNjQ4cd6px5ZRdoT2ezGVWVgjsaRtd18otvbW3pxJy1tbX19fW1tTXljSSrZNJGy3pJKckdrjHUyDCW73mwvO3FxcW1tbW1tbUUlccIK+Hyw8NDl3gCu3yjCTr35SilyDmre7F2RFB1MC+U8rlL648o4e0Gdjtfa79SSqpu1KmcSnb3fXdmvyuFTKw/5uHh4cLCwsbGxjvf+c6zZ8/ec889f/RHf3TlypWdnR1i/cXCOEN0TemiM7F6nrpYqG1DRhQH8l+THdVDu+DKOatxCkBnMpeAjnyoZrpzD0tNE0CFTBlnsYMAvb9bavth10iqzhZugp2Tgd3couTRZ79YTFDUvABPbRpVNdAML7uN7cp6iEjmJEqiq6mJahYC36SAfSQ3dlYjKLQt3sEdO3oCAoqRF7OFMHePjo52d3c3NjZSG07MBn9zoMnOoqbZtFUXpcPJtInLQ+jNKWewJKKRQPat4b1d+N1rgBbNC1TtX0IJybpISSTiYMLl7OPsIoTin2FkwD0Iqm/zVyHyGh1jCFwUOyFL4giKynNgL8+hbb8N8vtxq8G/6XV35J1S2t3dVblxmtsDcEBnwRESGCAFWIV9GiJQK9Uykne6km2nbzP3Y2hOoqqjWjo1JJhMhkKjI12IVQo/1BZLudhKc9lOydKIkxXxlOhOwLxAkA7xxT/JvC+pxZ3A91kc75dCeHmuWG9ZdzWaojDULtrQ+sgZhqePp/BqOJ+zEY7sUwTdGLxvsf8KWc/+ZsttGKklpj+Y031kCeAR5H4N2B+FFMtm5PhQWWrG6Qos24EX88TfWYKKXy7EYYpqdg4Xwt1H4kjayWww956zXrEkK7ZM3fRY+WppVKnVzf4iyA97IEXfayFOpQunlI6Ojq5cubK9vX3jxo03velNFy9eXFpa2t/fPzw8VL71dDoVZSZTM6BMfT+J9swi/sXFRfX5FqRmeOChPrJvybcRuFTPwcXFxXPnzq2vr6shSRcVmQSjnU7Y4vX1dbZMQHY6nZIgJ2wtk4AMGXycXfT8UgoHiQ2Otg8ODko079NSHx0doYlLKcrVkeeb9J5shrpzhOSAFgTY7RTFDxVe2N3dffLJJ3/hF36h6zp1YslRtoFkSCais+EtKI05dl335je/eXl5Wd2+H3300WeeeWaIojoWGUGndy0sLKiMlcQSgFEO36TzCJAoR8NKB0PJMBOMCd4lGChyndiRVfzEJXkOt4srlBoAcRJVBLBMb51zYSVIS5+9f3ydQ8N3lQbV7IF5KdpZAiQk0dlZ6GQbZzthvpq7ypXpELECEhTRldl8Oj4Sdzdkqy9MFpOc2AloTNwVzWheLjn7KFLSf09OTm7fvj0Mw5kzZ1wHEWNkCrrQIGwBj2WQrjEhIb8QOIM1F2IKqUWc4BlIBaRR4xzAam5mfxHfQLF9HP4g5T6Zaw81cskR+RTp+sFDTLMaXvJIqX6iWFMx1+QQcWkNQyIiGf5xWTHiIBdB+vxj8P03ur4v8k4p7e3tbWxsZEPPThnJcJKfWQPX5RYJ1VoPDw8PDw9R7aktNu/mwmqOBnAIwe0T64KM9BmRSArmL5aUAsOkueh8aoUFqqiap7kazIJ7JdSkZuTbc5nFD3kaq+Tsx21oRIkPuXm4rVgrPYfCCAUehXj1eemvpFJo70YW8xAFQM5jQ+sl7ds2YVyp1Vi1PQh9aB0MrsB4yzyl5chl8pQeJwx/r17KgpSI0JXwoqFIaouJnXrLnAGZzJnh9TH+hGo6766YG8LuLICATTIv1CCewRz2gJ4cp5pPoj0titn3OrUy9K5APBnTpUiSpsxRZ6OoVfb29vbXvva1g4ODN73pTa985SsVahSNLS4unsTh4QyVdWD8XSQI6UtVMW5vb9+5c2d1dVXOY6WC1PA/HR4e7u/vqy/1zNpoLi4uXrx4UT4CgeNJW6EIA0LYp06dUpqHK2YlgeSc5YRWNgv597NoqgA9qIt5DrWN0pWfSW5dHVlfIw1Dty3EsT6gpa7rVldXpflkCbsS1XQ0I/eFw6RiCq/XvHjx4nQ63d3dPX/+fGcpNF00d2f33ax1ZsdTMESF1mte85rf+I3feOCBB86cOfPlL3/5ySef5ATKwUJ8CwsLq6urOdyxJ+35I320QM0RBuH5xRx4Q+vwdl3DZ4DgYC1xqJplL7IV0KNfuoioOFwmIx8hADRRoIZlrwahgD4kE7rUgrPgOJdIrlh5uL8F0MlC8T0L5UIvtepmZMyzTahIYP1IK6FzNUdfdubFn7C0ESyS9loQ/sTPWUBeym7euXNHzf63trZwq2MCleiXAFooljGII4Ng6SSaWyfTFEi5ziLkfXQsAAzADi6xkwEe3zXdwJ9qi+NzCwCIoriGGlVqor8ghhTGcGeJOrp51CNYL1J9cxfJrpIbMzsTjWmijjs7KGq0Ak6rrptc3ecfg++/4fXXIe+UkgJAxTyRqQ2IkFeU2k7JbBVSQ8FHVG+OdIuJHSDsCmDEpbi6xdiQO/ijs2RZHyf0UcPdO2t7axRz+kLQvgjOAMwOkxQJlSLVTNxVW+yY5iQXNyBheR3oqrdEQ/2JWK1b/DWubBFwPa2348p8UjWipalt/AmfdxbBGA0vGUjtLIzIUvtCARd8X1xUuaCvBtGY2hCdmyCAZGaPj7C2vvkhLhazmOfMNQqL7J4M3zsI0iVgMn3jo0U6s0po6BzWVGlT8yX1cHmOJuXzTSbpoP9i9iT3O4YrLYJPrUrw7ZCuIgqfIndQfQAFDe/cufOtb33r4OBgOp2+6lWvOnfuHCdBEnTmPJchYkEwY85Z6LbWqjLoM2fOzGazvb291dXVxcVFpY1OJhOaY/hBGCcnJ3Ihqzh1bW1ta2tL2BffsM8RCCWYyKk31VJCyTnRqTTFbIbOAiy+8idxDrx778itgokwk+SqB5TwWy2IR5+gnBIHcIowuGESvYc7y0/NgaKOjo729vZeeuml8+fPy1jSAPQQIc5JZIrDtk6uMP5JHAHYdd3p06d/4Rd+QZWXX/7yl7/whS/0UXmMfKZ6RAfuDsNwcHCwsrKCh5KHl0iY7qzoPJs9wGe2Eqr2LxHF5N2NFMQkOlT2UbxezPNK0/TaxrhcrGmtxBHauxot55IplMFyLVhSxCZweV6+ZbN+HQsyHlwYxXKQZtFOOxtcRhcPbbYGukZL5yI0zWmQ3J5q7Be3CSzKLMmRScX+dtGN0SXtaNbJmoSklGSOnpycCHyvra35ykCZ2mjsPUkDL8iBCwQ5PHsNUckHBsza1gDrrBvmBMrRDZ4UOi5HyhkjGcz9MUSXw0n0bxlpHwxUdKKLaG2ZYmhswWhf0Cw1cmmSaWEJN6h3pFm66E86azsQuOopbU/SatiDdUg/Bt//29f/AnmnlHZ3d7e2thwpcokfRlohtVs7i05elMbjkUIZdJavJvqGHzo7RCaZiIfU4CJ/+wi41MDc8uGV1pBIrWcxGbJBXrjQrHPd3JIlB/fRFBaF7ZHTZPmOSBN96CK8yA29HYqGP0+uHcLcyDKGwThT8IzrAFcGukgqAMVWC5lVA3OsyUijIGVGa47oH8yJlVrFQ6iEAfPSEVicRJ8KZuRLOvIE+It0vwfxq4VZkymezpKDfS4pUBS7n6wlKmTjX1ZrzTu0XnykMLOuZomhGFyi+Zpzj5wZ2WzIETHwc2aKucjWsETMlJ/kqL+RM3gYBjCcSP2pp57a3d197rnnVHYpFZjD9tM56mr0gT8pBQRXbobabqyuru7v70+nU2V5uhdH2P3OnTtCb5xiw6R0EL1WWGgeowhVhGOYVIcUgAkB0kdampCuE1UO69H1Vh+Xxxko4nTdLBd7Skl58Ckl2SdHR0dCwBAMypL1Rzxqr1OoSbWXyZGHoCiB+y/29vYEFjFZU5wsrUfNW/tOEjUcq5Oo8dJmLSwsvPvd71YX5Jdeeum73/0umWzDMKyvr1P1rs5LggsKANKbAlbq7bAhiD/N5TY4ZSINNFTMFWgSCQxfZMvDLmEbSCarjlbrAApE/rio6SzxCS7DcEIcue9ghEiyZaqMuBXuBnINkQbgSgp/So0zid2rzYaq+J6HO1iff0uKTKQ61wDE5+IUMlgCIVKri8aaeqwIciS+kOo1fPDqo8Vq02pzZ2en7/vl5eUR6sgWkh3s6CUEZmeHPAyWpzexCkUXsEwNhx2WM2vLDxERLpyTAdPcJtlDGL74M2sQ7jRPAM03YvSuEtg3tSZBau3niR2GQNCJZfTK4GKuhBxuAsl5REEyPThCQb6z2VTPj8H3/871v0beKaXbt2/L8w0puG5emDvHlW3DdMaIB46kCEuNpDyv4HMXR1RqAOinkRkKLRaD3dmqpOHwalnRqZWAGpgLNS6QcQ17PYWrkvtJOIGgUR6jNxZL+4MH/L8+a/CBFJjsePghGygEuGcDZGwK/3LJKOqsaJXfagraQZ+Rf6528cyREIcYEIUjtYTILuZRYL+qZRNOrPdqNnidrP/u6NUIC3eqVbOdGHAXKaqsJzTsdIKcraHUncwcYvI6dpzZEaIdDZKNnp+IMx2rQSsAFmFiBwgTxPSdYsrVYkr60rFmNccJF6K/REzm5ZdfVr+517/+9a961asonQRc6kRJBu8c2lvJ48rKisz7yWRy+/Zt9R7RT4QkRDkC4tPpVH9SZvn29vby8vLGxoayO1zTaIJ4kpAzZe64ii4aIPKrEacI1XUR7a3RplBYQTB6lKpe7QT4YRiOj49Pnz59eHjYR/u/kzj0ro9OGsrBgKm1xQqj8RzEYI08/s4Kv4ZhWFhYuH379gsvvPCmN72pRuRdQIccAHbfmSiHm9kxIutzcnIiU+Gtb33rE088wXJJl+ecV1ZWVHer+5VXKkSbzPEmwDSSOcm0BquXA0Z4PAcK1JpgXSzEMbR6wsz6cMuzXq1/qyB4jbw7tnti3cSzHc+MoVVrlZdX4BKJgdBjhC51y1zUcV71wCDc2Ufz2RSmBRzdRyqzq6ThbvWmgzksiwX3RsEZqA7ayAYEEVMuhWqodYQMcm8wj7sbD7zF6YoV7iIqpXoVKVPy6LQCwgxlrjNBCgDNTpWwssRZdw2G35XMGLmLbqiLAWdT4jIdEZIjYYtj0d/IUkB4XfRl9+/9M5SQ53q/zOIgPDYix/llffTUEqG6qd9FFwR/Ka2cnYxTixxGE8kGvnXn2tra/v5++vH1/a//LeSdUtrd3T1z5gz7USyj0W9jAwYr9XUshfXpu5sD6rkRVuLqLGKbWkcpD/n/JmOR+mRSz8UHaqBYp1W/k6uYt6CYm9Cf71yKTSz9NKJFRHMySTePrlhJ5u414zr8T857lCiSqG/LKJkIIxyNJxma7K3bv29ENhDmT/aH+PLiUGGtHMfUtvRniJ7Tvl/ZkGs1r0Bn+dz60kkl383S4EXzEqSY+Y7vkw3yAVQzIPmmtKfrDZZQwSx8kaUwyBHycUK0+ol0DIEIvudRxep3kzWNxs2j5yt620eMm5cy4NyC+74NLs/sOLQUaCy3ziFB4Z2dnaeffvr27ds7OztvfOMb19fXpT+UKq1+fMnccl10RJFbi/4SZ8+e1U8Iv+Sc9/b2JGGEGqEfIVf5yzUYEl2c8EprQDra87UdzNEIuU6s0YfWFrGjBZHHDs/3YNkm6sHS970SRdTE8/z589PpVKDnzp07gqFyL+k2LRrAVOugacIF0IA8gimEqgMaHXX03HPPeY5sKWV1dXWIfFZs9Yn1GqrhjEwpLS4u4iPP4RUW+L558+b29vbzzz+fUlpZWVmIjoErKyuXLl26ffu2mgnKR6DCnsXFxdXVVXn9NUgZLck8r9nwRAozcohzFpFOQGptQbKjZMmPEp2ovtMlldN2if4kLOMI8UAqJ3EOq2hs0p4vgzxMpumAuS5GXAiP+BGWzGZ7jFwSbJw7YlynuORBGvjmpvBY8UYHhS7fXFAg8Vy49XGyJgHYEtl6JeIV7uzIc3k1Lpa7aEOp2emzMspqJCLmiFZxET8BktbAwcMwEA/J5tzxLYbMOuvChCh27VzDMPCNqwG+UQ2DHVvDPX2kJtYwp3OghSG6GyGOuC2ZhmJU7AViCjuNYTPCPtLP2OKFOIFIgitHD/Ia5aGiMVn7Ys9JW6yc2hrZkVaFbPT9j8H3X3/97yLvlNKtW7dOnz6dQivIEwNH5TbNyL3dvfVISiFSS7gAkSMj69mlzCRywd3sQxtVs7pQmW6x1bmE7GLWfzKUxuVkxHNyW5ogvYVRDpXXiAYW63nnL3I14K9LJhqq9TYRzyvUfhyX3Gzw2Eht+MNHaoC5+D0gb1Ad3CWN6w+Zv6rlN6e5tiH8CiDochzB6l691ErJbDA6mSHEtibrM5MNsrte0RjctV+tFcxddVi17E+IgUlJ6KPJfG2z+Qw0khF2T+EcIndCFCVXqJO0h1/8CXIOzXs7GEAXrQZHQnywkGWOrhrsoLt1q7nNJpOJHNhyZmdrUH14eHj9+vWvfOUrOzs7P/mTP3n27Fm6keTAqZ6WOkSRYrXuK4uLixcuXNjc3FxaWlpZWdHROQKLBwcHKoajUZ26jmxsbECcMnedrpgyDh7/U7FDCn1xWCtfNGhblwufEvlFszjuR5hP4xyio6UmKxiKFBJwEYIpdqpFtsJKlQy6IcHNvok5El4FOPb39/f393d2drQXUqtqxpIsb0Ej6Sy/GUTFHnVRenVycrK8vLyzs3NwcPC5z31uZ2dH6QF61P7+/oMPPvjQQw89//zzzzzzDGMTEirhY67WmaSzIg1ghEuqIVyz+uGCdW7NbQNj3sXiQG+kIGfrmtJZzx9JPERBsoSWFBamFiQFjCO3uLReHjCQC5Nk2mT0pcsBVzRYBX1Eafo4SyW18jyZktIDXQIgQxxEYn/y9moInotlh0iKZbVly9VGxLHFTNmFfzZw5hqqhjk9hIOpWOkLJJ3CQyRymkTrFedZ1+/6povza7iB9effPronuQ9Y+0vJVjZVNXpRtgQP0QYH6AzWTiBZVMp3x3Nmqtn8Mzsmr7PCX27rIszu4QISrrrIJoCusGpSxHx8YTXayWSibHJnUnbKzdpkirK26Jz//viQnb/m+hsg75TS9vb22bNnKf8faTiXgL01qwbAJXPlQj3QejZnZ4lgoojP7Vdel4yI+bK0hz+l8JGjOJGM6jPQWXg6tcCuWrYfF68udqBDjbCyD0w/J73Y7fLRaJMlpbhhPYnWAfpSPch0AnOtFS9gNZczq11b8F0NxTLB1EJSrHOAVwruws3juNnRYbEWoRCDD4wHMtNkMJHxTKxDjrujXNOwRzWuweIw2bwgo2GwCIgVFBXOg2J+UJfs1SKw3ADForcgbN8Lhu0gnon72ynhgmjRpr7UNTo56Lf+E3Az08Rq8tV2gh/MH5PaVHXI2+M5mvtCtO2rUX6wv7//6KOP3rlz501vetP999/fR6VmZye/ZPOWpTZ+qpmurq5evHixlHJ8fCzDUm4YnaoDhkspLS0tkadba51Op/r5pO2mQi5Baa3BahlHvmuQzYmdmceG8mTl2Oja2dnxSJS2htxlGRW11oODA93gQQBW21WvuzYW4vgbXZw2AueiCEuktG5tbSkt/vr161tbW5Kiyv2oAbyypba76E7W8ZNqWh3Es7i4ePv27Rs3bvyX//Jf/vAP/1De7oU4k291dXVtbU21tt/97nfx9y8tLU2se4ZqBmSK4DaeWDXYxFpS6AL5gSdg/2L5DwtxbmsOnKHvmSMSQzEHbY2gBsMr4QGdRdFktvYd2I3AcTWjHAkKp6hkQKTeDXciEErr1wCJsr+O27poUdBZflo2hK2HQLcuak7inHYYJFseRTL8hC6A+Gd2LCJEqHuWl5dlGLs+9RUYTdA/s2h4ypnpKPpXwvhMc9ESdpBKQSeVZHC8tIdIQISAAU9VQgxmM2NGEjWHw0IFGCRw6q+YCqnt96VxZjPpoUD3M/ZWklEiT484LVzMSJK1IvX1dCInkpbMsQK7aQw6Fs1V2wjRuSp0enZU9uOc7+93/c2Qd0rp5s2br371qzvLsdYFE44icX4Pd4rPdeUwDZGVKTxSrvb4HrZEWKAv/U6IlVc4gqlt97e7wnqAhfuE/IKU4ROYuYazUFzk/k4Ho6MHIuOS9eGSehOjHh4eKgykRaa7QmoTyp0TcgtYwfEuE1ES4v9RyAzFP7OzA1xVpzZFJLehsaFNF6sRBkGc+ebqnsEqMoe2Q3aKOF0O/IdU9aRM9JMP4K7kkdtEi2p2iz/Et9V/WMIfxkN8UvNvZ5UcHQ7RijhZy4Ia7hAtOMeL5MCF+KrdaZ0srZBlcRtmniRYtIU4eAUSdebNdkLyEJkVjJaBPf74488///zb3va2N7/5zWrVR0vpYRhUToeBxyBRP8oQuHDhglzI6o5Hez6hWLVDWV5e7vteh04rwVo80lnjLaAYGsKVsa+Ga9Zk6tx3nL8KZE+n0729PSWa60iRYRjk9s52SK0QvDC3usH0lhUmhApziSk0EWXAD8Ogdis1suchMMYGDpjNZlrt9fX14+Pj/f19aEnL5Z5y5q5BdhYHr5HBoul0Xbe+vn7jxo2/+qu/+s//+T9/+MMfXl1dXVpaEnRQ5szS0tKtW7ceeuihg4OD8+fPHxwccNrlEL5MpaBg6VWzmVOgQESHo2r2yAm7t9qhEh24oStcHjnA90KcgZBzlhUEM0pEz+J0RuxJKIFYAfF6wakamTOoMLQA43cOctRSW7DOVtYw2BAyrADCeTCnj54mO8f1oy6kCqImR2462z3EAREurJKZBF1kyrFi0I+GtL+/v7Ky4m+vBvdzKEd/7EifVvOP+FLwikm0vmXrJ1aFglqZTCaedZ3tKq3tzXSS9akkhoMLGZXnTwCjM8gcHh/J2xymIM1VWF6eLM1eLQoEF2Tzm2SDtvi5uZ/zdIdIw8s5U1i5uroqnwUTzObTQb5BzNVyAjuLC7lkSKZB0BTO1KyVPv8YfN/1+hsj75TSd7/73de//vWdhSxrXOL2WRSYl7YVCeIgh3/OeVgPzxFp7dqsgGrH5STzg4700DyGzubtdgIaEVZuAVkxN4nPHWHqTMv9joeGOHFt5JZIbSpLCdeLi4Mu2jXW6OmhE+n29/drrVL5yiWt7QnJbIQPmM/ZUIV/4K9EpUeP1QelDvsreE41D2IKsA6MS3N4NM25//nGBQQQrUTiTWoNni7CZygYh6fodSczPqOwXYf5uvnwamBxlywpQnidnZ3GT/ReeUOzwTgnA+ZLGD1ZPozGVqOjnw47ZJr8XJcssRRn0PCWEs6P0duL9etll3sLx49UCysvbJfC5zSJxjua8snJyXQ6ffjhh3XU/IULF5aWluQplz4Yoq/fiPHZ/VKKIBoLCAnJt6ouSbJplXYiyK76Tsc9bkLUNp/Vk7ZHDMI9o0ECIu/cuTOdTsnouHHjhhhWLvBkjiU2ZRiGw8NDuUhBhyWcT31UgIkM1A6FHGVhmtJ2m3Y6AXItLS1RCjIMg8RF13Xq6UTad2415RAWJoEU0bPE+MLCwtra2osvvvi5z33uv/7X//pnf/Zn6+vrsgHk2lfwQS0puq7b3d11g00icWlpSZLQdwFE3kVxM/SG4PJZF4vsIyVUgZoDncxL9RwZdKDq3jI3chjeRB50sBFSPRkAReDIjKlmiTkN17YPYDIhnFvEWazLFmviimwkfNgvFCvqdV4so4jdi18N12YDWNXs9pG2yhFDGMwQBWRLaAjvygCj6a2/rrQZOL4g2XzJIyGczDGRLVmIdqXF3D1C3s7IyZSsv5Q7s0UJnBGSqScfFU/r4tB1nonESIbLc9v2EXou0U7eg4HFynAxHjD23AvDRtNUoFqsrESZULUgUrb27fhGc3TI6Pv+4OCgswQk7L2F6IPk2wdVzyMBthsOTT9OO7nb9X+CvFNK3/nOd9761rf6fszvwTCXjibZl+NUXmdLBI1EZG6hEiiQB2a7uvYEL33GPh4iZwu7E0ghB5uO1XDwyniKFdIx4GpReNcZ3owMkaoaI3W3zXMWvx5CtgCyrESOjdQARWbgsMPDw93dXflcT+yUB7eCWHmEAn9lHx3++nIxa/z9nfUeRl25RKvmwqkWt9U1+msy73uaOzuD5V2IFkgsXTL2BoaSYCAdsGCnFUB7rkhYH7bPcyd4S7EjUX2aqW053EcuJqPymA9v7C0bx8fPfiHxWZYuAnwS9HqLoMzQZoMM0SBcphE1eYj7FHg93+0qkcHiu5BarcOijUAJA+iia5Dg5qOPPrqzs/PQQw+94hWvOHfuXEpJYX2o3UUzqwqDY3mePn2ak977OPPi6Oioi6O12CbN3W1sZpfnEI9TnUsbV1epjU6kwAGKO+WcZWZIB+sYzj7OdtFMZ1FwKd0mRELmMY7GGoaEqFe5fPoguiJnA2sWAi5REqMtUImq4Hvf97dv3z579qwoPM1pTVaJvcjhuhui6mBlZeWZZ575oz/6o9/+7d/+2te+dvHixVorxS0yErQaly5dWlhYePWrX/2Xf/mXGjnchPRT8Za/mlVNFuhjVNn8pikiQtAnPpqZ9UsZLJgJadUAcEJLnBs6goOMpFoDe0JbKSVtMScx95FQ7jIQwoManbRcLLgocKjt4trFODfD/sMwUK6Qzfwo5n4u1vKoxOWSwRPbXGY6qbCkfg/Cahb9NImO8ltf4Xk3qi8+N1RDscydUmzloWlfBkukBu+6zy7bAReDFaDXOdOaL7EZfEcgJ17EXFjq2uKf3o6c9NXW9qEU5oVqsp4HSHiXXa4p8MpP7EhvTHEFdko4ibJZccgNFczIEliIjm1DeNBn1vnHCZvNzS1U8y2DYEopP/Z8j67/Q+SdUvrGN77xEz/xE/rsG5PaLDddkBdSHiJDL2Yrxa3m8MDsY7/9aaO3wyQu8rDXkT66U/pD0VKGykNGb/G/8vMusg89HKnPUC2RPvhhpAxGmgYlpHguQVKwRW5biCAZ0RwuVuaXaDSRZNDct6O340VTyALGWaKTETf4/voeMaps9oa/14lqaJOn+S/iErXhEhwpP4libdcu2XQhb3Fa5b1kZQzmefIxz+YOGqAOxpG3rt7aTeKBcBr27aiRgsVoNZfO6o8PDw9lY5A2kA0uIOn6aMgFnY9W1WmAvRsie7Wzs6DZKX8jKdp99K7WyLGrtfinTp26cuXK7du377333gcffPD+++9fW1sjhFrNbBvpWhaHJeWcdv316OiIwywJMaWUZtEqRJCI6bPsfFMsTO+7yY4UOz+8WIdg1kEJnUNk5wt2Z+tUnS2lQYaTXPUwPiiTBZ9MJisrKzLgu647deqUTrlPEYZaXV0t0Q8xRQ59Z6nPUIsOIjk4OJAPXh1gJtYCBY4oFvqAokpY/qdOnXr88cc/8pGP/O7v/u6TTz558eJFYgV9NG5DMuzv7z/99NM5HGkshaZ5cnJCqoywgvyjszgBJ1sEVTvSx6mN/Jd1Q6P3fa8mdEOkTPgW95Y0zKXcbllQqW0I7Rs0WMNpHqL2LH3fS2XA5rV1V4N1BrOuR/zuojuZ04HPTNwZttoFvRU7lqvEQa0+ESYoZYfA7C0XK1uxNaMd5mxvtpvnyynAIgzhonYCcGHl7OarMR+v8B+ykkMcoQXM8BTterdeh37hV6pxxqoMD/jdF3wEW/u2VZS4b6StJnYOvFPgyBs9Py9/UTKljCJmdsnO3KlhtBOnquGx6iN9RTMiEUWszeda6ywOf8VqKuYAKpYAllt1zAidR5Llo1dTIjrtOP34Sin9bZB3SunRRx9985vfnA3QVGv7le5WWgFlF/NkpPCq5rmqkWJuj5l1WuV7HghXj+gDlI9sSpaBPYRHXKU/8/oYsTV6I7LG8Y2TXWpBPEkRI8CRWgGdgocVYtayDNGJbGa93hYWFjAiiwH63F7JZJwvZrX0NdcKLmSr2fQw+cTO9htaFwisiExhlWrYPOAMdCo/GSIektvUfz8YDIZnXkBMIE4OX+AobujQ08mDP7nHpZpVoB1ZsJ5lPgY3UdAErj8UxPeFctEM9focJ9G/bBKN1VLkALjmG8yzDvcpNoJCYqHwoI/sJeFUcEONokYUW2+n0zm7KdqQzLh1juj7fmFh4ebNm7du3bp+/fr169df/epXX758uYsWywvRGWlobUX/Rg9USoaAbA2Pvl7KMew1jnn3BNzOYvFO6g44WB/dQ2IloCpHmBsGz2Galiiz66zz6WAHbSrNRkYC3b5ThIm1gHJva7Rra2u6uUQiitLMNDVNnPYdysCGABbihNEhuhOqxbgaqqSA76UUmuc4ebDRwm3a0C996Uu//du//ad/+qcvv/zypUuXUhTsKtUErjk5Odnc3Dw8PNzY2Dg5Obnnnntu3boF8oD9eWmJLC/yoNigYmZ8b5UzJbyzWuQ+OtYDFvFrwr/IarjV61NdUKeAMg5W9KtZdNhYXl5WlQK262ARGzjCOQt6cPQ50gsuhbr2PNQ0h9T9vyMRXSI4VsLD7c90aifJ2z0pKayIGrjNZXi2eKnz0RCZ0JhDLugQiayqi5HaQvARn7rC0pe0Q1D6GaGGHF19eAvqCcFYwrwckVkK607PvGvtchcF4tnMOW4r5mtPcUSlH6SAfgEnkPWkn/h8nahQ0+w+tMRIeIgj3Unb/4dVHSJEnAJyINxwz/uUEWUSYjIznDJhq2L9EPE8ptbFpm9+DL65/lbIO6X0zW9+841vfCO6qhqW4nPXZmy7eEU8waXEhpKhQEWoZ9EAzn+oYcDVxSC7s5Buc3iEGqiRz8AxFhNrelgD3nkIzx2Z2bCsi6fBIl8ppFKywKtLqGxng0Hl5LRRq1TCx4P0dDnii88gawuLi5nsMHP9PsdTaQDIuC5qrsET2hr/iR4CQ/pb2C8mnqySGr7trKwWCOW+q2QKqW9TOGgOldtr0vZJ7CwHHVnMHIudVsh0hqhC00OG1hWEBKxhYrGeQ1zMerB2AfyqmA05sRYlgzXorHNg3feONRfIYwFHm57aNEcYxzGcUN0oAMWFLpFPlAnCU3ojORWz2ez27dtXrlzZ2dnZ2dm5//77BSu7aGWQTMHU1kkm16/XPFRLbWdBMB5y9AhzfcmaM1mn0mRKVBPhV3cdGMuu6bMg8uAKbcsdDpCVPaBE2BIGIcQmhC2WV4xLaFs+74W4WM/Dw8Mcho0/ioxnoR+Z7gcHB268Ad8hG4eq+D5OnTp1eHj4pS996Td/8zc/+9nPTqfTCxcu1EDPYpAhssUgEnHZPffcQzRsdXW1mpdUY1Y0T0KMUrBivgN2x5Gxk6LfpsFrAXurcoaqc9s4Ut4WWt3L+d1HMnQKp0wXWe81Eu00YJm1+IAcBgFf5p2aEJjrNQQLYmE0tWyADOoFcjk7I5QGK6msLfrM5jbKUZLEk5EhoOds+M/1GuYE8LGEnx5lQeG7C6tqWrizjCb2a7A0a0kG9+ySV6YUL/m8s+W7OsPmcMSwLNWUcjLgWCIrzItPfCPw3xcr6oW7JWe8/BQ+La3DbiSrXWinCNhm64GWTLOgSbMhB1dkiCbSJjurYs9z6eZd5LZhu06sEQrzLVGDhGtfjJPmLCVIgmxhlm6kPn6c863rb4u8U0rf/va33/CGNzhf5TaxtZhDcQSJOstTFMeSrgRQ4+YF62MIFfrWdpbJlFoplixbiyyRPqLkfZRuSBA7/2ODIgWk8Miu9oenQFp40DWLHNYnrcqQaCkcOTX8i+KZk5OTtbW1lZUVHUIxhOE+sxJ+JKmzn/v5/EUj1oU3XECPVqzve2XU5YggE+LXM8WHEzs2aLAkn2ThTud8hpEMQbLdfgNOL+jElWsylzOYjF1gE1NAEwSiawXWClk5WDog6qeY9wWFx/fMFLsRZTwyFXipKwxWTBfL7nvt+wum9HI9ZwFV36aQxZAEPi0vvUoGc4fo6sB0YGFXRcmyNoVF5hkBqa1yyevXrx8eHu7t7d28efOee+7Z2Ni4cOHC2tra7du3GUBtvd3Z3HLKVUhhwaLd2eL9/X32Ar8O5DeYtQNrsCPVktBKZLg5L5ToVexaHF+1FJhM0D56A8Nu2k0ZAyIYMREWRRctWZRwubm5qXuUIkJGewmPPvjV5Q9z76PlkQZz48aN4+Nj5floMAcHBzppUgKwhLeMB66srOzs7Hz605/+/d///S996Utd121tbbntpx9ieMjkEBteuXLlVa96Vdd16+vrymtXwKoaZBT1LkQDTWJoupxfqqVD+D1Ob9podUArYaJzpZQ4+4bsfKase0opipy4/e8iKOe8srKCvoCQShw0MUTzjYVo+w3b+gYh/Yq5OUbbh8yZv3ILHP0Jvmi9FYEksyqT5U4oZ2ZirdCTaep548Exlg+Ab3Lb2YOxDeaU9bf4xIs5pF1bpRBfMoH66ClZa1XXI4E81ymj4cH4/JDHcgHxR9+XuIQN1MZHXOxikwT6HFEa32WXqDCmLxrXYF58HH8oO2cfJkiVCFpmmGtglcMHh2ojJzC3vlEUHP0VGIwEXc4Zh04KOOSpYtkigcW84PP0/ONDdtLfCfJOKT3++OOve93rEGT60qlKgJVKjty6uosdlo5QA8E4OznVutRIUdvRW4Ayz5nafIMeEteRPksQnGH4GByBISMGcz/wL2KCMaOxUoC2Ed5lXkNknpUIl5dSVlZW9vb2KA9isrArelR/YsrUTFTz0XYWhSjWHAahw5pLca6srOTwgnuuuZ4P9kIN8F/m3lmC72jW2c7f6a2jmeuMGh61ZD4e/Xewk5DpUZpC7pcImTnOQLK7vEB5DJaO4vtSw8FfogkJVoGvXgqxiInC07QLSG2mkFulO1j2/+hLHjXE2RYMuEZKCTLx+PhYC4J5iZRM5r3wHa8WJu6tUcCI2pPpNj5wM5JdpIgW0Tnwx8fHu7u7Z8+e3d3dfc1rXqNzeSbWhNtNFxfrxTx2zAJSX1lZ8f9WQ8k1MqPYpmxGINMZLMig25hdCkSLguy6TjncKk6azWbT6ZSDjYA1mjWZKisrK2RrrKysLC0tDZF2zJRFYwK1Oeejo6PDw0Na4PFz8D0LouN75KzVvvd9v729ffXq1QcffFABQ1VqIo46S/CTlFhaWnrxxRc//elPf+pTn3rqqafW19eHYVAnxBHPisb29/flyFf3knPnzr3iFa94wxve8JnPfCYbFnHA6vJ5lOkEWp3ffTY0GU5FRsl6cXaDnjFfi3XILlZ0yMoXO7msmA/Y6Vwmx0Ics6Dq/JM4XbVGGhX+8sFiegoV+tNgGeaYvj/4hm5dr3Hn0JYPOnit5lNAik6iEt1fkc152VlmHWKBb5CW8GYJjy+f3Uvi4i5Zuh0Lwkb7nwbLxddfIRK1GVheXmZlSmuP6TYGU8wV4voumYQfibJiRjjxmUlbN8yCuJNCP+msTSeKzwm4GhDKUSOLxq9tiWeN2FHXRnSdWjo7znMwl4rPl1ePUs5QoG6dAtuK1b3gqdTizKzBi6/q6F+XtOnH4PvvCnmnlJ544onXv/712VBy85pgeHAeoBZkAJ2NUDibx09SkDtcBKPyJ/+Q5poAIhD7qNoRDQ1xuUxx/YRE7iyQh/LIkSrgusHVVbEqqGTigEUr5g9Qqujh4aG65w7RVOHo6Ej+pBwppIhaB0CwdLYWnqm1jJEXLoZcBuWcpdi8ao08BC2a6v3Z4moexGSwEs53TzwDQ0MXC6eSbYaM87+ONihZv5TR4vPeapej8BJtuSEqVzxMAdorbRsZxJmIR9oXudZF74Xhbn6dkU6qEfrgUMZi3o5s5zj0lpXBNPs2L0UQsG8Tu/VwJuUb5MNIc1rWiRPKrxFP0MD8sQy+i9CnXn3r1i3aYF+6dGlzczMHSssGm4Y4P0XnQUJOOKRruKaUG5NbNFMtHlIsaZgJgrwRHdnqGaqViKDz+gg7DBGtWl9fL5FaLWBNLz8ljyKjlpeXNzc3ZbjKeFYaNx76LuIVeouqOPq+10HuJdqV6Ah613n6DP7LOW9sbHBe5v7+vrTp/v7++vo6NZFDBM1IR1leXn7qqac++9nPfuMb39jf3z9//vzt27f39va0CKpe1cX6rK6uQn6z2UxtvC9durS8vKzkvSHSXmFbl8mAaXZtJDTgblfh7C8kLQJILdSAYiFjioNzxEyG6DyTzDVYLa+mi/5xOeJ+xWz7Emn3fEOymWf511o9y7+aUTdiwNGXI7Ewz6rzt/WWheysCmdVA0DFnAg8PLWZin7/aBN9nDA4+4LjfCTBGJhPubOe1vxkNFpnbemdEudq+diKecfUY6ezVGyWERqe2HGYvpgue3VbH+lzLm+ZNZRJANa3IBtmHWGJFK6xEhdyydmB/yYL/VUzino7c2dETqSn8j0Wfgmf4MhXWM2eIdqmALhOJ4DsZ23XrJSSCnIm1hhjnlb/kYPvvzPknVL6zne+84Y3vCEF53iufTLs687szi5uI2Gxt0Q039eRAMpmqo6kUm2D5k67szhdb2jDIiIjxejdAIVVADHJZNMICzKeztITYSoExAj8ucRJKemIPs7gmEX/fMHcUS8F+Fw8OYlm6ljtxZJVGE82zO2XizyqRhS3dW4covXYYA5Fnob4zganQMAjdD5SmUMkqMyipzUgzwFTbqsIRkTicsrXKs25YbIlXCIQNRd/HcFNx2Tc5sIdytdtOMm4mZXxMYDsecKCHcNEdBjLcJ4LELKiriEKLvUo8oLEm25psJismBN2CpzkU+ijyt5TS12+Y7JqeKLkYRiWl5drrdevX08pHR0dXbx48fTp02trawtxWGAyBCB/cJrDK6UU6NzfkkzEi1Pgza5NW0c4MM7BnJG1hR2ezqS9FnTOOa+urm5sbAwRhTg6OpIE0+uUVrG8vLy6urqysqJQgzr96Qyg27dvyzWec77nnntOnTp18+ZNQWQ5m/UoNSwXPezu7uacaXvHXuAPG6xXz+rq6ute97qVlRXHRkM4+LHQVlZWnnzyyc997nPPP//8ycnJ+vr69vY25ESVs/6rJwuJVnNpP/bYY//m3/wbgkuaYIl6yhM7zG8hGsvCmwzGedYlbW7hF6iInWVGUEixqLeerEMJXPg7qTtTD+YcZWDk1mN6OZ1rgugOmnu67SEBPrSe15HOGs23Gn6FIKtBPR7u2sdXMkUgDsGb4vwUX+0c6f7+K1Zv9GpkkbNbsiubXnYT1IUVQpKdSgYVksFfRJB2WXag7pm0/XZ4BQoIaKhZ8DqYpRpIda1RA2d3lrDByKlSyKYuS5wrCVV78pKvrb9lsB671a55Y4kbOPGAWTAAXX304ZbSpwm6Jq78GV7EtrrRNSJakTTlavTZTC34HqyvV7YOKk4Vuv4x53z/XSLvlNLjjz+ugktHkBBHaa8R7K7h4yyWINVZKD/dzRkATY+uHDgPYcQwkqlS8HRqfTBDnI+I2yy1eRTJBEcyMJTNtVDMqOUnrvmU3+mSN4XIoO6q1kon4BLZI6yw19onY5XBmo+6YILnnb1z65ZI38eW0AYpO5PX4f9GDPmUfV7V4rmEruBwtkaB2hSuLGZUayXhbNTty9/il+/X0BrlqBk+zKxjoBtIo/uZ1xDVJEN0aIbmHQsykmS5nsmcWE6Q6JgaMALxCkpwChw9Z6QbsqViCyP6KSHCwYwn50zTjNEO1miUjtpwD022roVuD4z0d44eL5rC+vp63/e3bt0SjlxdXb3vvvvOnTun1AvlpQghgdX0c700hbGkTBW6fwwW3IeFBRbhAucXv6AoRAcEnK1KGOMTlTmzs4eU166HLC8vLy8vy9mppO2u65QxXEpZWlra29u7cePGU0899fzzzx8cHJw5cyZHN0kdNbC1taX2hevr63K+ppR0bLsMKupJBKx5+zAMOtZkNps9++yz169ff+UrXykL2XmBYa+srDz++ONf+tKXrl27Vko5f/78iy++iECbTqcij+l0WuyoP9ZKRp0GsL6+ft999+Ea0IyOj4/lDufmzmoPEHrIXjzHLmm9B5zzozMCwtxv4H6vOyQQRMZLmsO4Dvuc90sp5HGRSICpjNsIb6sE1xDVGkpAgne4XK4mU3YuJVyuOrn2bRFLanUNE6mRy0ekBYVSw9YFAXdWMoSl4YN0DYL8KVZNWMxwqhYzZNjMBeHGPS5LXRbpM5X9KbrdO7jP5h4CBc4vzhDBn9xqbVaDVWUdfMFHu4O+ANanFmS7PPRnVktNqaaFB8sgciyBHGO089JspCboetRZE1LB6BohPidyHgKwmUQBaG+lF8WSZh3Hd5EJ6UP18bOh/2i7nfwdI++U0re//e23vOUt1RxUkPXETrXs4iAM/CWdZRrMoldRsaiTC1MXDfN2p0ZSrI7NGdLZQ2/BYsN3wq9m0TrNgdSI0yA43AnYD8WqBt3LqDuBayWiRSmk4fLysjSrGseqZk4RH/1bSqFio0TaomdI931PTSoS0L22Limyge/awu4UslIhpBydBGDXHIdfDuYTRYKU1rPOlOFYl1/Z3BI10C27mcPZxsB8F3zfmbVvqEu9wVwXnRXajx4yj3T9Nq1wavNPcusNYuW7KJz1ZR9N34nc9U0pRcaG79GIsJMJ9MHaKZRwaooYJlZWNWvbkw+RVUm/v2rIZrAjpn3kvEuimRri3Dr+/Tb5fXU6+vb29sHBwe3bt2/dunX+/PmzZ89eunTp9OnT8hznyI1JdpIUhF1rxY8+ads8J7NzXCxkq+iFJKDYbFYTe+rTTGbMD3HmlP6rCNWdO3fUfo4XqY23zIPNzc2zZ8/qBMSXX3758PDw6aef/vrXv764uHjz5s3nn39+Y2NDYkFPe+655zQ8meirq6vEfNfW1mh5hP9CaWk1umWTivbII4+88pWvVNoYM4WFp9PplStXHn300ZTSyspKrVUomf1K4R/N5kJjEYbwr0sWHR8fX7x4cXFxUTCd9Gu6bosURYcLcbBOtXywEzsBEUbAIJ/PIUFyInJLazkDFHKA72JVN8wlmYXcWTLApO2MhPzU90oB6qNEFfIgywv5Sa4LLJAjs2UkkP1d2QwMl3LJUB3TTwaeXELmsHshYFrFFTvyjA810NjMjjjwZWcw6C+nKBetiPF+rtMFIg4p4dEnn69e6lhTOpQjY0Xto0XwlezuloUIDUys6UKKfNdqRktuT7tMURk8mDXOCgNLfC9GU0BQj/aUkSO+RtgaktYTUts+y2/jdZPoQqYfuo5GKo6en0yblLBhEIBaq5M4E82Dsa6DWA0JotH6M9N/nOD77x55p5Qee+yxt7zlLQ4I2A9YvYv274BySHnSdsadJwsnjtpaaS6k0AqpDUNnQ1d45pw/9RBOwUhtTG0kDT102LWZUikEVinFXbnFHGaUTBVzFUgAqXsADX37OAbPMQECQm4Vd96ADBCOpa0aTHeTUMmS7UZTxq2VLD7IauewrDyhpWtTQWDjEmEy1pY1RLb21tm9RgIGGsJXfiRE+G+2g1SrWQI8H7sFDVHM49JZ1yoXbdm8ywhu3EusBreltjnXEGlIWjqEo//QyWwIV5kvhQtxD5q7R5a5MztfT6ne2qZw9FFs5xzHlHvLw+6izXyas+ugT3bKOVHvPTg4kHdQIxFCvX79+unTp1944YV77rnnzJkz8n97kGcI0y634FiVBiOKGm3oyE+vXHzgBWTs+LJG5EGTAoWwaF3Xqe5ZdjL2AF7P3d3dra2trutOnz6tpJrTp0+rbPHq1aurq6uXL19+5zvf+cgjjxwcHBwcHNy6dWt7e3sSHb5SGHWCrYeHhwtx1PPe3h51mbKEc84bGxvyrUoaaKmXlpYee+yxn/3Zn93a2sJ47qKptmD3jRs37rvvPgHuW7du0QZEZo+mpnRnwg453Lr6b9/3qgLf3d3d29tbXl6+ffu2FkqtXXLb5Mrx3GB+QbwJyUCGVsNxgKsGeIHw6RCFEH6PS6Rs8K6anxvpBwJDU/RR3AaFg7cGq1eh6gY3Ux/nmyDbU/h0oNI+yjMQnhDA0IZoRpoOUnc5PLoT6FPjqFd0bm+teIpZqsVMFxYNIYOUc0Gh1eYEHzzNw1xI0H/F7rCPYHfEYzYUwX/BdgLfKSVZpyMIwXaniKsgFmBnDAansXmBiXrqozbMqcs3SOsgfinmkfF7fB8ROzUuPdnNFddxzGUIF97Q+mJ0M+rJoUW2rEutFQ15/NWI9NTGCeF9SF05qKwkZMlo9diJNcxh+pDuP8ITLv+vIO+U0mOPPfbmN7+Z1Zec0rZRkpLbZoLVOkYPkebbt1140HlOuLWF47qGKIqChublF1oZgZ7M+whNHx0dOTJ2uhzinLMcIJiBwRUpFH8fDTSYS291Tr5W2eBaiaiQh1mBNail1Db6SSH+sHR9lYr5LJMBI6CGS3B2KhkOc0Gc45gDFLN+5fMaaU082YO1xR1NP4e3CcyUIw1xpCx9Wx37+n+TyXc2pbMCAMRcsTAlvx1JIjZ61ra78ldwGz6zPor9RyLbpar/y82ufef3Tr6HhTgWyonZQQwN6ZhCNniqcU6sTJbXIUz1jRSVky7PqW33K7bbcYw+K71PqLREDtX+/v7169f39/efffbZ9fX1ra0t1eqtr69vbGzkaDWdc6aLCB2sydzNbUyjGowYwsRFgJRovuGclU21M3EmVQOfUXqRra66hJe37/vFxUX1+lALRaX6iFSOj49f/epXnz9/fnd392d+5md+8Rd/8bvf/e4TTzyxt7f3V3/1V88880xKaWdnR5Sv/S2lKKVyeXlZG60aSuVrajVIK0IaKFaWc37iiSfe+c53zuLsnpyzukO88MILt2/fnkwmFy5cmM1mjz32WK318PBQilBF3th+1RDSYMUwNarZZrPZqVOnzp07t7a2JtnoMasazZHwEYBf3cygM10xm7lE0pGblM7jLgGG1lEykhJ0rxoskTe1JgFSQk/zJ2Tr7lzbKt6ZHbeUrNFQtv5rPIFQKvwl+hysfw7Dqy2uyobAWAfnXJgRTA/3yV5SRxoHTzxkZGDo+S4AU6t2WXOAnWxpWKxYo6T5Kxs+GynE0Yr1lqjJUgC+a61isRzVQbj2aD9Ppo1HuYuVX0MDuS31RmL3ln3KynvwhNuYIM9ha1jSHAaY7+NIlfj3PjAkv9OGr0yKFFNXN76btQXH/LWz7IMR8fDXIRoUsnqgETJY+BVPdn5kkPrrP7aCy/9byDul9M1vfvMtb3lLCt6TAUp6CcaTYHcyiebHK5S2s/JIynCN2DW13OK7nkxa5VC0XbRdc1ttIQ7N6q3RBAPDcOTJxTJGdNUAsojXZBUn1UDP8fHxJGrFGNLMDseutR4dHUn1AmWyuZFSxGFBkH4bC+7cC14crR6Sgim49zcFFCbGxAIOUa/mgrgGSkZx+tOy+RTTXL+wIRp1dXa4yUgRJuPh1KLYamoYFZJMLaWQ+511iijmER+tHmPGHTV6XTGXeQ2vCXvNzjLsYhEAX3CegMEDdzjdMh6UNLe5ycfr8ONWS49JkUsws+R7l+Ysu17tgAOKTa24L+HfGqzdQTHHf611f39/MpmcPn1ac1RS8uHhoZpC7O3tXbt27aWXXlpbW1tcXLx8+fL6+vrJyYmyNaRWhdd9TaSN9CgZEp4PqgEI9IvdyI1BB7i5xb9oL3Q/rSqUV62Sx7W1NSme6XR66dIlDXVra4tO5Hrj0dGRckI2NjaUn3358uXXvva173jHOw4ODnZ3d59++ulr165dvXr1u9/97osvvnh0dLS3tycLX1EvpOjh4SECR+nUTE1yte/7o6OjF154YWdnp4sueCklnW158+bN2WymM+FXV1cXFhaeffbZl19+WUsqQCOLThdyrI/21Shp2R6vfOUrh2HY3NxcWlpS/xbthbZYHnc1+VZ6gJu+CA12qosEgGypGsgTRAcs7Kb4YDE0xzqIQceX7O8kOuXPokxZQhgWRuh5NgKWSW+dPVL4m0h5H8wanEQ3rZG4S5HmjrtUrlN6wDlLoul4gkuPZPqORXAnKMoF0eSivka2LnNPZgshHOaVS4pjTVnDzpKYGVJqL6bGno6Ugn8/+kkfBcpd1N9Pok2w/sWNgjSurbGNRmAxa4sOURwsEZMdrLcJ69BHPLazdEdXWwweIAT1MhLIEm3C2Pq2h8xIrfiwiVGzhoPlZ8PaSNFJnFvCgrPFzkei3q4NPvNeNzb81SN1CcVq7v+oCi7/LyLvlNJjjz32Ez/xE8WSTCbRMFWiZxL1ecl8aTCYk1ptjb8RS/CnPAe1XYL4r2p7+U9SaC+HaJjFJZw3Q5stmkJoMiOnYKdOJgWVZ+szkFoo5kKnRNYKKY+pzWQgxscSSe6kYEKeLIYncIb6cd92MtmaLRVysPM42QJVxdGrCyALo6a5kkfWgb0bvd3RcGobxCaT42BoJxsX7n0c9O1b7BtRw5XugJsg2iQ61mHWYy+N4pvEmnk4DssSaSH+Rh8kY2P8Tl1swegnOVwsDLWPftKuCVK4u2TGjCgK1iite4a3jDiumj3Wtx21oC5obzC/iGuRWqs68irvWX6yHDnT0tzXrl27fv36qVOnrly5srW1de7cuZs3b6o9n/psppQU2M3RuiFHs229SDljNYpGKPXTX7Vf6goM7QGJcgTfip2RgVNHEVLx+2w2w9+m8dx///2bm5t6kYZHT25xjXqVYPCfOnXq8uXLuuftb3/73t7eM888s7+///LLLz/66KMvvfTSdDp9/vnnr127durUKeFvHbClBUfswCOHh4fya6aUrly58j//5/9817vepUQXnbJ5eHgoy2d9fX11dXV3d/db3/rW888/P8z5sUa7liP0xMpo68+cObO+vj6dTl//+tdfvnxZ7nNRiJ90U8PRoFboIks8u9CM5iXE2UVuDPxewl84T4pgCCjZhdgQcSF4HznPnQiBZCgHcTq0zbJUEMzYJnFSCZwiNacke0C/9p2yS5djsA/mk7pqekTRpQQqzP+bWgSGzIFVOcYIke4Cx5eitkh3JBmQSyxUjdj1YFk0I2E7L36TqfKRnMmt0h+JI91J3jyVrxqSOtwnQxc4rZH2WAsMCbDYW47fYEHseQnsCsIXMLXN/lz/+tb4PgIwXODzNDaIcBPqGAFY2xZeDK+Yd7+0qTjiKZade3yP3L4aIo12iF4ROTK49D3kmlus5SRULTis//7jyfn+v4u8U0qPPvroT/3UT2kzusgtUcKJb3ZKCdla2lBIMkHTWapGan3Yo++dY0tEMPu7Zf6l8AE4Zs0t3k0mj3AejPCfrpHQd0kBs6EngGK6BmtizTWbzeTvUbeTFM0BDg4OXFKXyKztrXlztQ7ZnqCZQ1exVoOl9GHKMxcmAnfd1bswsRZvta0mSRa1Z7MYDPs74kwWP1kTw3nJyzPZCweviD/WpJj/m+kjVvCO5ACjknG59XbIzJA7Smp1MplMp1O8L8lSVqSHXEtBY/zXaYDBj9TeMOf4cccV5o3eq5g+XMMc8WKCCWpkeDv1OoDIrTqEYqW6WNhkCpWHoPAm1hihhPdXZLy8vDyZTHS2Yo1zK2qtgtf7+/tKjbh+/fry8vLS0pIOZZSCX1xc1H+3traUUqyySx3/pEkpDWOIDjkKr2vi3FAjPiCf+vxODRFE0sIqr1Tn1+iNOvLm6tWrd+7cOXfu3Llz5/SrFJZ8MmOyi3ga6zxEJ/iDg4PNzc23vOUte3t773znO3/mZ37mueee29nZeemll5577rnt7e1nnnnm+eefJz9e1lS1wIjGo3Xe398/derUt7/97e3t7Y2NDa2k5Mna2tp0OpW3+5FHHvn0pz+9srJy5swZ2SfDMBwfHwMrHSOSnwDi39zcfPDBB3WezsHBgc6uF+F5BkUOQLO7u0t2EwviSJrFSRaUSHfrhVos2Oiwm0tkP4nuqL0FKoGG/NyhANvncoN9BMylCAIgFR2yUIjmFMWk3Avr0luinjVUGo+2w5nR2W0kNkffpPAmMOtJW2yNlGM6DrtHCGkWSeoMYPRqWX0kYVdztXDxtJGW5E/oNX/+SAAyOzFgjrxBcbr4NIU0o0UYiqxG/MEfCxWxAh6dqHElA6y6HL6jWdxGgsB4TrFYQW0b73RRcJzsCG2e3FkFFw6gHLC7tgfx+L9uDkGTQ+tVTIYEeAiWtmJrqi1O0WHQDZUR4yRTza6sXd3w138k4Pv/OvJOKX3lK1/5mZ/5mUkcGqx6ICeLidXedhZed/ni1ONb6MJFZORuEn41WDSt2pWMJUYSs7YuQL/Z2Z7LmdZ/klo4oi/R+j4pdHCN4stZNCzTz3He95Zt5jojWX75SAQkw0YsxdA6nh3qFStXB6iNlkgcuLS01FuTFt5VLD7VW+YGzy9t52xfW1//efk1ehpj9n0Z5oq3PEzh5OdDSibcS9iKDhGwNMCpfVQlSl9q15JFITG0BvOFOz34v042Tj++REMESUbSbRgGfD8pyB4EVmuVhZAj+Qd1KwxHfh7KprP8lpGG8BnNa0GNtouO19msrBwoUwpyOp12FvvKofhn1ndlZWVFUv7k5ES97W/evKnmJ3I8b2xsSPrv7+9vbW2trq5Op9N77rlnZWVle3t7aWlJWRZ7e3tra2uiipWVFVlKOefV1VUP/uzt7dVadei9Hp5SklI/derU3t6eyG9/f//WrVtye7/wwgtdNHB89tlnp9Pp5ubmAw88oHPXhZaKpfcsxMmyKUC5nrmysuKud0UDzp49u7W1NUSp4rVr15588slbt249/vjj3/ve9/b392/evHn9+nVoWwLWm6KmlG7duvXd7373/vvv397ezjnryHe0+yOPPPJbv/VbL7zwws/93M9xFiZRCLmvQBJID8GRlZWVjY0N1Y++6lWvuv/++8+ePavm5cvLy3t7e4OF47voiiAcqQHQhmWwqLezfBdnUTnLO7OMYHc3F7hD7PsTess1x3AtVgY6omogDvKntv4/l5xI4xyAaYRWGclIp7gvUz9UCEhd4UVjqdUpyXAMT0baj5Yih/EjweWG3xDO1GRpk9lwfA2/fm4TlB3MsS94vnmaKyB0jYsUH7OPihn5B37exUFvJycnsiTFdKUUOoN1llE2sx4Ak+hqwpC4DdEKkfRxkk5qNYhTVzINCz3UwAaocr98bT140sXpfjXiJDNrnMrw0Lm4VCC/Eb/42lbzMaUQuQj80hZlOnW58QC1g/WRZhJ6yXRcMijC4H1UXP8Y0k7+PpB3Sukv/uIv/p//5/85deqUAqyQGrs4i6MZ6t183g4reeaIA530XQQ7Qbt5ykOyeUad33ipi2y/LQdkZy7ZrNLRULOBp5kVh7nDI7VBqCEaeHd2oA+ZD4obDJFkMlol5IWHTV1D1LZ1IK6XEagFVma7ioXDcs46TpmR17Ygw3UPLgFfSRRMnUOfvgvOnIM1RnDC8EVmd7IpWjwH1YLUbtikiMMywhzmR4425OCDWVTHU7hT4hhtsGMXGfC9ZVhm05plLuxYIgLjZAPJsRqzaFM9mOsUqZ1MrrkrwrOA9FvV7w6WCDRiuruScTKV4zNitOwp96cWAegVAnlSlsBENkgeysGyUIA+CwsL8jHnnG/cuDGbzdRb49q1a4pFPPPMMxr/+vr6yEQUxap3kHvZc84HBwerq6v6r/ZdyeLK8dCTJ5OJAKUKPXPO0+l0aWlJuFkGwNe//vWHHnroXe96F3HYHLkHvixgX8w8NkJXH3k4auM9nU4feuihy5cv37p165/8k3+ys7Pzve997+WXX7569eqVK1e2t7d3d3d3d3e1qlrMlZWVl19++fbt25///OcffPDBYRjOnDkjb71o9dFHH33/+9//6KOPnjlzRqNasCONnGzgrCE6zS8uLl64cOHMmTMrKytnz569//77c85qsj6dTidx/NBIuDmFcAYhLAwNaEdSG39LJvn1XxCJ0y2vgFXnOQjJ71ZlNqAwItpqcbxq3SFKNHV13ONuVJfYlLz7K3Ic7d61Tc3hONZcNAw5OTexQT7+anDQX4e80jeTts7Vfaj+8GrekJEq8bXSnaPoK+jcv0TcJZP/Lmr8sbkF30xKYWHhVHnZ9fnw8HCI5KJsOIFd4wTHNOfV8jslBzRmb3mZzcGc2t6pLDs+BQjSZ9FZhphvCqIAKS0hUNozsAcrY8UFzpJCZiMh3EWlKcdjof15DnipmNFVrV8KL0VyjhTWyGXuhJpaXT+iT43zRx58/z0h75TSpz/96V/+5V92QixxpZSKnRGj+6shAN8k58Y6p9FT+AxSC81rW46AkNVPRi8diRWX8v5G6WBIfwSaU2uPOvVDbbWFv7gi6NhNWo5Qo+SjEIMO8XJJnQwtian87e6iGEFnXgHsTqEmcfeinJgjoFzZuhNrG5QMxeot8kn49rFBLDgQnA/JuuKMdgrrootobLYUGq7BPDrZqriQUMWKEADiPlRmrU2BlnDBugDVdnRxvgZ4l7h5Ch+nU9RIlCOLOX8bGluIk/9yZO0LvNbWH9lHu3f9d2KdhgeriCf0rHYcyE1WpraqPc05UdiXETPi7C+R2uspqtASsHV3d7e0bS4g7C76qEh06MLYc0SovIvJZKLWHKD5vu+FiTnQW+01lLgyiSpMebjlIxdSl8NMeSnr6+uTyeTUqVNS5zkOiMk5r6yspNBDXdfpCJsbN278+Z//+UMPPXTu3Dm9UU+rFjbxpXPLx8v4shUXMpiVlZWVlZWjo6OHHnrobW97287OTt/3zzzzzJNPPrm9vX379u1vf/vb169fL6U8//zz+/v7OWcd56588SFOfT916tQ3vvGN3/md3/nLv/zL5eXlM2fOyK1ea93f369htmmEkDQSe3V1dWtra21trda6vLz8qle96vz588q92dzcXF5e3t/fl9GCzIej9cDj42N3QICJq5Wd9FGcUMwlmdsGTUCHESkOkRdH/x8XQQ6XZ3PFjshkl061TYY5iVM5uTNZ62v0Bc4mpDRb78IwhTXLS+GyIfpBifxG1jvKZSRSXIj5ncwINTGSk6ywYynYn0Kj1OZ/QsmMeTD/K1dtLxc71VQ8cy8WLMoGW32CfWT7yFJVEQUPwZBwgeZO5UnbyNhXEiTaW5I3YnCw3ufolxrZU6gGwkcpJVRGF7mL7D7emWSJ+AtxjPFIDvuaFOsKUOfcVb7CaIQhHJ0SpA6UkcBYI8n04CROBUaN+s6iK4s5y50rWaWuPUE8zeGxH+1uJ39/yDul9Hu/93u//uu/Dr85TvJgUG6tNJcm84h5niIhd6JCbkTqNogGFnIqgZRd3KQ2LuaShScPrek/IspqoXy3QFzGDXEJUni2yalTp1ZXVw8PD3d2dibRGqwaOkSsu25IxngcP+mllr4IPsJkB4P30Z+RLMkcgEAaS0hltAuDZR4nqwRNpnuy5T6WKMuo1qcpmX5yBzzf11DnfeTguj7zz6l1vbhfR2COtHumqTslduVZwa1ConBpYwjVCndGZDOSU75K1XJIYIFZ9FTO5kWbWRvgam42Jsh/naiqYRENW9vXRaAWAwaM6yvgK5mtbc5IaOpmhuScjvKA7zpLCdjd3a21nj17NkexFMLBFQymHZQPG2LzdFZMgj6WlBcmrrUCX0hiVrK+StmKOcVn0SOFladRiRJgaph/XMqNWV5e/trXvvb5z3/+V3/1V1M44fQvvf9cyvny+je9tZEu0SAohQHDUZfDMKytrb3+9a/f2dm5evXqu9/97itXrjz77LPPPffc8fHx008/febMmWvXrn3xi198zWte03WdkPcLL7zw+7//+1//+tcnk8np06cnk8nVq1c5rEfeLPgRxtd8FxcXV1dXNzY2FMk8d+7cmTNnlpaWlJ9z/vz5CxcuXL16dW1tTYXIsg+TSdcUlcHILrHhSFQiFTFIUtvNqQbQGawGrkTSCLzgIAC/BnyEv2awg6Ig0REgcxlSomiyRAdxT4vv48S0GsgMCwp+THOYI4fpi+Sp5o/s7CiAZEB2pMuSaS6/398yklrZzsqdROeZ0fPJO0ptgzz2sW8TS1yS5xZVu4jILZT0G3h+bfEAjMBEEJLHx8eUdvRRmDSz8yxRN0NkUbpMzmEtTKytLTsFrq3mAal2KCY/r5Y12lnoeGjjWsXOhQV4DJGlgxjnt+q0lttDMHCcAaPnaQBeEFE5Oi9WCAEsZiMG8/4k68tZ7TxXDFGtmD53UQgxIktePbFzDBkqBPYjDL7/XpF3Sun973//r/3aryFE3M9azBELz2eDFC4C+HIkZUYSYYQ5uK1YADTNOQOyAQ7ucUGgn3gLen9pMrnDOJMV7QF8a2uejqCS7pQqynGstMqhUBujLBqEpmDBbO6wgJEv3Be2hHcZtgcRSqZQOp0sNofIkLvRV6CGy9y9+DAwy+irnVvF5rvAk0cemhrYLoWk88ohPBk+Uz0QTaOJL8QJ2DXyHLy3fx/H78mnQtlripMsq+W1d1EZk60z/awt9M6mYmto5WrnPyNPEdN6tf+EjUsWBh0iwT0bXh/pA/47WJbkaAydhVNG0pNVcl3uf0K4szU5qvFSYKmcs+Cd7tzZ2UkpqaTSjTStdopgfbEKHkntHEoUX/4wDMpqk0sblVBKIVO2Bv7G9SWMO4kzR6Th5B13kpvY+SmskqY/iYPflV/edd1nPvOZBx988O1vf/vKyoqsyoWFBWBBtkLtZHiIWZSIBDrEQRdiVMivrN+ur6+fOXOm7/u3ve1tSj6ZTCZf/vKXv/Wtb509e/bs2bOve93rLl++PJ1Ob968+bu/+7uf/exnT506tb6+rnNDt7e3saL7vleUQC29oTcRzGQykR99YWHhzJkzZ86c0f4KZ5w5c+bk5GRnZ2dtbS2Fqu7bI3Kg3myHIWh5p9OpIwMw8QhqwMtc2jXcdZ3VabgiqHbeMBK+WJYXlFbaDBlYXtTSdZ3S5ZN5FpzL+rnWGV3UhzjmdmHIIN3ficBUxYKY4q6o3ZdiRFGpVamhMP//CIN7c3zH/Zm1dXYyZlcogxn/sFtpXaTZUPhgjTL8yS78HXzzk/n3sgsqINFBuZoaisCVLNvhAtmxtfubsyGH3KY8uXJBRkED7t6eRPcbf85gmZOkKVaDQ44ZhI/dCHdkXNrUqWQOciYikT5S96wDo3VFnCOxJ9s5XLVWiQJijyIhlBE2CbRXLHLFPbA2lMbW/6gWXP59I++U0gc/+MF/+2//bdf2uRzac7yUtpXmPEAum+bF7ugGpCdMwt4n87L7/c5F/gQXAf7wiZ1Z7WL6rrIDce+e4Ik1fGCoavug00NSdH2RnymFnzKZ/xigg9RzCxsF09lhBMzXlxETH5lbzZeQLao1EmHEaifWmCUF9u0sf5rBuPZNrfjgM4+tUWLChrJ9Q+SDdpZOd1ceTq2ZgS8EJIHfi5Xso/7dh9RbYl8fecPFTDhchiB+vBEjMQepeJyxtpoeOc7p34N54HSPUN1IFTnX4GnDRGEWYLgaRQiQEFiEibh+0isA34wZw6OPRE/myF700eoE0u26TvWOwl7S1k4M6vtBp7wcxkw1iCNiUzpWibzwFJ2kV1dXUX61VnWKEFmi+YCAKAPQBtsNecNQJWL3At/Ly8uqyzw4OPj85z+vokOhtNlstri4qA+d5WCMljcZgnHwx598GAjPUopsDBkw6+vrEh23bt1KKd13331vetOb7rvvvsPDw2vXrn3sYx/7sz/7s6WlJVqkLy0t3b59W5k/St1BJg+RQUGtjjC3yHh5eVlO9MlkQvLJmTNnnn76aW3TdDqF6aSYgTiDtSKt4UrwxXGR7mTPwLJBwGr9W4slD8B6jh0dII4ouW/LXXivy8kuchVGWoO5ZOuODKyBfXKLvVxMIVcFvhleNuN5Zj0Wa6sKRxTlZDO6IVslK650+BquB4oxcnRHNvObDXUbyVdvRN7JBDKcxe64fGPRHEGOJuLfKG6mO2X0OrhnsmgTppyt7Mc3i7k7xw3h5eHKrW2sh7uK57ZkLpshstdyVO/4e7tIMed7OeNcfTMpJ2wID3ebP1wxvWQ98v0h8vJ4iGC0iRK5DEM7LrHANIfowQp5jGSa7zuxFH+XZvcjmfP9D4C8U0r//b//99/4jd9APGU7GDxHX97B3NXzVzFbqpgDlRv8s4sGlwVOvi4ZB/Mw+dNcAYz4EHzpYhTS6S0/2GE3r3NxA3DRJfeY3nV4eEhhUw2/F+tWImjF0mVr0DFEIKy3ejsmku1yDxNPLlF9UsxHy7IM0VJ0GAawESfVyWbIAZWSRQlgUT6wWfB2rdU1UN/3il9jocHe9HNIpgZya124QERk8CVLJD+f3JOljReTdcqLBKfccU7YoVpnVgS0RlJNT2crcnWhk80dOJJHTuE1Tsp09JBCQ0BmvWVxQJApkFwOb4dIaOSqcar29/JXFCdbNlpwmYtQeG8piSDXruukKSHRSXQon81mNAlxQFMtMlDMeVlrFTrUlimIwQpjgoqhRAN+mF8phW7cru9FddWcBWJPDQ92yDmvrq7u7e199atfvf/++//lv/yXsKFeVM0LkA035Bad1LbhZr5b7kSJ2EWKhA0lcy8vLy8sLHzve9977rnnHnjggfvuu+/ixYsppe3t7T/4gz/41Kc+NQzDuXPn1ORb4kW7oDaOyvk+iVOWRIpK41lZWVlfX1cC99LSkiC+LBllz+/t7Z0/fx6Ere3b3Nz00IT+VRhnsINOxU3ynQ9mjfNvMX+k41EWBxFdI2GPm6FAX23XRE6xucXEzoMjrhwiOgT9KxBBs3nGhkwo5hlFBDF+iLmzMwRyG2VCULt8Y6GcT0fo3GlpsFJO/xNzmUSZzUj9+f0MD+5Grta27d1giRY+jBoV8P59bcG36w6/bbS8Kcxy1RmLqWucyIZ7xZnO55XMfY5+5P4+zhHjhmpYRfe7FvMnj8Q7yTA5Qq8jPFMNFSCuXWInO8WGsDa3aRjKl1Mvo2qAB7TgW+YsgEt7YWGBg7pJ5hysXCqbucKrV1ZWFC5LZqmSxskceZTkvK+Yk+uP3vHy/zDIO6X0W7/1W+973/tgy2pdJL2kILU+y5FwxFEH4/01EnP+Ty5KUltECL/10RDDSWH0qGKVxaMbBmv05rDbOQfhxW/lgxTsw9crR3hKSUmosLeoOdlhxfgLYTO4hQHM2p5x2WJMLhmzYesRUndZk8INgzN+GAZq4IZILejas81QEq5WU3Q4EvLO5lPvormYWpsrCIWXemZV4XqmaxQGmc3VlON4bSlISbGjo6PpdCqvZInGCD7TYu5eF4UiXc1UTehS5LQ4tTDNwVyqqBzAwbwo9/JKJ91qjgTGltoOMFS59ZG9zbIgQIEjKXJXRpTsdOsXYwYo6+GYXn1Uy1XLGPaQ/alTp7Tg2tPV1dUu+vmwcTUKFURFwCltfbL+DBoweUT6V32shYeG6FStTcckcN0PhZe57KYaSRFdtGTOkcuO50awNaW0u7v75S9/+aGHHnrDG96AZOst82oeZ4wolsutJl95sm5SpDuvrKzo/ueee+6b3/wmKLzv+xdeeOHDH/7wJz/5yel0euHChbNnz0qlaX2m0+l0Ot3b21M9Zd/3pF1RW6LsFBWtysmtHJs7d+7cuHFDR/MIZE+safqdO3cODg6Q2NLoNYwf5H82ty4iDgmZw/QdBcqBFMhPot7+Q0RiFy0ReYULfJeTPgBnzC4KIdg7/prNVaHpw7O+m0Nk07qYGtoIEoN3ShiiJ8xkMtH5ZU4tLrdHoxoRD99DWr5EPrWRtPHHOuhEvJC866G8bLjt+y1pZ7U3I6ZI5p29a7AoGwgG1N65c4e+pXqyJGFv9c2sXm5hAJYPXzJlwGJu4QT6wjl03rqukYfplUJgaJ4JuB/CPEum05lCidpu/QqxyTjl9kJ4DtHvRetAbLO2XaoYdm/p484geh1guus69XoqcXVxYlStVWl7yRRWZxWoTsNOG1Bd+pFLO/kHQ94ppQ984APvfe97S+uxzgbyUisduMd1eTJwwOUSsM4BxHlJJEKBhZzIHMxBGamVdM5aLsfBAZPorpUtppMio2vkA0iGhwSAqIyUSzWFw4Mc1s4yZybROYGlcFyOhPV35YDdiB5fqGTCcX6RfbQ19Ki8gNUODuytw5S7LvwVGg/itUTkMYWpIHsDQF/MDd9ZB4PRHBFYo/dCYwJ8ffQDOTw8xFjiHrfpq/U20ZDchYb94ziszmlE1+iT6LEwoofUKnUPOCRLta/tcZijn2glcTCzTbXF65AHr1b1oa9btQZYoxelSFLK5parrYZGh+GXchISOOujKcrq6ipzTCkJmg8R0sHQFXz3TYeM9UwFVWutQpO8Qg0QMAN40SQOr3Xnt88XZ7lXVsE4GsPCwoLyPTY2Nrque/7557/whS9cunRpa2uLe8jUhCTyHPge8Re8MFp8bZOo6PDwsJSi9Nann376q1/96s2bN1VXenR09Pjjj//pn/7pZz/72ZOTk4sXL957771C1WpIIvC9v7+v9G7Zt2TDa3Hk7daZlDln3SOnwHQ61fGifd+rHGVtbc1DQCfR6r6z+i10v9CSdnkktFN4DbrowIgMh1wRILoNBe84nn10/7eGR6KdxuO6f/RZl1OFC88c9jYAjgfqntKWnUDwpU2lQMamtoJIrEqRj9KoRvTgFJXay5Wgy8YUaXslDs5EdZb2SBeec1cNyDCcpFnn0dhqi+lL65jn+3mmGCLYO1IfiJo+2kyJpEspOldLulKU5s7vPNcA2/91Gy/PHU3AmJl+b2kYvZXaM1p95pihbHWrTgZikxSF7/5SeKSLegZ0IpIQUamNUygph2OOoA007OSd5nrK6Ro5rWv4IHRJ5UnaiPWWl5fl+Wapy5yDUnivBlpwFTMipB+ltJN/SOSdUvroRz/63ve+l6CktpnEICdT58khHN4uj9Ic5/tnf2C1mAubWlubMofS7SK/eV6QudBJ7UEJwiuUCSdzQKZACfhxa2uyK6Q+mUwUw8X72MeZlx5bz1E7Us0WJ0u+WoiN9XH55cteLADEnY4pq7X98tX2dajhhsS9IT0hx6Rz7OjSe9FDyRBGCkEjsOICt0RVLkyLycFWJvMkjWQl9CCoIaknfAb9DHPhYFaPt7OtvJ3eGlCs04+LY9fE86uKFplEB0Cndt9Ef8tIfEMGeBlLhBqBdAKLOeL+XRxvOYuySK0Ay9i31XL8Sf5L/Wm+dTHzgjZq2xheb5RzVOA7W78FHMZ1LkI62LkPKVqCDJHpJBypVAddchbSBph5sZ7M2qWBxk8JP/3+smlo2cPLy8uz2UwdAF966aWHH374DW94w0/+5E+qL7i6cPoC5jmEMcxFGJxZ+Ilmys7KFZpS+s53vvPhD3/4mWeeWVtbW1xc/N73vre6uvriiy9+5zvfUW73pUuXkrV+l81ZzaxKcYYLgWBl70iXc4BR3/dHR0c6eEhTVgLJpUuXptPp2tqaaG8WTYGKlZENlpovE91F2ciOggygbclA1m0IV5znjLJoouTcavRq5z1hb9fvY//wTEmzLnq9Mzb+6mQj1qAcv7RuGi0s2UdD6/MerOLTZUiOPj/URnfRfNOJCtni10iIIeERaE5gLEgyVHpiZ6amVvK7tHRPB4Pxt/uSQvCDeaZ4PpFhaD5FqeJIqmRLwtF6Sp+KNYTFRTauj4o5xRhJ357OW6LohRclM100BogTgZzNB6R7IAy+mUWbhNwi3WJ+Q8aJxB7MdByJkVorojsHUpLMOYlzBnOcAZctTigx4iU61aA5WgNOJNtTfihp4S6KznFfelGpiHYw1w9TTpZbNaLY+iMHvv+BkXdK6aMf/eiv/MqvQHaptcvzHFTKcQE9R9oCocND0MdOxy5N/CEuzfU5tb4Bp5VyNzcqjO0oMBsoz9GAwkUP7N1Hx59ieTjQpYJlzrqTaM6QDNmX8Ma596LaxYDngaxLw9TKNb5JpvsHS7rIkVvJrDUYmC0ZhnNRm8LhlM3mcXRYw6HOHiGd5SejML+3MlaGkb+PjcHbMXgYwzz0GVr3dgpTQb9C3Ah2k8HipFvbKCHY3ceZApFoavzJ9Vm2QLlv00gTEFpxoaz10ZiVFSOYKOUkM6lGrxutPzrV6TmZFtf+zuyINWgGOocAnIoYnoT4wsKCANzh4eGpU6fku0WCw2Kjuc/iNAdoAOXRWUtawZRZHLEx0hC1PRTDWSCZseQyYTBHVG7Rg6Iomtra2tq3v/3tP/mTP3n1q1998eJFImAjPpqnK+epZLaoc4Tsapy4QtJPPvnk//gf/+MP//APd3d3L168KGrUie5bW1sbGxvr6+vSskrMgMw0o8XFxa7rhIPlrh6ijrnWqnpNVVKqEFPLLntpeXn57NmzCwsLq6urAv2eLs/qsdpwBNunLCD2t4seO+DdZJgM5S04mOfSjXLEfHKrVlzIa7IgrZFOKeZ2yQbsajj8+kipqnc7fATiZ/tqG2XV7ggjjoRSbq9i/nuEJNDHOcuJykko3U29MrBsNrwPgLASYYfUilYWhD+N5AD7NbEe6qNXzO7WIzxbDJx3lbboyBeNe5igFraLMnrJW6lRBpmjHcdCnIIO97n6c/GVzHByh3GynmA1LAFt0DwhQfzQCVvARvvWZMMJ2XoZo9d8tJM4xoEFn0XT2GzNal3aIDDznPeBZ8KMrvSHyBkDi7NK4msxL+rSRZYLtJl1ichzgDD/CIHvf3jknVL6yEc+8r73vS/NxfVSm20CqnAOdP7v5woUqiF1HjtigNpC8BHb61eQfrlbGUQy6nSx64XP87NGo/hIcs7yWumsHMxW5qJGacU6gHaRcQWYcAnozOPClzXpLaMmmQsWyAIc4S1MYSQROstDHSFOXudsxjNZQ+c0R438CZTG2/VeQlS+2k42OUyCLvIKdKfHnWutQqK+iSkkaTYA5LTRR9NopiZLI1vLWFczNfyU/Lxaq2YPx/dWEOnITw+R8yYbYOosZs0C8uoa0SQ9WYXt+qbve4Wt19bW6B9SSplOp6BVKBxxDw07ieqH6CRfRigTUq8GN3vLJpQcB8lJoMslOZpRtURhDbVEdqYqBXWbDseRH+gkToRJlrM4iUYrzIXFz+EIh3hw4bikQjiUUjY3N+/cuXPt2jWiB6urqw8//PDb3/72X/qlX1L5v7Ok/8u8RrDb+Qgsgk0yWHuEp59++rd+67c+/vGPv/jii694xSuk89Rt8OTkZHl5+dy5c0Nk5Av2HR4eyqo/ODiAIOWHJvqhVwCLld6ts4fU6k7yamtrq9a6vr7e9/3q6urOzo5gZQ7jirkL+mtbj46OlDieIyE1Rzb2EH5K9HGx9n+wlWQm/y2tt7KGFcoTWGc4FEHqG5FM8YPp3U/cRQATR2yxPKhiXg9YRl5DhlFKuSvmRshUi7lJtpBWpwsJA+Vk04CjWdTW9VAN/CESayQiT+I8B56AUbRgB50ic1w7e+w6z7mx3M7xpYYBi7mNHYw62ubJQxsQcBWgvyreQrWDUiJdxrocc2acH7BfyDentNTqsmwRCdYfG8ZFzWBhh8E8HS542T5fN96OI98XJ5mySwY8Rlc1H1CxA+xyBEL1FjoHpMDf+nkXmWCanU76Y00AXZP22Cm+Fw3z5ElbQ89k848K+P6BQN4ppQ984AO/+qu/6vo43S3bZPSn2oLjPlIGYYYRgRY7dyNZokhuMXTX5mZwdXNde5JFqPlJCk1QLRLknJzmEL8PRvcfHBycOXMGiaAQOYoqW1s9Hoi/dmYNp/yZjC3NtfQeLCKWTA56Nli18BDDxgzwkeS2jnvkfvZd45uRwTByZpBrkVtj3QfvzAw87S1pDA8Hj3U5XiKxflRQ69s0i2YLfDlEXBJBqdVYWloS2pOa9PVBiabATMWiH0yTVonJYG4KfaYFYV659Yj4qjL4GqnkOUqgwLUl2kjJ8BCyVHrGdDpl/K5jdOEdH9ojJPBgTazjSrXLSYVCzGRxAIEtgW+hDQ21Wi4Be+HNuVLobwE+FeXM4lAYchxTNM8ZogsKtlMODxxlFX10EEsmSZybWGoYRKfM6IQglSFevXr14x//+Bvf+MbXvva1LgHqnBFS5zCEs0y1KFM1baohPffcc7/zO7/ziU984uDg4C1veYtqVbuuu3Dhgo69lJRYXV0VDaSUlIUpRlY7jhpooJq3TK+WAaOEUe343t6elm5zc/Pw8PDGjRuymjY2NuCIGsAXmnH3gYjN56ulVkZQtgZNqfV3pkiBXV5e5vkwLwiShNfUinqXMI4Cec5d7/EIEnQLn7qExA8COXXW/5u9Ex3mcPkPbbPn3BY3i23JXZHNP2pb4VLLuZU/1fAKzasnvb1vEy1qwCw3OJ0afeWr+YBGFns1KIl2yJE5gwE8RO0K98xzSmoVymia80xKUcfS0pI6gyEoJKVpkZksu6O2Z0h5uIP5ZoP+o8Vn+3zB9dfe4uG6Rkaay0MgDU/DJK6m43J0MIR4fAUAPyVqK8FCWJLJehUUK+6skT1fwqlUW7VbrMMyQlUniUqfntjJnYPFrp02eBpD4uF1Dnz/sBdc/qAg75TShz70IYHvOoe/oe80J02SUYxvj1M/D4GYgDuuz0auu9RC885C3rl1i5bW/51MUyKFnXl8kK5UdHXR3UVYYX9/Xy6llJLKmGDLzuKMOaKrI8TGFBCyPgBePdhpKal14StrosY1Uk7FCsB9wbG/q/m/k8mjbMBFb++t2CiHBnI/ugsmcN5I5fBz1yu8q7M0stFtrCopE/w1h2e9Wl9nH5JKnZRwv7S0JOyizFcdi5jCZUIJVwo8N0/hPmXUkls47jBDerqU9xXz7WYuCD6SlxikcFUXx6bKkTlafz2zt9pW9EQ2nQqFOzH4XxGpkEEKZaO0YAl0teUW+AYIOs4ulnUAKqUoQhkRtVYpFcA0ImIymZAUsRAns450w7ymdDnA8hYL0VJWKHNubW3tscce+9jHPvaf/tN/Wl9fn+em2nqz8hzsZouHcNDCWfrTiy+++Lu/+7t//Md/fHBw8JrXvEYFkaKWSRx8s7S0tLa2ppUUYlNkQ85vnUxZo/zLs0JrWG7Hx8eTyeT4+Hg6nQrHKLc7pXR8fHz16tUbN26sr68vLi5CGAhGtgCLdGVlBdZAZMk88MWEAl1Q+Ab5enqmX29VMSAkwKL/qrSJyMnAN7JIlHASBzMNbV+2ZAoitZX6KXxDKZqfavqTaJKjYeMK5QnOGm6g6raJnYWc2u6BqB6mU8yfOouO6YPlLrPOJCTwrj6a7uuNiGi8PLyIV+i/PN9lXSlF5IFYKO3hetnOqMcfnNpiU2fDbBoW5ZgNlHfR0k4EoAb2ah2WLD/TF8p1issZf/XITHIbyVdV0QPsGY2kj1zQkbaCJovlfkAqg7m0ivmk4bJ51M7gxaQuZyCbFKYglry/i4fXCJwO5qqrhnByzkq0U6Ig1Sw5Orbpv3KL8FjmMhoYymUefKcf8hMuf4CQd0rpQx/60K/8yq8k287ahsZAeLpyXOJYQZ9sWdSpxR+1dUXoIaWNg/AuHp5aSOGiLX0fiQMOqGYA8BZ930U6lCOtEqfWIZ1VGqx6YaFqPK8ulBk8omEWx0q52ub+1JalJtMZNdxONVxfqswYTRnGK5EWxjromTQhQbCOVm/ebc/lt02sZznv7aP3CBirGhLyZR+xdDJLOodiru2VQhagM/S5i8zgZC6rHHksQ/i3wPclEtydeIr5NiAbQZxJdJAAVwExWZDOasiKBTdLZGOX1lz0GelfuX7lgTs6OpJnV68+iVblk+hzIlylaLhzpSOYbNlBOUJDEuKz6Mw4IsIaxu3MivqrRZNKdMhWg7w+TizS1AaLS5Y2xsWoSrTLkAof4rTOZI4ZTVMJ5RNrFDjENYvi3Rzd6GE3ZMhCdJrXGPBu0ndCk9rc3FxZWfniF7/45je/+Z//838+EiMjIQMr+cZlq39NbQONUsq1a9c+/vGPf/azn51Op69+9atVL1trlcVy9uxZZY9sbGxIKepRSsg+iUNzBrOBOblJrXm1jDliawq+EQ/Z29vjbJ1nn332vvvu29nZWV9fp77N6Ud5n/K1g0UQHV0k4HqmE8Q/mFfMRTT5A9T45nBG+GK6rOY2RypuzCQLaSKs5ETHS+2ySD/EKYAaYptc1EDqOAWTKQ4XWTytmpeBh2hI9ITJhk6K+apceCbLGeMVfeQsyQaDlSbRgUfrw9NcDI4shGKBRLaJXc7hTUCSIw2gvWyWOc+v4fSdVxbZdL3bEv4nkZNancj2SxHiRqDVuXMJfJoj6c2OsyPoqWyekc6SAIW2J5PJ0dFRbdNOeA5SNFvuDW90ccq+5Mh3KhapcDLuohIMd7L/FmiLZkzmjHPaTmZBDRFHwkJjB4mhJUti6azkxqOOyXAdFmY1XPEjCb5/sJB3SukjH/nIe9/7Xn0G8cBs8DNwaoS09EOXOKnNrEhB1mwn98MkyXRANeQKK44EEC9yM27ELcwCIq7hYOMC29Va5epTxq1oFyXX2dmt2crq9RBgHyEkWMKDSowBCZjDyZHjvOU+KockqmjpMPqVb1Y2XMXIqyVZsgWIJz67fcwrsCgQi6w2Uow98klBHoxztETZXBTV9CIqR0CthB+a2/poN16jMUKJU1d6y25PbZIiWBZUx1K4HgJzV2v6kaOdkz/c35JMq/EnF9kp5Cz9dpCGDuBO4tSYmZ15RNVjMjjCT7zYoETLM/1VHetm1q4YRktziDmZppR66KMaUvslT7wAZUpJnmzfZVckg50PwphT5LjzFiKks9lMiRZeCqy+ij5fOFFueDbOuwmllORbkmNYP19YWFD/nP39/c9//vPveMc7Ll686Gyb26jrvMjKbaECGzSbzRYXF69fv/6JT3ziU5/61P7+/gMPPKA3Kqu167qzZ8+ur69Pp9Otra21tbU+khz0LvXnBhkIuabI/sdN20fjc/1QaSfqEqOh7u7ubm1tCdanKBZXxkjf9/Jx9pEwNosKFs1LVorXb/jG5cBh2LG5DUTAlXqC7hyJBX+UiwImnuacncnkJ1RRovK4ht2V25NuBouYzaKtNYoGZtQPk2mNETGMLDHkEvBOH7quW1xcBDePRKg/eSSxfam52WNr2XBPshT2ZNott4jc5wgZ5NbNIc4lFANFya+UTF9nUy4MZkQVTDabgvbPPmA6YGouKysrsjF6a+KOIHKzRD+XBvRt8j3CNBoNL5mdM0TRAjuVTGHpy9IGcuvdGhr6D7OdjcCO+DqwIwt2Gl0yx3bfZks6PfjwPADlgpSHyJ5ZWlqSQuztXA49ShZ7tvLNalVP7PIoXTZb5GqemH9IwfcPHPJO0WrQN9VlSm19jUPrXU4tsuQa2ihVtqIH0Ha6myUHZHTJmw0IempaMR8kL+Kx/d2S5/yb0laKSHUdHh5KsKrVQIlEK2S9Mznr4LYHqsLnyLLw3mTFEMmOJUOXyFPFZAmE5RY2jbZJF1kWrCcCYhLl0skURjY8ivU8RFKaS6L57YYwWAT+VOPKFip1uekXkNQF6GDRksG6mKGMETolYoUlHMC1bZgITfLAWXtkz0hj5TkYAd0mk0T+WJfa2RoI5AgTQcxMH0rz7ZjYeR+9nQnPr1zKg6jIN/D5wlxECfQ0ZgEGEmcJvsvC0ZCUfDXC1hrPJKrm8bhP4iSdkaDQ06BG3az0ZXKOUzS67iw7CN8wrrKZtdF1oTSJqs0cyR7DMLz88stf/vKXP//5z/+Lf/Ev5M6HxVgBp1tfW5IcvI5qcXHx5Zdf/uQnP/m5z31ub2/vvvvu05SVW6I5Kqv78uXLm5ubgsKzOKCO5iTK+pjNZmrm2Pc9594JqWB8QjOyJUQtOWedWpJSuvfee09OTu677z5pWUya/f39PnqMgBJye5oGZInnGzocsTlxDGE4pXq7jJpFJ4cUjjfklSzPPgp2XWTVNjkQydNb+kpvDV5HawI54QGBKYr5dIpVYUKEsFIKKQ0tJYODrAAJDH3bMhxpMJIw1cC9i7UUNgxQDFbNhurgNZeiHoUezNmcDH0yZjaXoltf3hShJFcHowGPVJWv+ejLakoWwSjG0aFOIEhZlX20d9RW0orHFQRr6I4ktomBFfMv+Folczd0VlXCpEY7WA39j1TtYE6iEp6d1CrWGkoQbzfLkk13uADPYdCyX36DUy+CCMpB0cB9NTwFisn4FEAj8KY2SCLLHT28vc7pdP70wwi+fxCRd0rpox/96C//8i+nu8Vb+ZwCHY7gV7aSR2c/f1Qyz3c1qAr/gPCy5Uxnswj1ECSys4EzarYwJfRaDcFnw1ippXIdsycfEjyDyJ61DbYc5o7emyJ1r9qpHy6Oh0gUTnOIWQMeIsbtZfXOvaOt6aIpAWJlZv2Muq6j0zPgG7ObHeGBQ6TPlnDA5DaheR5hjxS2E4P/1/l/XqiBmDUdHuXRSXafvEmVJNZIINGYyR7mXdV0oQsjpw0PNeIhgMxYHMf0DqadZlzr6/veylVz28uWQ9qTAUEezir5XMDW+KRzRE4862kWZYt9HDM0D0eGcJ8ozCLjk9M95MRVtWVKSUF29oXlKpb57fzlGk7JzWyuIP7a2lqJ6iVWI4W3xj2jNU4t7SPpH8UvCld10cHBgRZB2uXChQvPPffcxz/+8QceeOBtb3tbDneRdsGpwsm1Ru6HByv0p+eff/7zn//81772tcPDw1e84hXKWT99+rTOsJCjemVl5fTp02tra/BmDsOAHup0XKkB2uTaZzAaoZdwDcMAKIcrp9Ppyy+/PJvNlpaWTp8+vbe3t7q6evv27YODA7LGkc/skXO64JeLSuhzCJuf32oTEVAl7F422oUbCh6P3cxaCSXrXKmVh6d6yzTw/0IP7GNKST06KfwYzHWKtBnsWIZk+AxOcZZ0MvYwrJaCfOhkVgS/6q0exp8zuu2uAtD/NERcCHWQ7KArmVgjouWqBq26OLZz1jZ9KuZEcHHtQx1xh1OO3zzS6ckkP2hbpCuGEsvnML8VvZxFlw9fIiRJiVQihsSKIX5HCzLSPj6pfDfwjfTuIgfdpTpyRis/sXOpmLvTKjXoLg9dQXg8trcWDrVNoWHBGbwuoQue3Ef5JkQueT5YJRUYwG0GHz/U2Efe5mhTfOV/6MD3DyjyTin93u/93r/6V/8qt7rT1x3HD6Q8Ill2hQ+p5dtkG8xDUCE4AJyReGwyPvcnpzk173wFouJ79BBTAzXOosWyoEZKSTlqECjZuik4ze3O0VKksHrFqz4jLhbKGWMklRSwc/nii1nbxi88NoUuzwEcXSE5mw3hRp1YMXgXddw1qgNr27Rx/o3sTjIx54uDek4m3/2BqS0PwgAxwKYlAAEAAElEQVSo5pUE9Q7h5uwjwk4ZTUpJIOzo6Ojo6AisjKzRPXLQVutWwd651Te/qiNxzKSq+SeqHQzBNPH5VdNM1fx8UFE2MzWHKk0mwXEEikhIgy7mA0tW0sCoGHBpT63SBeMcHBzoJ6CZpaUl7SCNHYqFaLKlm1cDFilSEQSal5aWpJOm0+nR0ZHeoh8KiZJfgYde7HZ0dCSvcM5Z7vPaQhZ1tpG+KdGkX2n0W1tb3/rWtz73uc+98pWvPHfunFJTnD7zHNSQx2gS7dUhv2vXrn3hC1/4q7/6q9lspgMyFxcX1bG7i/NuJpPJ2bNnVTeZowuBdlO4fG1tTa79lNL6+rpe3fe9vlQ+CV6DhTghSxuk2kqtgI7pPnPmzAsvvJBSWltbu3jx4nPPPSdGWF9fV/Mcx1tsdIp0OExZ5Elqs5/heo2HiYiYxXqDHXjpXD9YjEWs6j7pHNgFOklzmceDtfFGlDkLUDUBgnE07Es3EjWjaY5GDtqDc2vroe/bVLR5wZ4N8M3/lQ9De7aOUyMz8icgYSCbMheH9LmA8FwE+XawsD4XhLNjRx8GVDT/Xn7r25pSUgcefbO6uloiOSpHhdJo6YqVV7oWg54RQeysJ22OdsEBLnJvBL59bUeUk+2CWYbWJ5VbM6AGiu0s2RJirq2uuasyZZCDRXuqBXww8/hA8hKGShfFxHypAczimLNiXjPwQG+1BCNiZkF+uFoN/uAi75TShz/84V/7tV9LttYwGBxYo1RxnjldoECd7BlEgwvT/8Sj5n+iZ45M22xJ0v6l6xgmwjPxGUCF3DNEQbR4g3Q0ZcidOnVqOp0SMobDkVw+Zucl/A2dFb4427D4g51aj5LzwGhqRaoLOKAPnMN/hZM4LpE/pVacIa1Gq5rMkqlzDnLG0FsqTjKAyOy0kqmNkA7m7YbG5vOna9sYW+tZLFGHTNlktSMLceAzB5gXa8peLF3B5TuYG9ob/ZvnvP6+LBAYflnfXwTxEHGeYc4FBVgZOTu9XocxlOhMrLOaB+tG10d4qo/WELhJHNx0ltw1iwZqEsp7e3vUfmmoSuFIbX1eDrcuOzXSLiUybruuO3XqlHJXcs6qZlajDz0WHieAI16DcmTEqhhjMBMd0K8yf01fvcxU0rqzs/NHf/RHb33rW9/znvfIhGDwqQVG2Up1e4s5lFJu3Ljxla985Yknnjg+Pr506dLt27dns9nm5iadBPXApaUlJbqwRKdOnZpZ/+kaGV+yZ1I4s5UiAuNDLdwsv75IupSiI+V3dnYmk8lLL730wAMP1FoPDg5q5OTopbLNsjUJ1vpwjqNWTwaJs20NNzOH5tS5igjEAgijzvkjukjQL20YxEWZywSGUa0ZFOJU38NBkLo8FCPIlUwZubwqrYHqd0LSsF6NC8zHTEfPQSwMrc+SAVRTrEMb+UTEIQqwYzvLnAHxZ/OS5hYY8Rnx4rpmaF3sg2XJj37u/Ov8MlouNiu3TjfWHPHIWVElLG3na3bKhUaNUJsYxJedOSJyFeIr4ZDyZWcu1YryHXz7+OvdAHEXpfCetscy8nxog2+wFbOBkN5KmbNBFBdNCi5RjT3aEbZV8nxmrb6RzyxUKcWruolWiaQndlY39zPx3IIBJ/gfolaDP9DIO6X0wQ9+UK0GXT52lmVBAKLaNVJd/mEkegANzre5NeD08yHO3K5tti43jARNaZO2/VE+PIdZySA48kXqSspmEjWIpF6ACbicpX0lYT9puNQKeibrOqa2rk3Ylamlu0lGxpBCNFcDVejs0b7osVLecu27FtGvukib5tUMg93M5idgLqy8P81/5ZTj/9UrFOiHKsicQSBqgyRxeDukUiLTTofUjI7oY8zoLad2vGhO4dmyREa7PFiXK6T5yFPFuiH1ZBXQTriaVy8bmpwnG0fqrLZsQgHKFL0va6sIIbChPbPa95Gh8mF7e7vv+9OnTwvsTuzwlN4qzGDVoW1bBpnxOmH3vu+Xl5fp+Lu9va2eKkNY4zSWTtEusIt8KqwIV3tu+Ol+2Q/KQ5Bj+MqVK5/4xCcefPDBe++9lzVki1O4hRTygkNzhONu3br16KOPPv/8813XXbp06fj4WEHz9fX1HKCwhHefDtyuv9mIIXIA+ghMe0yAZBtEmU9NYTchb8U6ZrPZ7u7uE088cfr0aYUUAB9OJ05IWi5ZJtq1+aJehKHWx1ejzjlQ5gU1spp+KalFIfCI2zapldUAHXccptBB1FjjLCC8ntvcPxYfQaFhdNHhTvfMor0pUlRui9yi0j6qlXLE3Hip85QL6pHsZUg1bJshEuRKG2dO1odgtGh5Dg/ByKiS3FY/a7T+cKCnKxRnCtbcL6fnuz6HDc0WYdP3igtptVUaiHhkUiVKNYaoQXes3LcJfrxRck+Km1mwU8yomIfYSdcH4AC0twQnfi6InyPBb7Cuu2XusIViEQbWxOnWFw0JX1v0nyOnrhrgcR5xzZjmYFKJcjXEO8uispPBihzwm4zGdldi/mFJO/lBR94ppQ996EPvfe97WfpiBrF2YuTPGzGny7h5YedSjG32G6pdqbVoEf16EU/W99Xgpi73GY+mMBI0+gZnEgJrMpmowxf5HpQTScl1UTbqsqC0PgBwSd8mrbpgyqHgBwuKjUbO5YNPhm7RQ8yRUVHgPLGWVTJ55etyQcbz6cvBq0d7lFKS6CEnpEQ3j2yuDmdaHs5qpLY4Jpu+QQVO7ABeFkdhd/1Ke5dScrdHzllN3IbIpa6G9YsVU5Y42iZZcwCmCbzw9R/azjklWrKMrA4+s7N6o1ySC3b2L1NjL4CARDOG9ngFiAqnUbJayRpms0tPNhETGmrp7NRlyeLDw0M9f2NjYxJNzSfRHLpGGAHWJjufreysaEzdOdg1ZUgfHh4eHh7KjsLNLD93zlm7JoiJeuijSE7vhVZZhFmUYKpD+dLS0snJyerq6uc+97nXv/71//E//ked99ZZ/UCx/DTfLAmoW7duPfbYY1evXj04OJCvrpSiMyC1VpPJBBiRo4tLiYqo3tKZ+uilnQMJQahKLXNbEW7tLHNac6m1anb6+eHh4aVLl173utd94QtfIERQI/4+WDsFLJNkAS73sifLDXOCSaGwR5INKgLL8vPB3LpDxChcC4wEGuxf7xb2cUIdiVxsBmLrNUAtU6iG0nrLsUFiO6sO0byFuWMsIa5n1vfGX5FbbVjMl+TzzRakKua5+H5Gfo0kQOeykQiFnTEh9F88FMXMsGq2wWgX/FFpzm2c5lzgTir+29rCd/2rIwtk5aborAplavFdhzIjLJAR8VSzUYc2RjGa1GBN9Dy84PNiwPKP8FvG6XSVLKztOoJnQl1g8RoHHYwGPLGqdP3cY+C5LfqE14ol0PKiZPgKM6xE6jbYJudMwgkNYSE2huEabUQPuueHAnz/ECDvlNJHP/pRpZ24YE3fxwJmA0b8AO/Vtp1CMvoeolOB43IXwXBdNacd3xcz/RmqP4HHutBnAFBhDRCJFwQ7UkddLC4u7u3t8WQwumdwdpb/nS0yWw3t9dbuKs11Bqzt8YSOmZyvnCv44BIHvch+jewW/McndrL3LNomdpYa6EIzR7/ebM68weIMJWJtuMqAZSOPSLaWVbXFan5btZALT9DgHeNyv2wkNXdDXyr0X8ODBRE6ISXTJZAEO8KXDkFc9Dgp8ltuG6wZdg78BLJR8z6IMLdhYl5XLOEntbZKjcP2SiT2QS2QmZMNWKGacvKVhHFE6tvb28MwrK6uMsGhjVDzFt7eR2YF2qhGIkSyYx1YeTm5tRTzOQN99M8aETnFoznnvb29g4MDDixkNWZxRo8Q7Z/8yZ+8/e1v/6mf+imdkJWjLQapOIM12BZs3dnZeeyxx1566aWTk5OtrS3VR5KEVmsV5qat3iQO4EiG43PO8qYP1iJG79XU1E9Jj01R/ouHEnajVK5GR0Kt8Pe+970XXnhBFsXE2v5AumCOZPYh5FTsmD0nPPcOOrHxYUQGQISUEkeMuZTmh+6YTK0uH8ltwQXnqRwOUb5hXjkAUx+BdWf5Efvzc0ddLpRkkOTW3VOt0lf0Vucc9q5lamQz1hbis8jIVX+LCzd2f2InLbC/EIZ7ZxmSiHmIoBzrML8sKCnem1vV779lN32aLg3SnIBFcNUQxWrjq8HDNaVNUy5m0mPqYNTVVs3BbqMJshRoWwgGrT3atWxmAxMHy0IY2cL10DDmWWr1MrTkRI7TIbcQy3kTtvJAqM9xME92iUYFTF/CzSNaYAmJ1hrpZwgKZzenAd7oy5tSWl9f39vbSz/A1w8H8k4pffCDH3zf+96X5vgntfYuUmBE6xhhEI1bTjxBu35XQczrXGogd9whmi2rGE7gt9WwiDtRXHOkwJ3kPsoFpTzUYRh0BFdv2XKEdWAn4IjLSkCJPivnmMm60soGl52+ka0pVKYjSFYeDh9tzUgkuQ6GsSfRA5GdYsCsrV4tieN+aKbpr5sfjO/s6E/JtKCL+2wFVcgyXiTIksJtUKLPWtd1VO2k0MqlFHWNYOl8VNW82rV1TtTWqEutmnHjZDCvj082RYBysLwU9kLP5MhfSBEizxEUGrHYCCTVyI+fWDe60eLPWxQuW53eUGzyPSufQdFhSBpXvcPuiXX8JCWXLR6GYX9/X9y0EEcqapB9pA+hTQVPldbMOgueMhehjdXVVd2jpnvq/C2ESlWoCGB/f//pp5/+0Ic+9MADD5w7d07pLug/jVOeLXHowsLC1atX//iP//ipp55aWFi4fPmyULLyPbAudGx713V7e3vDMEh0QFG4RYcwekvk3NfwYirDWz7vHKqdDLEcWEGWif6E/4/GPjdv3lQMQUn/zm6wTBcHfFRDpcAIIZs+mgzWVrki6/q50uFqvmpIGlZNLRpj3ZIlpDJUZzfZIS4BGLkbBggBRASJ9dyMXJ0XsACyecgIZJkX1EQJRnzkID6bZpy/k0VLrdoCBY7+qr2jX00xjxJSJZmizAbgSnRE8VE516c53Om053td2h7PvpKu7EbP4U5+fnh4uL29febMGTSOVhsGRAolwwAj+T/ikdrqOAac2xgyimM0MJ8sikzGFYxc7AwQMTtyOIWUq+Z66+/WhhIqIqpMNQvqA7aadzg6o83ihFrHFb4vehHma86ZGjZqckqUc7jN4CTKYHxbfetTSj/gBZc/NMg7pfSBD3zgfe9732jFU7sxtVXe7BC4ATpzhs+Grtx2RBM7efnP9Zb5/1azO5GhPJ/k1Nz6orL14JP2nU6nGxsbElVq0As+WFpaUoMFZiS2xLHHOBnS6C01mg2lVrD6Avr4XVhnsy46a7oHlnKwO7M21b5BmAe8i5CTB/IwhTvLDO4isA7wYo+yBeb0DR7HHPYGy57M8nEUxaI5IekGts+JIZneZSWJzpO0IAJgeEO4+VkfXj1YjrLUAEAcFkCfpVZFuZJw84zR8idXBj6YGoXLxApz4Da0bDI9qjfm8Cmy5mBlp6KhdahjhrELI63jL0Lf7+/vz6IX3oiGe0u4GsxP01suOEhdxKBxymPtfhqWkUnlsEbkM57EoYnCcDKV1Q8kRdEq9qFc6aLkk5OTlZWVa9euff3rX//a17728z//8yqb1kaTTuZtFq5evarjcnZ3dx944AG1eFtYWHjFK16hVnrr6+u7u7uc0qcwugAEBWQuFXtLsIbqaOConRL+FrIHcGAM5FCZIjO10uv7/rnnnrt+/fry8vJ999138+ZNXj3aerRyH21AahwCmsyIrYbLndpLHHTKKmVDhyPSYoJwB3/tojvbYLarvw5l4TzORFhPdgrozKvdv+s4DIHjBqSy530YOWB3b5lgPjtMCKhuNP7UXqPlguurRWKdDUfCcLBTt9xKh7urhQE9F4JXix0W2rPkfDyDuU5GctWHii5Lrbpn9fiTS61k+khfykq8ffv21taWTMpZ9CFIoUSQrtlaps6inywaP5kcRmIXSyZkAUuUiKS7lVKUOWeEBKAqm1HxKdhwpN0QSsk6ZXlxc7HcPIk7CW1tTWoj2/x3sDzVHEijtM6g2mIhNA4EL5eTqJ2gUDYkM1imWTbNzgfYDW3InSlExw8y+P5hQt4ppQ984AO/9mu/xlq77EvGrm6oJSuKmtfoXA4aknmFfTureQVcII6eww8dfGdzzjnaHiwtVQNWhQGNuojYKj10bW3t4OAgG3jC+5sjhRqQmlqZ5fIRUIXt67MYzF/OoqEhnOhTKBWvGkSd9Ja4CaQApeWAjzqsxPUWQMdfgYSVonXG44ejfGUseP40EhxuKhTzOqBK+YwrDroabZxbCwjWHN4yREwKv36tVZ5vVqm2xT1orD5K35CDrjZczCWruBrM+cGdSEC+d3XlrmtcEcm0FDNNUbxfI244WkD9RGcT+mY528J0Tj/VLArfWedKvVqlnCXqCKs5yF1vAVlKa+OV1u7yJGZ9ID8BQMbisE1dhH2G6AU0DMP+/r7aeCvbWxSLHyhHNZ6aqDz33HOf+cxn3vjGN77iFa/Q4NWOMEczAf3qxRdf/MQnPvHwww8fHx+/4hWvUB+0g4ODCxcu3H///ffdd5+ysWXn6Gzq5eXlp556ihOIyD8Br2gLBPJIjBmii0sKybm4uMjp8S5p++gDWEpRixi57VXrOZlMtre3ddSOi2hn2Gw5bC6uRxtX28pF3SlhIjw0iyOTXAJ3linuihkDDJsKt7rzUTaUVufgsovukZQY2ZmzOMGntBbmSFQyNgeyrIk7HaA9f+9ggZ1kCbupTV/JLYjxOfrrtNosEfcMlo6YA4cVs6hHs+N7X1Xux7pwYDeSEqPt8MEw+BJGNbvv+q4aMoPf/efcNplMdMLO2bNnOaQ2m+9DI5zF6TBDFN+PdKgPoJhLPlvqF3aLFsEzs33rR+NHB+GIGcz5IkEkG3IhjttjGC7DO6sHc6k7iZPIfCKstqPwagYtyzixPr/Oy+ws2yTzXjK2hkZbsCNyXYBns6J9ed28dF7Qpb/+wOZ8/5Ah7xTdTlILuJ3WU8uZQ3RvmOc0fpVa6nRJ4UZYsgNNhvDApTkjTx8coaYW52WzFEfIexRaLaUIeSu9RIyxvLyswynAlFAbv3K+9YEB6WC8ZNFMX7qRpHNU7RouB56rEWhmNRgD8SPEOrNOIeWlclwLug+AV7tIZXMhhhyphxJkkkG4JbI152Lx3R8PCh8JjtTmkOTI8/PB5HCjZju47vj4GCdoChyDLBZZCmlVS7+u5gDwb5Id4FxbnZosgD5ijRF9+n9z6E4X30MUudbA+k4D3mOxi7ZWDgWSSWE9ecRo0D8wbjQkp5z57Ya89XM16esiw4poCcMW7uSHkzilhQHT3OqukEIEQ297J4nj4+PFxUVVW+q/YMTDw8Pj42MdD5kjdRsBAqbpum59ff369euf/vSn3/KWt/zSL/3S+vq6cPPp06dlJSpf5erVq7//+7//8MMP7+3t3XPPPaurqxIIUlevf/3rT58+PVjWFsktFy9e/M53vqMOdzlgroShWsvXOJWd6ctzP5vNVlZWVGwq9x4s6VJ3EsWRyBY1izg6OnriiScuXLhAW5XDw0OnSXC/F5YhZPpI92SPeD7SuBrscB88gs7JlUtz96wAzahEDsBgrtYhauwI4Dgr1Ti8FopF5kMwMDVkWdosQR+/T4qfc2dvqcAg4xxqi41AmJNe7+9yOTC60Bdot97qgpj4SLmgArQpDpv8V+y77zL2T2dV3cViUy5j+cxSJ5Nv8CyvHua6kDn5uaRy0VRKEVA7d+6c3CLAzRphoqE9uphULpYitdrW1SULmAPrs/4lCq6gZEaOAQBJwERsN0vdtf2Ci3nlfBeYl2sQj++5uHNi5rGQiu+Cvze1cNlXKVv0qdYqISMCVqF2MmDAavi/I0GUWtAyi75A6Qc15/uHD3mnlD70oQ+p4DK1GSCpjTZCiJPoSjOPD9xwrAZVizVk4BuXJi7F+OCSK5v9qqu3gm641MfDW1KbTU7CUylFVSBLS0vKxeS9+uAIfrQUiGkXvtmM0TQn4JLl56WW4qvl9qVIThisWstfUS2BjF8Ndi6DGyQjfzYbNFiDIRylXj1W7ZCdIepmECuuqPQNinkhjiFMcxCQMfgSJUuK4FEpmosVO/nSCa9ai1yNxLP85atId0OZKcSWyEA5BozT/d+l9ZdUU7q+LCx1CYdHHzFQPaqPvIhaK13tfL8QeUxhaF31TlpDFA6isVxLIbids5LJU2cx7izWDhyq4yFQRWdHUXaWPDN/8epsZnaK2tMRPWj3h2EQ7qebXt/36ju+t7d3eHh4cHCwsLCgI+LJx6B/gsZ/fHx84cKFq1ev/tmf/dlb3vKWBx98sJRy9uzZvu9FEuvr69Pp9JOf/OSHP/zhhYWFV7/61Qp/iWjX19d1Sg4TkTm3uLiohf3pn/7pxcXFRx99VAPgPPlJVIiydICAPrJHZOHLj76/v6/FQaVl88AN0V6QboA556eeekoOYO9pOFg4wu0o6Jk8UUQKoqCzChb2Akp28qgWLsuGOUTwXZsy7tESfQMZy/E5nU6dmFmr2jqwsznU/cuJHbuTW1wIv+cWOoy0TBf5xDUsdoycZJlUPikM9dH3IzWHeIf4O6v5IXbK+CVjS9vDEa5JBtpcRsE1Q3tyZzI7Af4arP6bkdRW1TIev4eVKdHDBztqxOkjahmtiTzfpZTNzU011symUiFd3xcX2tjV80uaWuxYoljTbxsFGVxapvAHs3oeCsYNnyL5ZLCuQSMbjM/iJlBBNfQMtbillOZCE05yec7i8qfxTKcNLNscqTLyaLjqnB92MkXsWo8/+bIPw/AD2Oe7/K9v+YG8PvjBD6a5vR/MZwkUGGUIwEUuImG/wRyiJRJzkXfwgP4K3TvB+aiy4ZvB0h4YLSLGiUYeJmfL/f3927dvyzOKLFhZWcGf10eHWveJAqdG3Jvn7OA0h3uSIQyvDWLp3PuFIVGsl0gKeKqcV/x/uY2Uucmu/F2Xlah2eImlBtcyRzGwXieno2vowbzXJbzdNeJurtKScTW36TksKT62alaBL7tGUqy1X27bpuoJMqK6uFwu+7AZcB8JHr5HzgVIopEwYu6+49zp0lCXAJMu2KSP1mzq2TLECWQYVJgorKdEf460deZe2kTGruuwJEcie0S6GnyJA967yMkeIkdCOJjdrJH376zh1u8kOgi5+ce2wp5O9voh4FgWkb7UERtqTZitbEMTX4hDrwRSZT+nlJaWlj75yU/+4R/+If7ynPPa2tr6+vrx8fGVK1eeffbZl19+WUfkLC0tcThOzvnee+9VEjbvJaFLe/HQQw+98pWvPDg4kM2WwiEkd50sqxJBgEkUXGo78MX2cdzpyBGF5u6jwlt9M2sEry9cuCDsrvVBwDqL9VFNJdGhtBknlVEmSTIEmVscMMQF1EC2OyNAzDm8xdlCnXoCbn5ndghb4IB8dGT70LoAodJsOQa8JbfJNq5ZAPedHeNQzafDlQPGoVlS+OOxkVwxOSs5Q/kTWGf2xZ+J/mLuGpIDpsEuEQwNAMSk+tfVkItlJjKSA8m0vO+si0EE8khIplCvyChfB3/pZDKRzkKxJvMviC8wz3wk7sFh912njDiohk1eLXWNPR3CV9VZxjw+OA1Y4m60dzXik/AUMpylgN6cBpJdLip9VNnQjghMYg0ycOmaTJl2EXbWzQiZFN6oak3fsyGuYp6vedpwBeHqjx/q+5WVlfSDdP1Q+rx1kfNdotLckVyKkKXjY489oYld9qWWsEbC3UUAqGgIJ4pjGic7hAsuahgAQkTTcPI2TgUhSIhPE1E3BuVfqlgBJnEUOLQHZ/gEReucp9jNtQ5wFtU3xQJMybytuY309daffxYHWQ1RKk5CWzLe1kMGC1YisFirzipf++h35mPGAhksgccH6XvEgGfR76yzzHimqWeSAcy7siXCjhz51WyePqIc7CaOAdKf5J4cwvN9V/w3szM1ZnF4JOszRFb3SNilVr9CtNnAim5zbyJfDpZl4dkIRPDxkmYD8UrsAamMXlSjTWwNnJfDWy8nLgMY2tAkLInN3EV5A6NFqZdoUA2TsqRddMBNLZBKltvqaobEGwaG/uAnOgkPs4RO3l3U7amE0Ym8WC7EJLpqfOITn3j729/+sz/7sxD/iy++eO3atVe+8pXveMc7nn322RdffPHo6EitQkop8qbv7u5qUuSR64GInZzz2972tsPDwxdeeOHMmTMgjxzuWLz17LXm5VASVpq0Z+Vq9xcXFzVHN7OVg3758uWrV6+eOnVqb2/PuQB6YIM05rW1NVl98Dsa3bGCI56RjBoRz4hz2XdfAZ+RFgRem1ixaQrErB1n8JjNzEtriPxkVCJLAFaNqNEIsUGE+n6UESeT3qWZwiAuPzVlMWMy1eYf8pznZYgMK1ZYJnG1GALrD6zHCEdyVlOOLiIm0f2Dh3RtMah/Hl251WLzu+9yo5vzHLuu8VewIKPvZ7PZ3t4er/AoR41oDCDY987RM7Y6v51/aTbjIUUmPa/L4X2bRKkSiqDaoTNDG8nRY4mq+Y6nOUVWrMk3L2UTc2u1Yh4gFpzLuNCG2do51DgYjt1BGhfLtAG7u3VUwsXj4GHE0UPbeYaRQFQ/UDnfP8TIO6X0wQ9+8Fd+5Veco1zDoV+R4Ck2TEhisOgJYgWly8aP9DTcMv9Xt/a4+khczuagzeaooAYrxRnjg/nRFb2FzeT5JsFU4WO0vpYF1nINVCK/cCRe+zY3IJkIGD3NZX1q0w+KuTDB9JpOF3XfgJVkQUm4grXi+QhlR29D1GdUazQBK86iy5VvhPsMBouuIgu4GWninExyZzY07Ms1xPEc+BV4DjekFt3qYhZyZEpEOvh2cekU3tvJC078pLOPJCyQupg3BTlbzKhzIk+R813j8HOHIBM7fy6FhVnDQNKijUYCY9bw1qiIk8XBQ4N5BukSsu8jl3qkSlFs2ZK4XO3lQDPVgi3OxfrSqV0bRBY++gkSUhqGjpqvYXHhahIEr9EiXZOScchgNEildz/55JMf+9jH3vrWt168eDGldOPGjT/4gz947LHH/vW//tc/9VM/9dWvfvXmzZs6S0hNIeQxqoEDiAAkS3yqtSpp+41vfOPx8fH+/v7GxoakHxa70/As+or00TQwWSJKNhs7WebxbDZbW1vLOW9ubu7t7QkaqsXKdDrd29tbX1+vFq+nIATCKBHim1gPHzgXZQ8cnJcMyUBhmXO5ZcM3jrlTRACgJYduSIPBXPWqXsUah36QY4RuRmTp/7qzBmVUDaL5FJxK9dnHzMhdCs2rAIbnH3xZWBl4f4izk5RKBGu7rnEz2I0o35dJ9P/p4yRO+R2qeRZGkjy114jeGAACrZoS4X4GmVotNrJb+N7lfErp5ORkd3eX71legqX+5Gr4AeEglnc65zNqcbRZ/kDoBxbwL5Fg3IyiqeYpGKwodkSH1ZT1iLVdG3ZxXm+dU6ygLKY5WOUVd0pZ6C3JPPcpfOEq4O7sPDKfI+PPrZUy+ncUzQDN+0b/4IDvH27knVL6yEc+ooJLeAYic9tdLpk+Ui09I0o311Y3p5ajRNmOTdEifFPb1GcuxAH/df1NiBbXu7sTcnjOdnZ21tbWFJuutSp/VI2QJLhxWWEX1haqdla1yezwtzmCSaZynA/T95GMKCFfeXl90G36lZS9dxFyMZpaBcAzkfW9nYfi40wWthsiq3gWXS9GQLmPapUyVzSJ5EqBXZBHDKmzzIRiGUfJmvgWqxDF6+9KYhanNVXT1khVT7lxaaufDOFNZynY2Wp2fzX9OpJfqdVJgACgqou5mbWvJl1hCIdWNbOWrcwR4SkWPmav1XtHhyMq3Kyrj/4tKsWrBlkAqV00ZMzheqyt5aDMfuVyjFa4tiaTL8XQet1YLnh8NneMOaykqBFgS8WFhOCKub4IW8P+eHGWlpZOnz59cnLy2c9+9kMf+tAv/uIvHh0dPfLII3/6p3/63e9+9/Lly29961v/2T/7Z0899dTR0dF0Ol1dXRUrLS8vX7hwgTBCDY9ybz2hldaysLBw6dKlK1euTKfTzc1NWey03HJDRUu6uLi4v7/fdd3i4uLOzk6KjMxkAAIgsrS0tLm5ubGxsbS0lFLa3t4+Pj5WqszZs2dzzvLICotou/Fqs5IOwpgLYooFzJHK31s2MKwKh85L7BR4yH355N+DHSFgUBRPLtEIuZinhnUYLCdnMNubMXSR+1uivNhXwHUEc89/re3N3MUX6hA1mMMPknO5nVvwzYtYPZSm+P0kzj9nVX3wLjGShfvBhdk6JonmRQbwLHja5bmPk/dWi3wOc24CPvC9j8cloauqauiNhWJN7ty5I/A9DINyaTpL/HCRjogbaSLgqS/IYC4eBALUjghC40CKEMxo9/VfDBgnY5d4fMjmW9QlvvA1z3MqeGY9rNxMdcQys/NTUyAHLENMGmbk801m5Lt5w/b1lnAy2v3Ocu79r85c+usPSKvBH3rknVL60Ic+9Ou//uspVlZr7UnAg3WNkErGw1fM/PXtqQY9nZO5p7QHOKWoW2JU2RDDvBROAd9T5L3wTY5uYmIGfVAAdwhH6RB9dot5O6ScBLJhEr2LzgaIOYwQKcLUwqlq2BothfpJbZi4hrnJD2uEKeX20zCwMdgOGLiGiytbsley7EOW3XUVr+uieA5h54avyzWXPizOEJ7dGo5kws2pteazdSJjDCUyB7SS2a7OGtLhT6qRPZ/MROn7Xg5gPdZbNJZI4GEp0Fi8gjeO5BGkOPrsBO8/YTuSabsaZzrO4vAa1C3rn8y1r3Fi3yrzGM3HXnTRkV0sKcKeTqd62nQ6HdGh0quwiProxg2vDZFuBBtqeTWX4+NjcQe/ZXbul6qtsveIZ5oLEKcAcyL44+NjnVuJ/zhHM40Uhwr1cen5WisNQKdavv/97//Od75z/vz5K1eunDp16uzZs4888shXv/pVHXX58MMPHxwcqPFCbzlXWmFlLuUwhORJ0ivOnDlz586dvb09payUON4F4ocXUNuSMAtxUbeQLGYiWp1OpwcHB+fPn7/nnntUoHbjxo3t7e1nn31WnLK9va22g30UfiF79fZJ2+ShRldv1CoCwSUMLA85ZQNYDl7hU9S8S/ViR147GfBDUqFGqt0hCCxJQoUvqU9EBDNpq5Nhzxy4nwVxjvbvoaJkcIr5juAdj0oGakdkj5jtI1GTNemjwkQDLq2nBpLoo55hfg2LHbTkrFRav7WP1qUWBDN68mhNRrODVFLb4cQJY/QrPusecU0yDIrpxToMVl1Ku0C2467w0TeL+6V9FqJ7LMsiTq/m64EaBzO5JQ06S6jLFk2qrTGJ/aMvATODOX1yeA26KDYgK72zHLDRk90oIjwLa4+Ufolaed6bAipIRvkesTuDOX1S60hiyg7knGdTSj8IBZc/Csg7pfT+979fJ1zWgAJsD7qN7/EEJBNq2hUnlJEgcEmd5oRXjspIWGuIQAwEOhJYI9g9WIaJtGaxBg4LCwu4Z/Dmyneoeiw8jiNnEuHCGj6MIcpEcMcyzb7NPEHYOVekFsn1djCbLymWcYp4dLaOUalNMEjW0ojH+uuytbNwuZYie7JaFjUrWSxo5WqSQY5MDvdmwdK1dRukNrFvfpWKNSscqU8nGHBztt6rAt8SCnKmQlrVwLGTosOFYpE1BlzNehztYDGHOgtSW5uqxNkNiq7UOJNFloZe7WaAFlnKQ8hb57CISrlHAl2t8UopSmyotapNhxD20dHRiAFLJDcjtXMEK9BhM6ttZeOoKezi1CfUFQ4qlxtO4dVgkPOyL2at9fj4WP3F9V/8OvqTbIDOmqyXcOEP4QxeWFg4Ojp68cUXa62vfe1rtT733HPPlStXPvvZz77mNa/5+Z//+RdffPGZZ57Z29uTd3k6nSqpI4Vj+PDwUBsEu0lnnzp16tKlSzs7O9evX79165ZEyjwJCWJquZaXl5VIg3EOAk52suny8rKybqQpX/e616lEchiGzc3NWuv58+dv3rzpa54CT2jk3jm+RCJcisMKeONCnHsHVC2tDw8ug555I9ToSBepksM0Ais4+8ziNCLX9+D4eaZLhquwAVxcDFYaBD34sJES/igfDNka7gUE4aU5beXyyv/LzSO5pGtmh6jX0CYgMP8VE3QBq/3VSCQQRBgkxbnMqa2RMD9UH+3o/pFG8Cdwm99TDXwnK1hyduYGTVYegclkIqGkELoLDf2WhermzrTGucOQeH4KA0zRM5f2/mSJKTF+b0k+PC216Z3FGh7ovanV3Q55KVvCmi0RNNPPyc/2gxcmcfomq61vgFu8FCVbIiCsJZXvr5q1zBIh3iGq0jqGEHH8nBXL5vZK5i6ENv7BwfcPa2+T+esDH/jASH3W9rgBfR45GPBTsrsjYeS7VcM9VtvWB8m6cLhoTobLfSQpcDnF3Y51qnnRUjgRq0XNdOEp5K8jEK+LEA899sHoHLExsWOGchT7l3AiDhb5ctnH2JTNxhSKnXS4sLAAuiINa2h9S9VAMF9qhMnEH2uoBcd3OFi1OFKMZef5bBbfZFNpyZIxMD/8SgHxh7ZtAjK9WCo/gokplLigumQd67quW1xclGhbWlrSISkTa4NT2lRXQOf8jHyJeDXbkVsIrs8e/ynWM8TJEhI6Pj5WPjp4ZbQIp06dWllZUfMNub1dvBY7dlTTx2UrBy3Wqa+Aj1PPX1lZ0fPVZLOLqscc+Q/kDumNdOpQEjbzmrXtVjqrUkJka/XoAQIZ+EVsR7uj3t56DsAayqcCUoWJnV1ra2sKx+swnVqrshK/+MUvfvaznz1z5szP/dzPdV13cHCgG9RIhL0+iYN7cC3rFfJYd113zz333HPPPV3X3bp1SwnZkiRku0HGkj/qvYOT3tkhRyLZdDrt+35nZ+fg4GBzc/Ps2bNnz55N0eD8/Pnzp0+f9odAllo6L7kZ0W2NUBgjdFvR70eozkMHXSLFeQnpisD97o4Acs7aXLiY/coGOp1akBjwbzE/HHB2Zq0Pc5uywttdFk2iYQBLhMDknjoH2kaCjqn5D30Z0UHastRC1RqIB8MbcZ0t60yofRLNA1CaTArN4ls5PxgXWb7viLsRGTh5ZNPCPGr0TGQmr65zAD2ldHh4uLe3p0Nhj46O9MF1ED8pUQuY21yRzjzfPNbJDxGNMh0ti/S15KT4gsMEnDzI08BgFgXSeYabR5iEoZa2j0oXKTQpcE5tPQsslFyBeotErmigM5cW+44cHu275rW+vk7m4fxC5TA7R9+MVNtoAX2XU0rejPXv//oR8Xnr+vCHP/zrv/7r2WB3tkhQser41JL7CI7D5/rGPzgUGEFhhKbMR1gRz02x3p8Ko7g45hWDVTeXcMlg4JYIfS4tLa2tre3t7RVLSOUVKBil1QofS/uqty6mJD4MVy0pkkxwRDE8X6jBXMKoCpTQEKV4NXKIXX9XCwKwR3oyqzREic9ggePO3JZsvRx1WlXwri9mbm0hfu5QfmQ/oM5dtejVvbXNQXZg0nTWTsdJq5pjJlubArCdtNTy8nKtVSeVErtkQ4l4jFw1PFZXZ/6GbM4h/zySm6mtUfNohtZQO6hQIFTEEyAVSXmdZy5t0UcStkvJYRhUrFZrxQjMkZCQw7Z0AK1FW11dzXFcokiajJ2R5C1hsaTIyfZ4F0EkxuNPKOZM0hZQF5gsXACP932vlDCCFakNZM2iYZbepQACY5M7Tfu7v7+v9J7Nzc3Nzc3j4+Pd3d2HH374p3/6p9/znve8+OKLX/ziF7uuu3PnzsrKypkzZ0D8OWdpLKfqZN7c06dPyyd9/fp1/byGP1Lp6b1149GwZeGk9rDbkb4spezt7V25cuWd73zn6urqPffcs76+fvv2bR3kKd9SjmxRl66zOHnbGRPAmq0ufASP+NBFCKWaN93lVQrjp2ubP7C/YqguHG+ODv0t2fqRJ/OijWQg5FRboMkuQOSjkfTRQ6m3cB/3MB1S3rN5i/VXyfY6V7c3/xyXjaM9dZnch9PaV15mbZnz7vOWPhrR5jAFJ5MJid3FYlD8diSTuWpco231NxaLOYx+i6wbvcVFou+yrzNrwnYfHR2Jnou1MYUsXfNmQyA18kAoa2amIxpLpv1ZyWRp0PizobccWUAwVzJJjgZHrY/WGVwO48DjeimRWz1cJAogESkO5udicdAITqU8vBoo8kVABeNfX4hTn5l1bQ0/HDqO4/kXR/6IDCCSf8CCyx8dn7eu97///SPYjS2e5uQ1HOjbluYyTLgg32oI3m9IbaVIZ37KGjgAdxQRw2TwyB0SSHMNRn4XHotTAbeECwImnq25So0stIXoJTxp2/cuxJmupc0SYzXQ8bgVAXM1WovgCUitEwgg3ll0CV7yTUTqVeuo3UVvVPbOdypHiN/xk29ub57Ou+pXhEWds6l8mwBhJ+1p50O4WjWeEulAiEu8sCyFHkvP7Bxtp1NK8ubi6qsG/SdxBkqak9q+GqPFhDZA8CV8M/PP0X9Lm1OYw0hTy2rBRHaBaIBThdC5XqRjWchCAVXLiX5wcKAT19WRGoqVz1U0v7S0xBSIydYWS+HmgfghG1E7rNpb7CWbNYKe4yrW5RqVAC+I5mezmfpwI1uSIXvXMU6uoqWJHQ+p306n05dffll7tL6+fvr06dOnT3/1q1/9nd/5nel0+uY3v/nee+/93ve+pyMn1HNGY5NAILdbb5Q9oJcuLCxcvnz5da97nbzgBwcH1ZDuYF2PxMgKba+vr29sbOAkyy0OZmrXrl178sknc8733Xffgw8+eHBwoOevrKwcHR111r1+nv1H4nQWrf1h5xzpfLiuNWU/02C0p/p5iXQpDodyXvBXD1YOBDEjx2rYV+6SdE6Biub1ggsr5jsahgIUudUIrO2IzdFHTpBuw4xYY16O+YAZkst8VABckM1QSXPnqkhQSDCCsLMBRJoPpjDD4DgnAx+wy/n51cgthB3NnZkmw238yj9UU7v+q9FIAN993xNqThYLhdmT2QmQJVUfPip/b55L/eIGkqzYxCHcxp5H10XzmUnUELtXOFmB5mCdAHBIZ1OCcglR9++6gG3t27OoWec+ehikNrIhniXuVMzAS5HIVGvVCQlHR0ey2VjPalU3JQqEagt72LVhGOT9qW16gpOZ/rS2tpb+Ia4fKZ+3rg984AMUXFaDy2wPO52MuJP5xUXok7ZddA6Lv5rRPJIIyNxkJcDOXYj+wbyPxfy+fZu3B8EJo6gfU7JiDizpzpKkRyI1hVzWB2XcanYIayEbyU3iaMlkXJpz4gL6SyleEThEBBnp08WBFMUct6kNX+aooclmlYoPu2jtB/+PnD05Utycx7KliqZwTI5kN09wg2cwj3sypVsNLqSQejzHvadMTX7foc315OHcT9A/WaNxpF5qG5+VCNOzC5Cir0Y19waU7IqksxZOozUp5r/RE+Sb5F19tG3RRisK0UcNVm/Fu3p+F7kcaF9+Mljf30mcd+180Ud4R9FShCmzwMGcWpUmGlbn+xTlucX8o9UU8Ijwkjn/UvgaXQX21sdTVCrYjYkisAsZl4hi6XLMJ4f9JI6hFldub29vbW2dOnVqf39fsHVra+szn/nMO97xjn/6T/+pcsoPDw9TSgp8U7hGFpAuPVNLhGx54IEHjo6OvvGNbwxRlZXNZ1Zr1a90cL1yhzY3N/UiVJ2vueRGzvl73/veyy+//Ja3vOXee+89f/783t7ebDbj0B+ez5ZV82M5cGTdhOFUXHsSR77zV+iki3xWrEFuAH8DCODfYl7q3Hor+C2iD9EtOu/a3EK2nvE7LblZRXSia1ObfDpOzFAjXzqnZ/PO6Mku/XgmI6xtQxVngZEQ8BXQZ32YWCIvrF2tuslF3MyONGYNiwXQ5ncc2VhK4xaEQxmq/6SzA9F8yvPr4CTHPaMbUitFedFsNtvZ2RGDLETzTd/fkzhEmV2DzEYC3AfG1LIVCifLV+wiFQpadXSLJ45lhxhKuFcGqzFj4gAeXagqXYohp2iZQtwsWSeiFEJ7ZhWcHtu56045EbIC4PJhGCgfz2HJOO/XUEDACd9r/avqcFr08nZnLr7/B+l28iOIvFNK73//+zlkB68eBA0+dk52OqhWrue8OptrLqYPk+hBy4t4S56LCTriT22zORfW8KrGr9oUan5TSurLllJaWloSiHFTMrXibLDKhsFOTXfeg7WcYXzFBgsL5NBzsFkKQcM0XUp21r40WTEQi8YTZIWzEXw/a6uz9aFv6zuzxfS1WfKKuRbJhrR8H3PrS2B3RkItt8o7hQUyWJRwFq1RiIglC8KCRxE6NTo8gFC1DvKBHR0d5Ug7SSZBmBQiFeE+ElK+4KkNMgJWJlZV7DoymXZBqlbrqunUDowWThJRLS0tESJnC9C7iL9qsMOFaRdJ8IJfHDxEKGOUFsmyiEdqeOmgsVn0uKwt2nCC94FhQkOK7L6+VxJLjuI853oUYWrNch7IOmvFNLaTk5OlpaW9vT2dP59zXltb02Z9/OMff+CBB970pjd9+9vf/uY3vynaODw8VDWFqxmk1kL0/NYw+r7f399/7Wtfu7Cw8Pjjj2vwsrq7rlPSNtnzwzCsrKwIZGgXatRaDdGiBMRzeHj43HPPfec733nFK17x+te//itf+cq1a9e2t7cFnSXEGFiJPCKXGIBRLGGtts6fl2ndRRqxZ2pB2M6q2BsoAudQbHJE90iAzyO5Lmq2XFD7D/Wve09GNFkicO+SrbR5fZMosIMgh8gxK+aHzmYedNHMamLnHPmr05wfCjMjmSoczShFAzjxkXNQHz1AXfSN5oW7F9rzp/WWbzOvsJgjQm+ww2J6q+fmpQ6+/bEjjs4t+J7n+vl1QAlqUjs7OwsLC+fPn0+RLqV1SNFrXK9GP8J3oFVfbXYk3S1EjGcBrtHDwf01rEHEtavszs6j8OkQd5pfFl0sbBdnBlXLy0IBodT4Pke6OfNF1vVzkRDoUBQuUa96a1QtVoezFSSdW0uJFw3DIE8BxDna7txGnv/+wfePWrYJ1wc/+EFATDJVl8NVhiolNMNvxUul9T2gM/zqrMqBm7Nl/acg9EkcCJ+MSiZt5TiM11mNzhDuIkFPB5Tr6+srKytIZL8YYWpbWHRR2yccz3tzdCMRxClx+XOSUXzf9zIomVqJHADuRP9VCxbntnhufszVqkNwqBDTd+HeWUPZNGfMKG+1a/uFc/VtfpHvaTJ41LVlZ3nOPFMiIxaRXymgrUCzppPafikulThPNEdDt0mc770QRzMiZQi7Z3PY+B4lUzZAQ3/vYBk4TmZ9pBLddUbzmtXhJiM8PDzc2dk5PDwUqltbW1tdXd3Y2FAFIXaRj5OJsJiaptKiFhcXV1ZWNjY2tra21tbWSime10Qmj57Qx2nkd+7cOTw8ZINgvXmkjmSADKoFOnzT9atizcUH80dqDcUaEysprm1KGwyurSHdSx9yzspdEWw9ffp0rVXQ84UXXvj0pz+9vr7+7ne/+9SpU1euXLl69WqN4NVoUg5EfI5yzj344INveMMbaq3T6VRNi3POWm3Z+TnnxcXF1dXVzc3NpaWlWuvy8vLa2hrH18sQ0odTp06dPn36+vXrX/va1/7iL/7i2rVrW1tbe3t7t2/fludsfX19vqS7mPOM8Su4hz4mnJLsdC1XwLoG87bWgLkLdk6C/ylHTqpvq9+vvXCJ7cKhmnsyGaBBmNeAQeJcxJ0LE5CNvygZZGQrAXPcMAIuPBZCGkkqqM4d3tm8UdVUG2ur//ZtLi9XsSbNzI6n8auFOFpcw/hr2J/X+cQZp7MS1+hPnRXe+If5vUt3u/y2+eElQ8l7e3vb29uS2H2E+JAMTL/MGdupPS6nmPmdDGm4XcQHPcF5J0U024fNSqIgRlJaZIB0ktPH0RE4JEWKWtfGZ9CzojShIGcufxqDFyP0bQE0Ky+uT1GVgVCFmwAnUDh/1SKQyYNuguapzx4Rvwv8v+e0kx9Nn7cupZ0US8LLFs3J4fvETtWvnP18+/lTMUSufXU+yW1aJ+ImhzvWabFYDYTLET7USLdYWFgQgMD1qFMP19fXt7e3ya8t5uN3EaMXMdpqPktBOh+Jo1WEvkO0ath3YlVToLdqfuhqXkNdDHUeFgC4kXcAxDxXmMLU9H1vKdqS+Fo03xGuaprbpR5LlyzfIJtz18dQzc3ghFEs+NB1nRJM81wTQ3AzJpBn6HJsDWknys2Fxljbfq6gan52dMsp5p3iV9kO1+QhI1plL/hTNYc6KemiUgxF5S0oV/v4+HhlZUXpxb7a+gClyfOhL7F88HkPbasQwVzWDeifUur7Xm3+lFvMrDtz+Q8WBkEgoCm507FLsrC+20vJTo8DcyxEG2yWnf2tkUqhqjiUR611cXFRGaXSRkJmcoTv7Ox8/vOff/e73/2ud73rJ3/yJx977LHnnnvuTW96EwLHR5talJbtVIuU0p07dx544IHpdPrII4+o2bnO6sKgTaEvNzY2Lly4IEtgGAZNqkZyP74ozfrxxx+/ffv2008/PcRRR5ubm6WUGzduYEintmWTRJMg2tHRkdq2MCNZJnqRaMMBDdsBoIGSNZcUyVpOwwt26AEv8n0hJc8VAQtbrLOkK3LiMCIeDj4rrZcB9hkibsDbkT+QCjTpDO5iU/7FYu0Ra2sN8vDcWukuu5DqtYXdgOYuHMzJAmhsYhcpASPym1iXpBImX2kNntpm9fA0h90IOtEJTvdqjoDBihrZlJG+4I31++NvpPdgMUY2PYeX5Pbt2yml9fV1yTpRL1p1CA+9l/c41uQViCB2Z7B0EaY/0l96ArnOngTrAo3ndJaM6isDokUjMIbBXJYLcSCdU5cjK/bLNXUK4NvZCb6OtViHSZS9DeG2YGWIXKk3qwImFAlASNqChShbZzUgV1gASyO1SlO7qd7tfw/XjzLyTim9//3v/3f/7t/BeyVqR3zD0tyZC/pttR7PvZ0xDh+CY7LBCNd/LqfwP0H03DmxEiuGCgNLgeWcl5eXcRVIPC0vL6sup+s69d+B5uocpswtcpUgO4mTL+GiPo5WRlW7ahksp6KGP7XaUc9Sycj90vpUwIsMCQ7PUWPEWxz9s57ke1UD6+4Sq3a0uMsjMBy0gZ3AXFyjVwtrgqFz60libX1zGVtvbSKqKVd30herBB/MFbTwfXqo6f7Udp4e3ZPMTcJeTKJ1KxoF0vXlzXPanTtTW+QALCAI01meru5UOjImRCnl8PCQMYxWzAU6ehRZKbra3d0VrBfeJXTDNnVWLSTylsT3AHc2s1YvKq2Hhu/7aA+v6XdWn1SsP/Rdswn1dvydxaJqbHc1oODhL03k8PDwxo0ba2tra2trKysrwzDo7Pfnnnvuox/96Fvf+tb3vOc9jz/++O7u7u3bt0+fPj3K8IbLXBDV9vzUO3fuqHH4l7/8ZS2pbKSVlZWU0sHBgc4zkmP7woULpZS9vT0lUOrAAeSn2F8g+6WXXtre3pa6feCBB171qletra0dHR0tLy/rLVCU1hDLbYgTfJwHh/Bg4SLpopIMshnMHQA9A/KQJL31nCmt5e8rNlgzimolAXodRMJp2C7/GRIcOvIIuOgYrOGPvws1oZG7me3ifTA7qkZccYhkQphLD0ECJIOzLkh5qcvMzrptjuBdan3bvkQ8BGtnGAa5JJUD4Ovm9+fWp8CLsgU5h/BZwCyuSjzomr4P+MZCdn6Z5xp+Mlg2Y4mCjZOTE/HCysrKzDpen8SRn3lO0SNLIWPH5dlsDAQ7hAT84E+wAAakEwODd9wMASfTXDIkkAmQGVI0haqCAUHGxbKnusgvqG0uVjGPle8pbFXMJOa32TJeWK4hrC9mASPwc4Q8NAl55DjtVaBlxPu67e8NfP+II++U0n/7b//t3//7fz/SrNXQZL1b4RpXtcTZYt6jzhIhXJClNv2I33aR9zmSzimghhvECKMS5yMqk0xRYEi86zrCvmrQ5g/JLf72b1wlz6LmurMTAUoEknpLxs0GKVBm+qtkdI68mpH89Sn7IF36yJuFJi5WkAcT9nbKw/yCg2uZbLIQ82j6MF6aOwErRbImXO2zYxbweYlwJ2PIpmJhchYKgQLxdBGIoIegXuQ1rF3XaYu7uQMCivlO6pz+c7p16w55l+Z66zoIYEZoNei5a4+LdysOMhb4rtELkma0bAQLXkNVuz+DRd7f32dnB/MJQYowC2623k7dO4lDNH1xUlgycKKrST7PC4QUaQ9MWX8ikb2LGEtvhQ0ovGqdVQATCmHJMklhru/s7EynU/nVSD3a2dn55je/+ZWvfOU973nPG97whmvXrl27dm1paWl9fd3ZLQWMqKb+UbdIsOPj4ze+8Y0HBwePPvro7u7uzs7O2bNnVRmsw0epr1B6W9/3R0dHtBbuIuE7xwllfd+fOXNmOp2qB863vvUtHR2vGzzNIH2fGq/BHJ81DGD5tKB82vvMooGMr21uDXLn9ByRjRTHBuXW/B6i4Qx8CkdANlBCNbAOAfNXhwKuYobwZ3tNbY6zLdl9YEpvR9L46uFNTAYZswGjzoI2DmLyXGLA/Iyc/rlz/h7m4uUWvaUd8/M+EjCG1rpIrYbKhv5dXzMed3MwHffp+nRSK/azHWE2WszRVc3CYR1yXDUClaITnfzVR88TtDlrCzRMBpFZVVC1v4iGAUgPxtPHQddaGVRhZ8cz5Yixo7wG87A4c1EHRf5JDUSE372GqqoBfhCwgzkLOksfKNbpz7l7oe3fz2oUi6hgnwA/OiuhrnORjclkgp4dIqiV7laXTHSot1oIZ97695Xz/aOPvFNKv/mbv/kf/sN/cDkiwtJfXRIhCErUI6a5o1VgFUi5RDXDaC87C7QxGLY5mcQBQiFQejsHW+86OjqaTqcndnZgznl1dVVBVWluH2SNCB1ZDZ1FDF0s4oQYrQABIPysJdqluYJxoezJJ6lN2GBgI4yYIyMN4wTGS99fAQzhDmc67hLjtxqGu6uzKekancJGxDDaGqRJDtAJPqhtraEvfjItJYNEeWzsglxTuDSqYURF1mRokSQKSQjBIHc6q0tj8L682SyNweopfYl8yr6q3MCWoQaciRzMdW1SjQ5ZzHFesc/a5XJnvVO83hTw1Fsz4BS96n2dBc4gFanGPlqJs3e+RGw3F98gE4q5XsB5EAA+oRz5lMlKRwZztS7Ykdrc6WsrLtDW5/+XvT8Jtiy77vrxtfe5r38v+6aazOpdJbmRZWGEaYMmYMYMRkwgAjAEXRBBYMCWXC65QQaCLggwBobACCKMASGDDTIFMraRsaxSSXI1KlVVVlXmy3x9e8/e/8H6r8/vu/d5JWws2bKdZ5Dx8t5zz9nNar6r3Snt7+/P5/PNzU3v6u0seXR0dP369Zdffvnf/bt/91t+y2/5rb/1t/7kT/7k5ubm5cuX3QJnE1WX8N4SQXACMn5K5bd927cNw/DTP/3Tngs0DMM777yzs7OTc/bGgqurq46zHWRUaZgDj49S0UijHjM7Pj72eJ07oWE9MIp/rjYz8NTaluRO/LA5ModNdJcYPnIL1a6WzzwaX87k5BFoDCLhsoARo9Rzq5SokjzWCcBuOjkc7YAkMISPk9nBGknMiY5b+VwFWpFjNXnCTE5FUGWkpILQMNFE+hxYciato2fSwpnXFfFl6BNMnL58pRJGx8w4izhKrXVUlXCCMtrumfpfddl2X3Ur0KkAPvR95Gmnp6c7OzspJW9DREbfTE48NTPSqJQMlDxMqt4ZQ6fLALtATxOU/G6yRQU404RiIdox0qtg21k0+FOFCHW5pEIN+T1kG9ZW6UDM3YdwFuOx0ONTUQDxeIRTG8vgC59Fs1HY318xk+YB7L7CfdUFftuvwgmXvymQt5n983/+z//Un/pTZ+KJKcPDnyoWEXCD5DbxEGvDFvWs5k3wm2J0HQP/hYgtArInJyf7+/ueJutVlU5h/t+1tbVTOSpMn4kgsLajiOoqJ+4uTIaYRkPk6MzlQ4JzlCGRv1kcJLU9i4EVTmJDsyZ8johhhLpQPNnERWTBhzaRMlM7u0gdhl6aLolE6LYJ9TNKjm+WaJ1qREA5JfAglbFNYR8kjdh7yYHL3cPhx8cQ7lQphkxhVc9UbCyI3q9y3B+V2ziMUnuR2OtMWoypckV5uOze29vzJ5/K2dFZ/BaK19XpUqVWCcBUxYFXxMRiEQBJg2QflYjb6l53/MJmFTm9tQZGrOH4Sa0lM48zqro1r5IHj+5R4oSqWU/dC3/4zs7Ozs7OlStXvIbp7t27R0dHV69e/d//+3//7M/+7Ld8y7fcuHHj9u3bFy9eLKVcu3ZN6TC1cKrIUV8pJd8I5NIHP/jBhYWF//k//6c3Vj84ONje3vY23lV68bpoQs/ViHW4nFE7xBXz/v6++8gpunAD0td5JudX88cgpThF8s3cssI+1/ttkmGl2B2TzK9B0vGhhw5ts2g5fCLIIuSJtZAO3pla/ogFqFrJNYW5kkK5uL9T8ROaK4vHR2mJYQ/DQBNG6qThbiQ8v2UxldNhz9Qa2EyE+1WOqfRA5ndLgSwCTnW6gCHxRptcSuGsjE5k+gTYTZeOHdHhTcWmMpEP1ULFe87JMAwXL16kqAPiLNHOkkSULMX63eyS1JmU1qLghkESLUrr+tEN0umwL7UFBqMk0GKmqvjFT2TCXJA6MjyFesKYZOTqgoF6kyj9Kn6rJG5vCzfTEKFFrVY30UGIDn0swTH4ogtO6povxGE9Jn2WUkpfbfD9G7a3yfT64R/+YWVylruTJuROjRITxyFH8MWCkvDeqTxSlx4DUNLvgKaJ7q8CX5RPXMHfu3fPa62ojFxcXFxfXx/i0O8cScmzOHdGpSd/5zCU/ckeGubUa15a20BSjbgzbDO2sT+QpUnVC4pQgQ6ql2HrZsGBNS4T00U/51FVWrazngh3fYg6PjtuLOLItABP2uMc1TJEgXknRh1uWqTvg55ZPZ5AKxgokOd7Hm0VA8bdjd7ijQWvAkzZYiXsjuqUnFTKJMk/8Q+dfmbtOZ1K8KztGGVPWXJUTFCCZ2lzOAKjIjVfl3qclMr5kPzAHV8Wf04X6ETQz+dzrxdkSUdpKjKPa5TzlVgH/ZfJYucgvhH3ozTVMlEtPMd3VpWxqgfmnqPQWe1kT/k4ODjY3d1193NKyatF3cz+9//+3x8dHb33ve9dX19/5513/EPIWGm+U7ooTtSSD/Jbv/Vbv/Vbv/Xk5MQtpYsXL166dClHmm+OINhCXEkyN1JU40FCnGOq4IAhDdF3DOIHQqlMQJ17/AeayeKUhbkwY5zpGFWKjuMqkIsY3lVC9mgH5SPcmSqplONwSXYUleX0EORVRwwmHeuGqDRFdMDa3DnIBbeyFF5aMIt+Kbl1jioNQBtVYDTTL+HIYBgQjG8W9bXsHUzBjrO/bBNbkARk59bFbq027Lajk1qpleQ8pArwMumYUcU8UHKtom31dTo83suOONre3d0lHS6LSaYsxsbpDqpEVSZiQ7lU9SRpRcCaj5H7wWZZa4WyLDM5EkvpkA+LxGNZHNYkS8apjxY1AU+RJsry6vRNdBNzweGlFkUWuxeyYeK6F+gU6NYi2FgnwKAjGzSXEmeKcpev0vWbxeft17/4F//i27/926uYgH5BWHQf8/92XFQj4qzSMElOsF+5NUmzOABSpIgVqQVJcunbTdxmjmw48M9bdPnBOt5uzJMp/RolnXc6HS4YrIr7REWhCaNqkoDaqdZ6YpJkgzBrHUaSjF59Ah6CJKJ/CsVMslCUSeA9GKmKiuVOWjekiO/P5fgxtlj3MYsHFDPG2uhHCYfoEB5HjYCz7DrZbqhM2e9UhKH4bIjibkRMZx+CJKqUEKnchDCKuLSTOLm52TeoCqDJYjb4/XM5ZEGhDOJYSVqtKSUV/+9pHLKTxWzz7JosMUHVnbpHUAimSBWXM5OCdHUL4L4aDhvdHYiNlyYxhsnUGiftybvnM4UUvkl2h9WYRVdB0Mx8Pj88PNzd3U2RJuFm9t27dz/72c9+6lOf+oN/8A9ubW29+eab9+7du3LlipvTdERJAo6tjbF2BOkj+aZv+qZ33nnnk5/8JMcFMLAhmta5BeLmZZIqBUjUySBHGcz29vbS0pJb9UjOIY5S6lbYRCnWMGWJ+w1t1KKG3eXImOWdRfMyH5gbAAiWLB5c5EkVTMxtcIq7LZlsJ2Dn0b/fzOgux2BSBAnJJFHpdOZIWEnICTnmy+6DgRlLBIV0PEPrHAFUlTZcWUUmJ4FrneMASVvFSuHSdQPj6uZaGL014icIhG7ZTRTidIn0Q/5WXaC0VAVkd7vmnw/ilM2TA24QKfCRDgzxNZvN3K2wsrIySBIRth/TT63W02/TWSpMhafDWbhY4UQV9T1GMKqTNiaKMslV2+DPGN2WOiCk2px10DgSK7YQZ6slyRrgFdBzER8ESlNNOBOrr7ay16+xzb8aJOUSGmPBlR6UQkoph4eHLIWygF/Ly8tHR0f2Vbh+cyFvM/uhH/qhP/2n/7RSJBfEZ5LoZqLR0UDKQvqQOmnkqTckwQqqAzpBA4dQAESmr+uq4+NjfGCz2Wx1dXVxcZFMSgtVoeZvkRiNkp0PY4jOKiUantAas8pxwYjgEr1yUW++ODCSSucS/aRK6wpSpsoRxs2S0AwmhquRAsonfAiqYHYlgn38aianVADytOufPkQRc40EPpVoWZLSXCOqTCySn5dEYfg9o/RXKuKQYPyeeGdm3bHnQzRPZWXmbQuXKgkArExnHJ4pTLNYLFV8ACzdLCos9VeqYLKYdoiwKTcpI4yRHEyg1iSqOETHNF3SbgB8gnwfpC0mGa5MKrXQR/2F4CrdrxINN8YIgNY44piSOLieNbdwhQ6S/oGIqAI7EBr+ltTm++Y4qQek65NaXFw8Ojr6+Mc//vTTT1+/fv3VV1998803U0pf93Vf537xBTng2kTZpBbWKwxypv59v+/3HR4evvTSS/CRmS0tLY3jeHJy4ga/j2eIM0SyFGOxNbjS/SxMHQOLA0RQylRm98vNIVJ6suQKe2Q5i2cXLkNuz9uOq9bmyGXJAlc2VAJmE2Er/bnCBWsT3qrgJ3h/3nazVoED/VfBgnBZjUgRhk0nTse4iiT066bUtnSVh9RWSbmQQULWs/zlOi9dOh8zjUH5CTUSrkOpF+cG1YA2abqfJulztVXf9SzwXSRx1ELaqARAD/K5zlFfhzTIreXmT9jd3c05b2xsmAjDTpbyVbfaJlKxm4WFj1mXAgJgnEVylri4v0Pbftqu+rMZcGd7dKp2iAOkleDh0BSRdohf6dlaIQwrMapRqulyzt6QlKHq4vjFaGvrIWVsVHF0J3zr5gISrFVMyORhGNbX1/f29uwrff2mQ95m9k//6T/9U3/qT9UJLFZyt4mjC6WewlIcpNOFCouOV7v/WpvnDeWZ8FtHmib9HDwnpEQHOnfGnDt3zrMzfTrqUagCbXmXi2nHZ4jmGshbh93xFfoGN9JcmnTCSFk8LqVtwca3Mzn40yQ/x+0H79RmknrVAUFru3NoBE3v978RRprbmsM5PUqyNRvNpYtpbedBNBNSA/zBsvOvidxPbTojgsD3hWm63MlyODYvzRH691GpO6dzBtQI20HwiCFfIoWe0DYPccDNmicxdUocKGghZ2fSlgR3OK/O4p8GPDEY9ZJiFSCyFbx2UpiBJck6GCWrtUwsYazrmZyO5tnAvDS1veQhDx+hR5/8gehFtr60DvUsDioea4LnoAEHT457vFtordXTP86fP8+h7sMwLC0t3b179+WXX37jjTd+1+/6XV//9V//qU996tatW5cvX37ggQdMdGcVjMWlg2HZc86OsFdXVzc3N8+dO7e2tlYjddgh4+HhIZnfKjqUd4g+6y67qaCT5W9Vn9YilU4QOfh2+8QvlxUWALQK1qyR6M+mJ7HMkXi8FHkC++hyjdGlO0e5MLq5k34u3LRws0YeiDpZU6sXylmZ3CwpJORPHttefinc6h2zQGasgBqxyvImmA8/t74aeWthNdW22DSJRlPQb1LayEOI+iYBwTqdjjyUTrobdOQqH/SBJjieKXs8TW9WJlUJo+ujNOOX8yzVlp6ioCOE5Pi80yY6wW6ObDrcCnck0cg6NWuNFmiyc75ABtCPhRAe29onnuDESUSLn8MjHcCFSTuurxITKJHeyaRSoPDFxUWcSh216yt0AEwKZoeDlKd0tQdJ7OkejkH+1QDfvxmRt5n98A//sIJvRWydVMrhEzLpSoEsttZsUhbVZ+pXSnY8VjlHSRDWcraZzWYOuz1JlIf4YXKoGZV0FnGuJOqtRhTSBEqmCIrVsCt4Pk8r0hhY5S//+h8+GG2BUsQZqdJcOWeMjGoPTCc5FLe2Fz8s4jhUpipRBcLuZMmO8ANZ2H32mp+jMzrJOErVizKt42C6N+Rob9c91lr1oOugJJekQ4I/M0VGB4vmW+Mv9XjZKAmX6nkFjgB5QXsQMBKzo5MSuafIIHY5iVNnjHZRcIoJlCGXXX0qJhYOz/SZsoa6Cx0Z6MJaq7oYZI76vzxJ6GT8cAekSwi1ipcuhRYk+KDNIpmF/tAkT0ltQt8jFRH+Q290jR6aR0cw39/Nzc1Lly6trKz4CJ2Aj4+PX3rppf/wH/7DN37jNz7++OOHh4df+MIXvvSlLy0tLXnBpTJvR34q30qb7w4xextBh9o+bI+teVV3rdXz6TsR52/RHh2lFP+VZ8d5dL6I75DxsMUqH+BxHLrdyJXrs2SvDm0uASyM/MSsAkN3PvXUIjAo1qG/t6YeIw0A5p3LuSq6BXBilUpHSDpHXFHJhgGr70NJvQqCZ6bEZ7xPjn5bxK2ATlExiGnBe7UgoZNmNfAr1I54oQGRAneN//AiTdlSplaqUAlZRcnq3K2VrnpDpxo0cK2CF/ov4tPVn+uT+a/zy8nJCbFo91Zo5IE15/m1RR0msjdNDIwqyUjWGtVpkg+jw8sRiHbGGdoAbBUfhJlR+w6RqPpDWLmO1jd2Clq3jyVCIJucpYqO00UYo5cRZkCVFmS6odBMFRd1jTxJk6pi91m4J0uXmhVTvaZz5/qKg+/fpMjbzH74h3/4T/7JP2nS7Ziv0uSqke4MbUEi3Q/5u7aGnTrLTdwGsIT+vBOmqGrvz+VFZuvr61UaaXv5neNyFVgwJ28Hn6m0UrlWWj9QDcyk98CxObqssIywcW79eUlyUVQS+eXrMI+Wzxa9O7o1rxJaUkWiDi1/o0MuJsIwvMEC6aqoARM1liTaQHxAdUluvZgegh+jqIjPh6jzwGGgcxnicDiFPugkts9delUOW2ElLTI+j46OUpzOBcmBvAEZShI6fiU8LjWlpmK903D6Rla1RLiDAWCcVPFx8geDzK3jWTedT9R21f3V+ylj0Lewd6hYyNtC/UDMsA9POD09PTg4OD4+zuLK0htMnNlz6depUgK4o1N2Hw8wbozkFocmh4eH3u4GEJZzvnz58ic/+ckf+7Ef+4N/8A8++uijt27d2tzcvHDhwvnz5wn3symIEYicrXcB4o3P/DAdC1clwML5xZuLc4CRj5C8uNRW0fkfh4eHKysr4zju7u7iZdTtg2ZgpXxWYUlqVTWoQtmHbUX14veFQsYIyncxqA5qpxZ5VDG0aq2czdTJW58+VKR8jb7wFjFKNgzJ+ZpfUR7aCeoauA2ZU6OjK9LJpUGNQAqLACkCyGZyVGcRl/8QF6SL+NIlmgoQTPpubWdyIAArP8SRDjmOfjRRGVMeT62S7caGCuBDHpIjEovUGiWzlL1D8iMBOq5hav6Vd97wWISDbypcYcAk8FTheJZsK5WonVzlq04CJwGInU7nK9xPQ1vFqGIhSXyjSHuTjj11KWBMeKHDUfyN+NWfq6hEnqeoHsmSp65KXLlVSVE51zVOzhm/CUURuY0m6VCT+FtNfD366q8s+P5N1Ntkev2zf/bP/A+1eCwoY4hcN1c5oBYgVAn/okqf7g9oFECgjJ1b53cVPyWvQAr7J36s9N27d3d2dhC7wzCsrq7icYQoLZhES91RGCoxLRycCMrSNt0b5GIpWA0+HOIYYRV/OdIQk1RUJMFn+Guhfo7wqK09iro1kUTOY45adMy+ce6goiTRzNw/kcKvk+RS0eAKkoNC/TnWel9StIDUhgwm3rUiGQuqm030lroi2Ds0aK1VD6DhJ3huFhYWfGykYrPvalHoAIjioYx1KQbpk9ORR2n9o51agoD9FYx5iFYe/q+uOT/hE4sjaVhGv1i3HG1hdMWU5kmN0CdQ3ZWlq0ySKKqJ+QdFQXsIBzcOFV9qU5EaARD8xEMc6cI04aMqucILcvm3s+hN5Iaft0X3jqIEvmaz2f7+/k/8xE/s7++vrKw8/vjjOec7d+7cvn3bk2GqIOBOvun6JzEDzGx5eXl9fd1XmDOZzcyP8vGSbihqkP5iNSIDQxzy5R76FAnrKSAdpKig2bHL4eGhJ/Ng657GMaVOrtrvzARnaLfEFD7y2mK1FIELUBcEkASQ1XC1dJQJL5TWAk/Rr8Yvcj+61U7SAWaqRwZpTKnyFtmSxAaA3lhSlwOqX4Y4e3KUeiHkngkWz5IWr7ifIhOYGukH7/griHIoV0JjLs873APDMs1BnOJTEZHjSu9yKQjTJWLXTCJRnU7hv7xaBzkdrUmG5BiZSK6gd3Z2Dg4OxracwyJE4MrRFxZVqHJsyqSdsOW/vuxuFeuLOqKFiwfJO5pHIxS8AEjLGkCFsfFY5zI/844tQ6fXFtEq0ymf6gQRfTmMbcbTmRxJNBo8qHaCo7VSCpYPJDqOIxXeU5bMkv6Kykut5eB/rK+v21fo+s3r8/brh3/4hym49E90myERUl0VPCkZmeAbaxtOWSReW+tHAWDBDFmKBjo8UcKr4flka2trBwcHTgd+z9LSkttkevwSksWVt1M22iiJhTqEd9baCF0HTBmwJjLqTBnnEImeSZBlFee6SVoIyMDCA8QSoRV0DKenp8fHx67RUZYWuMdC1phY5yhLv9lj6Gr5dDKX4ZVoreB7yvksJo60FHqX5a2SNK8T4cm1hdfu6lOVAzX6nY4ncJ93tJonGahJUvcQYf5GPEyzqILX7AgXfAg4HxL6tYoPWO0f9mU+n/t5Ln7P8fGxgniXj+rDU7XKeg6RPg6tVsnLIlWAEeqSJjGflIlyWIYd8GIKTNP/y34p4i+lUI9bA9PQCF8DQaMcKDOXFuZsHAQ5m828fD4FhEKroVlPTk62t7fZQR+AtzNaXl5+/vnn/+2//bd//s//+QcffHBvb++NN9547bXXDg8PH3jggbW1tSwhdaUuXR8LveL0s7CwsLGxce7cueXlZfh6Fg06stQYDOJWUGVJs/m9vT0vTZnNZt4L1Z+AFaeLViQKj1TBEPKXuovRw8dp4rzAXFcECZOy1wtxQKD/VxOi/NJ5dUReJRCnut+dxw4OPN/DkwMRCEppVIsyfciytE50fXuVA4xgfBBP9xA3fhBZyHk21AREdtKGV0ByQ3jiHSSpzATzIRyQYyZgbowWBRYxSX+4/txEjaY2ZVnpFnitw64Rmx0lhqzPRErwYYd6TdRxJ0b0dYpxERFVgo37+/su0hEvKkutbYHA56m9lNk7+cZXSXKaO6OF0dY29m7isGeOJXpm+89B0q4p0COqF0wEb5pU5+sNcLFN2umYGOGQcRI3GWTPoxDOupVJzKch8rVSuKK4M+e8vLysQcVu8Flcit1GQAlfKc/3b3bkbWb/9J/+0z/5J/8kmwcdsCUu+pWZ2bAycddN/wuF2SRxDTyHAWpt9ITnKF2O4+jZBSVir05S6+vrfpIlmJhH+RRs4k3Uucyj7VESlWNn5VIjr/GmMDxn1CoxNVVjqph9amOUffBk/6H3SQWXIyKVqaqACYXIPjw8Xv4r75SkHMt7MZqxE3TjxkiPQ7HNo+mKSfONHG2MfKlrW2BURT91YDdJLw4QXiduaiTB+6INbeYSfm7SZ6sALPT3KGcTdFPmQoXwBB+GOiZ1uzu95d86qsjhz/PsOofLDrt109XoGiLyCN12VmKJHE19nT5Hl8tEO7K23ADw4tg2ZVvfYnyoqB8PPpzKkfUmKhAsCDsjNAYJhkxXLOfsKRbsqftN3dL22/b29jY3N0sp7nFHQOWcL1++/IlPfOJbv/Vbv+3bvu3JJ58spbz++uueqO2dzui9XdpoA/oGmvG37+3tlegKkuIYakwXn87S0pI721TiDVIBAoT15Bx//tHRUQeMlEprJJyQjDGL88K4LcWRe3gNFd1iGLM1SDBrNbRJu0ATHY+wBRoqeeQ2YG2BbHS5lGuU+9h6Jw/vP6h6wdqkoM6LrHKpRCyFPVVqVOPBq1qz2PyQmYrBUQ4KzW1JN4vm5kpnk9eIchA0g6iYeIkuW8rmECSMoyKlWwqkk0+t21P91dBm1qV3sSX0V52pUyfIFUJNrU6vAgPYbv9qb29vNptdvHgR+aMEaVLVrZyYWqXP4FViMH5WD66EGIDaDFUH4OuPLsvikkACQNKzOKNUeQQWmMfhVmg0BHK3gDwEmMuUgQdJ/B0oehNswNtrq31Y0hRmbRJPiv/W2yuVODHQ43ijHFJe5fTDKkpHNz195cD3feRtZvbP/tk/+/Zv//aOtaBUdTMoPKriyFSR3fGt/wGTl3ArlnDwzKUBPlkWKfKTOkjhD3E3kusz/KA0m4MiU3jmlFuUY+HbUTIZphBBx2ySTaV8iGayaN1KlNlCW6j7p4g7ygS+1PYoR78HDcSizaTDHY9yZAm45L01Ysekq6KAdR3A952A7tbKzGi9wgBQVykiGK6JlZyIglXBQEM0Ns7hWOp4nmUHeac2QQVYgGNDCTVJgUtpc0WK9DDhXaM0XS5ipCnaYy+UZbLk15oABcCiy+gcERhra/Cz+P49p5l16NxyjNlaVK0qn/Ej4ov4Jvk5diNGCDRjoRehba+vODw8RF2xj0rPJChn6Slure1aBZq4qaxWkPPy0dFRjt6dTrc7Ozt+jDweqZTSbDY7PDzc2tr60R/90SeffPLq1auPPvrowcHBO++8s7Gxsb6+fuHCBd2LhThoWnnZQo86fd64ceNLX/oSduw8mg/SWsQ1GX1FWDq2krwUE+zlFaJJEkI0bIJwcDGIPs7SrtSiZmaMDE46eac4EginV27tQ6iCXfAZKVzWFCalahNEqxxhEc9ExvrIlWKhJWjAhYPn3viOQKLwqUkHaHyQWZr/+EOSIEsocIjjn2r0bkIYQmDwLwxiAT7YTedcdXLrFJQl4UFWG+IH0Dhf4BXyqwocxN/vY2ZUqfXsKJ8mweuqR6bgu7bFPJiIHSbWWShJQyHKyyqokyQK+xh2dnZqrZcuXcLJwr7oxJkaG6HkqgvFtyncATnacw2RVpQk51AXBE73nztrk5BWBbwiHsezGph04ssTnPTnJigImkRbFWl0piKIr5QLZnLAbRbXQA1ngVPdXJq8ZUnvVtMCt73fViLfcqo4TNomTsmAmf7Kwfd95P3/v37oh37oz/7ZP1vbAvlOIxaJ7EATSrgmiHy6ZxD0GEUt1iZ4eBIFUTmV71VwmL9ib29vYWHhwoULTklOamtra9vb2+Qt8GrEVpVLv7LWze+fMLsscQBGmyJK67gqCfKrkiXJKo2SzG1nOS18ZXgX7q4sDpva+m9YEL0ByIvSqlEHQ5TZ7webDpJ5iX5l8N1OqUxB1hTJiplFWwM4PIurPkmqK3sBKNd+EYgYJgtKYNbAAkdUnqKQwnGrRKh6IovhwT3s+zz6belXqe0ypkLQWq3Mhg4S2qYCdWoawRokJIxxVUFObC6whqn5V2g+xgBFqR2i2GJoO8Xqz4tEBhwWHB8fHxwcuJtnyuMoUR+ha5cxjsGqLQQnMQlaVahUooQR8k4p+dtLKefOnSOhaGlpyV96+/btz3zmM88///wf/sN/+Pz58w8//PD+/v7bb7+9uLh4fHx8+fJlzxspUfzXcZBFSKTWurCwsL6+fu7cOa8k8YJL9rTW6q70o6Mj3y9PhsniS/btODw8dO3u1pTb4Rr3UHCs/OjrDwsTySmtD2Ie5ae+nljdCBNrreUazl2EXoo27bB5FvvfJBTOpHCLWJtz6Pvr4oUTf/RO1Swm+NUvHoXk1BeN7YFQyhrMS+1PE7t3Fl0I9f40cT3oLLJ0olBRU8O0MHGFpNYbxZNHiZJZWF+j1KAjkeZtYxOMYf4w0USpbQ+nqkqFCdEzaHKQ9CEEb5l4uzu+UOGpIsLkQit1Y8g5e4bYxYsXaxwHoU9QKrIW8Okb9S1cJSpBIVGnCvQdrhyV1VUsjTIJILC/zqpKHgxPFaJPBy2T21ZO1ioFBKn/rUkgsIaFFQchqRlgrbLwibt7YhbddSBjZQqXac4Fvj7U6kCQeDl1wU0wDwvI9H+F4Ps+8v7/rn/8j//xt3/7t1tb4GiT5idZ4ibWBo79BswvE7OV25RPTDTraRxRzvZrJNc/KRIeRcQP0YJgaWlpZWVldXXVASsuUojbJkHSjr31Bv1ETY5OBsF+3O+KEOjGbxmGCmUVlEm66VmgSf25sr0JH9YWQCBTmP4QtS/qaWMYOTKeVV6g6dVCIOrN4It4edFGushjVGtZ61FAmkBvs2gRkyMM0jG/z1dD/+wOdMJzEM2IDGv1UxaHShI0UAPiI7UHSUhlprltRGXv0ke8iwM4XFN2YKPpduwFN1QpdQC3TrwgumuDJPbUCByBYzqrkj9YCqT29I3jOB4cHLigT23iE/oDNYb0KHKaVRUDg/VMYe9ZJAtZNKdfWVlx/7rzuA9ge3vbk3dVJy0vL1+8ePHNN9/8L//lvzz++OPf/M3ffPny5cuXL7/88suvvvpqrXVlZcWDrSrW+C/Ew5RXV1fX19d3dnZWV1d9U7RpEnvkU6OowwTAZWntMp/P9/b2CKwNkWo/tCfOKJVC+bCqogRP+IFftHKA/coTD8IYuRnMwp/ZuVEUiQ6RL+e/dSoa2nQLQK0L8NPT08XFxf39fV+iIi465oVXYpRkdzAEzX8sDAwLGyDLcVFJwCjExhoqcxEhsfbqRAesjbxN0ttb+SK1ZTNsVg2rgNuweRihMmwSTJak8lVzO1XaKJUmUUPq5SkSJBkl6SiJT5q5K6ernaCkqHKginLsRoKcd5CHlN7Z2RmG4cKFC7U9ZY9nqhrKEr9Nos7SBPeDLtiLUbIfqTxJEySKLyCJ45/LbWk8BWw6r2MFnIu7jCyv4phHo8kaQSTalDkd+tFavJ358kkK2O0cBEeoaPVXu+7QdaihbVkulzNE53Tr3S71AB1VcKnFGPoHfOEf/krA933k3Vw/9EM/9Gf+zJ/RVWbpodrcdmvuEK1LOroCw8n8VxkVeYHDqYZjxmORWdyoOWxK72u2v78/m812dna8zrKU4v03PP9ylKJ+SK2I08ja1kidOFAO9/9i2mraSYmmY7PZzFNga1Rt11Bmyk6qJEwEa4msxxwdXi1YcWlpyZlZRzi9kONIQzSBf74gB4JaG2pIAp5M5HtHABYCi8Us4ioAGaToNlPDzelYgSi/CnomNUinC68e47edXjQzr4Hz2wZJJKhR4p1SOjw85IQRpDYbgRa0VpqoFGZ9AA1jZGsw5mlClLUKUjfazNw/iigfJdkDAToMw+rqqp8U4+B7DD83ElaJE5pErLNo/jmf+LwQ37VFEjkyIDtKsHCUdsimI5JSCsfy1dZYrRJZ9odoJCeHj9CX1PF3Sskp3x/ui7C3t7e9vb2xsTGLEsxaqzfqWVtbOzk5+fmf//kf//Eff/DBB69du3bz5k13e9+5c+fy5ctHR0cLcdxjaUtKTPCZf7uysnL16tV79+515lYN9TmOo5c5euTND4dXGvDLIzklmi/VWt2WcEXYlUOY1Owq+enw2AVnAT7UHvAlrhpoY8oCSDwEhcs3hd1Kw/Nor+4fsnoeXRzbKggPW7HFVSxAb6lElwmQKDaqRwNm0ZkB2vMyFQcKZeJD6YgzSekIk1Ury86C3VV84TmumTS+0B0ZpBWgPqFE9H8mLVxqKDUTme+LxonrQ3QLgeCRVMo7WexeJUtWEvANO8PgivvBXph2OjuV/MrgKoqraBxiLwi00zhFeBiGra2tWuu5c+cckiJ5TNB8bkMQWYxMFZImjj+mr4xpZhAe5Kc87nSoBSS6gEU8Yp0870brwrxGehJfKcx1OmehWGdvjeLAuraaVPndV1UlbZIAC6/QxSSVdBZNEXhvSslRBJLBH0gnotRqw47sU6slIYO1tTXtafFLv+4j7/76J//kn/y5P/fnVFIjo83MjdrUgjybOI1KlGRZq0hSIBj+LtGqydoNrgLRlMPdmX10dLS3t+cH1nCPmXmwHnCsIAOC0yfPpSW+LkI3qRKlnP7fQTIpXcpoEgVGAk8b2k4UcCkvcilAIwXensPphRfBxFufxRAv4sBgGXmLul7gvdS68OfRmVgxNHuqW5BCI+Y2kxjVheMqtWE+FTFJfDyMgZ+4HTK2kXEW0Mw8lM9hfsjfIfIcUNJJqlsggNz60XWyVZKs2OjaGk7MSJ+jZkASxMn+ZvHY5chQ9G6YJaKc7ilMcRRcjrPTdRc6+kmtXdqRgWPWLE5oxUM+TXYNNyrFuLzx6OiIiAfTh8IZjz9/lDyZEm7sWfQqYa874sFaK9FBhSRdH6cfqXPx4sXZbOYNZFJKa2trh4eHLg02Nzc//vGPv//9719bW7t69er29rY3IfW0k7W1NU+87pidZYHah2HwroKlrc0wwZELCwurq6tuGg3RUE8xwSwKjvEjeOqLP40cEhWbHZ3DHbRSqaLz3Fvh/iozoz9MkeN1rIVT7CbkAViBj3iRSRTexYLSwyCnlcFQpRQsfGV/3/dRWlt6lkvOeWVlxaIVjMqQbqg+mOPjY9ihTvAB99eJl93aCK2ugBIwgNtxD5JQ6RzCBlSZJN0N0VUW7QBPEQEoklzhK4b4MgGdKqZSi7Y7vuOBKqOsLVWHiaoowQ5211b7KNlbGxCbrkmNaAaJxWqPbW9v11rPnTuXxNxSLaNqmrfP5TRfFX1Y6YigPMmKVstEb3BOVDnZLaaKrymdsDU1QproCNwEOYJFgxxWRe6+W+xuYRKxn7IkjMzPWWR2kyZXajYrfWIsDcPAAbqIWXZTYbeJ4d3RpIn8qQLSNjY2dnd37Zd53UfeZ1z/6B/9o7/wF/4CO+0qMEuZGshSN0a3zUIcK68CDpKAFQ3EmJA1QsfJQusCtV7t8uXLGxsbY6Qr+Xk629vbuCc1ocqEYkzE1kzOR+ROBsA1SrIg6RlFUruo7SitQxcq70SbibbAhPWfcA/SGb8j2wGjKucgfHlXpyoAfxpFLeGqWZBG0fqrKqaLuplNJK9Gab32KwXyM4ksF/HisPs6fp6QpOyMbyng8xpEN1eyOLSIPNRaHY7oyiCsEfEQJEuaxD4cJikrkK5JPFFBrf+tiaodDdRQe55P7D85ODg4OTmhW1yt1TupHx0d+SzcucvPlU3YIIu4BEoL4iyRl68inr32T9ySKRFYABqWUvBuQpZVtDKCvk60PuEOH4nnijC2jjdrrVQuEhxgZ3N09HcV7nrL22t6BOzSpUuvvPLKf/pP/+m9733v2tra5cuX33zzzZOTk9u3by8vL/urlSZzOIdKhLBcHa6srDz88MNvvPHGyy+/TAKYxqZ90dyDaxHzXVhYcNFUpaYlheHngbgxyrbIAoKQSut2Ujmg9MZyjRK79waLAOgs3kFFdSqcefhpnGQOX0AtSa4qSrcK4IMIQdVOVLNovgTB+CrVSKhw3ichh5SJKq1LkqDDFFhE25kzI5aLsWU5O2IqDJmdCczlgR3mhouLWJu6MrC/54zVSJLR5yN/itTrK/OOkhwyBdkwZmkdAbxibFOSVGxWMUVM1FMVpDtdH2Rd90kS/aX/qqjXtBP/1eHh4UJ0wSeHh3mV1oxXYes3+9+IaF0BSI6ECl0E31AnPHp98hbddHhKxZGuTJLS1dQWzEB17LL/QekIhJ2jlsnVn/JaFTVXRVOrWtE1wdaiJsStOAv/d41UMb95jANZu1oFOC6Lm8mXEUzPrGsLvv3v/4e0k/vI++zrH/7Df/gX/sJfYFcULvsNqvizeBfgE+UlC4ijrtASsaShbYMAIXZm62mcg+0y3alne3v7woUL7iAchsFTvb0oCpWjURvGA4O5jFBms7Py21LAiCrdQvw2z3LxhBMVoHCjX3C1KkKkTI5G+lk8ASX6vlVpAqNLCueofNRnsoN495MoZgsDWkUPaWomglVzgZCeDLK26ddDtGT2RHwL1FXDneyjcpXvBAPxKEQAfCNN1D3jonaQM4wIiaToj1Ekv82iL4S1RlSnDtn3UdLQkwQiGYC6xvlhieYVJn2glB6gClbJK/AWFhaOjo4ODg4ck7mwJqPAZ+HTUQtBidbpn7crDTAMypE7MrAQ1qynT81/NY/yeXgHmKUjUZLWNSxh1zmyr21yJ9+aNIj0xSFPBr7b39/3VG9/VI64hLtOZ7PZ9evXP/GJTzz55JN//I//8Y2NjYcffviFF144Ojq6devW2tqag28wh3pn4RQfwNra2mOPPfbOO+9sbW0xQaWEIbIjgL85XH1sNGrs5OTEffM5cl1galwD+OGQS/ocoCdMN49ODsvLyx175vC6daGe2rZQVMpJAsqrwAhoOwnGUkPFl4usADXUnVxhq0GKENj3EtZOEqvYiVyjainykYj/KFxm1qU1CIdoz5rEeO4YR8m1mz4bAW1UAXzwgq4JP4cytXuMCRxklapoBH2CBbgBgRUpap9JF5okuYXT/dKnKc4zUbVMP7X4rxuSLhRfmZyChDcaYmMKJycnu7u7tVZqJ1jnUSpkHL5X8fFpYBaDOUlQMYlqZu7MFFyuXp4UngKfBbpPf640UyeeftZtLs0M/LcqGz22kyKSBlIfJI/fxE/BAAC7OcxaxUV46EbJIM0SN/BWtkzB/SZKJ7qACAp/nW/BINF7vH6K9Do++uWC7/vI+12vf/gP/+Ff/It/0c4qa1XpoNQzROZrB+ZSGwMtUVWjmgA5a0Gj6LBBSuwhX2dmR1o5Kq489rq2tuYRWHRVlkC/zjGJU41pQu4m9fvww6kcNMVgFuJQwBI5651rH9itVjXPhyvIEVTRSS6Xakpys/QJ1nIR04QhFWxlyU5D6QJx1PNtkimhmpJVGiVNMLX4GxycJ460HNVpSJluLhZQDGJQ4WVhzrFl/nwvc/G/vZDFfagIx9J2z02CBUF+IHUHo9zMvxCnElUOl2q3X4hvhbmKPrl5f38/57y+vu72j+dT0bhqZWUlRbqeSj1rTQIwE/uSJDeXKdeI55IX4Td4P+l5HPhCNzQFGUpRc2lfU+XS5aqR0VQFTABeGR6qIqXke7e3t6fr5vwOHPe/vdnInTt3iHH9+I//+Pve977f9tt+2+OPP769vf3iiy8eHx+fP3/+woULXkEFJRTJ/EbJuXPo0qVLq6urb7755traWhXElqMieRZXjmM1QQlQuBPt4eHhvXv3VldXWfkcoSrkj6+5v6IrxiDCNkofEh88/Qen8mSU7HylOhZzIVq5mxhaSkhMGXbjLSbebrVRs5w55Ss5a49Mh2jJhFbQpiLFJ0sZfeePZJq67KqV/L+ukvDFsg46EqZZxK+BFlBpo8SsD0nh4yfdX39bo7EgDwFwZwkLq7rUuShOhR50X3TKeLJ0qOyaitYp7NbndJve3ZZaQD/KAWcIahcguNXm8zld7QepJ2GblOQ6TFwlWVFfZHHcBGs4xImnDBgh04lfE02kMlMXPImBlMMjproPAdJ5bbj054NUcZwptGvbB8IpUAkPaplFx0ATFcayFHGiJ1G+OWpCUgSledcgXTsRUElSqohWqZGgK5lzvnDhwtbWlv3SrvvI+8td/+Af/IO//Jf/MiiEz9nOQUJ+WczTqWwq4uookpBapXodJlR5pFGVKq3vx3Hc29vb2Ng4PDw8d+4cucUrKys5Zw8uu+VH5tlc2tUxEYi+trYEPMOr9UN1QTnc529MxiqY20JCjVKsDRY3qZv29eGBnVpNcp4CwshCIpgwEpuiULW2jnD93MT76wPzMbBNeqf+i45RUV7FsC5tAjQ7W0WJ5kmeH1OGbKA0VV0KAnAA5MhUNjMPR+ScDw8PEWH6B/MCCc2iW0UJdz5br/l2STwr1ipmlcLc76NlT51iQfaIs5OTk/39fQfcqBCPYtMuU4en4hsQmaRbmYmOYVX9OQSIhwiR+9zdfnb2GaNTkImq0LhWt5j6FtZH71T952MgX98/1wIA1xCz2cyh7cnJyb17965fv15DuztfHx8fLyws+OF5tdZ33nnn3/27f3fz5s2HHnroySef3N7efumll46Oju7evXvt2jWYArKs0qODDaVZ7+7u7vr6OgwLnjCzpaWlcRw9ku68j1UMaBiGYXl52c8WOW276cNERbwbWVpBm5RbpehFwP0d+MbPDUtWufiEQZqcLMZVRetDk1WgWBXU6zs1iz6Ayu9JjgTCDWGCrXOkmHfkwbIMkXBCRhBDLeKtUMnccaJFMuEQ/a+mAo2f6BbgOcJCQ+TWFnPA7741buH7ndRFAGtYMZNYv5pe/l5Mpo5tTXyrSG/mksTBlKXvkP68CuDTP6aXagf2JYlyt4nwZI5oQF3eHDlX7hl1KxTHir4IuGnS1UcdsSn8ytxgwibEKFgrdYerlrFWcSgtKY2lSep8EjnPvx7esYmUY4LcoJubxd9EP35lkCp57SwCSNpEa2ex3JxlLJAAwMPHM0QKuPKRmhYgE3V4MU7dIFjG/zh//jyHDX/568v1i7h/mdnf/bt/185KHQHV4fUBoOOcYPMwzkp4u7sHWpv2AC/N5OCVGh6OMZIX5/O5dzrzRFj/lVc+LS8vr6ys+AG2UNhMSuaRIKpQuaxNq9K58HZPRTUzb2XIkXIW5Jtbg1VJGa05StoDOpI5qv06yKnaqe0XS2AIjlV4zUoqS3fOY9VDvrCcz6f7pWIxS2WeF2ur3aXwZUEOyeN18DbQubYWv17kyFoL7NzrOUoZir/FYRCacha9ovyHjBzV5RcqDVWKyQfZ84fPK4uT2wS1sPs6KVXD/pxxHP1MKNahlOKmo1OXk7f6m70QllyLNLkgAMhAl5RfsVmKaar4jSiqc/7teMS5fro+rCRhqzIp+PNvLdCVe1Mg75zz4uKiO7zd37m2tuZeah/Szs7OO++840aIj8RTTTzpK6XkJvfP/MzP/Jf/8l/MbH19/Zlnnjl//vyrr766ubnpTnSm7NOBrVJK9CZaXV29evXq6urq6empt8oZI3kDhTTI0Xe+LzjUlV8ccywsLNCYRaWB8iAiTqWByp/aGgDWdp2C45TCGQn7AvnVOB3W/dMq3zqwoiMp4ns2s9ls5otmEgtSKQTHsdQEsnkR1oXSktft6JiR2ykijaogagu+Ox43kbHK0apfFDB1mkKf0/1RayX7HEJ1e7VGtId8emRvEjWBZuS9qYXFPgycR0lAsN6p/HjmVSfejS9z5/RDlTNFzjfodI2Jbx7h5mR/fHy8s7Pj+LujK11qk/j2GNnVCCWLVCKC205U3MAzNU9Dx69KtkobUOcFZweLXoG8FHhgkviRJHDXbWuKTj4zaSarKKgz+BHLLAI8YmEnZDnsncf658BuxqYuEmhvSgA+Es7/9ikrXBmjUe8s6jdU+5hY1N5r7v963Ufe//fr7/29v+d/dJreRMApWgUlQB/+8ypOXz6BCDo2RhND8SaxHsbD6R5a8L6xsbG2tqbaNEkZh75UBX3H/2ObFjJGdh3c5YgkS5JxCkcjpSSsj038NJ16MxHxEH1qfQxZgnew9zCJLerfrvKL2OvdG5WrVVrN5/OjoyOvclPNlARXcbHUKpgs5BSpOCb2TJHsXn9sbd0zLF0KfF+l2p1lYYJdlyikMEjCjTFQIy/lOd1bxjY2zcblMGPYC3/7KK0bWDQkF+KJt7tiPjw83N/fPzg4cCWt7nY3Kb2Bpp9qyXE8JVJEFOIr/SxEg3AAUIdyarhYlBPhUP/J8vLybDbb39/HaaRzGcMXrpSjkML/WGjPaGA8ScpYmQhSZYjLM9dLNPL3Lmz37t3znGmL3HeHmw58/Y1vv/32j//4j//Mz/zMMAwXL178xm/8xoWFBW8yuLe3l8Tq8KXAeZYCSKWUHnrooQsXLjigR40pDsAVzf4OElOGGQ8ODhye+viVEbIYzNTn6cPR0w7dAMqd0KgCR6pkjasU8uGhVosEuItcyDckYScMs3QBVz9LiVw7k2IP3svWs0omaKCTKoq2uyfkSGt020wVk+qaJOBgFuWbfKtzgeoUyitVq8DsBBR7XaLGEcrHOq1i36pYQLN44yAXOx1V8NskVpwOTOdSJI2T0eoUzpzI9OI2/tsJZ5N8PBPNAs2YFFwi6nOcyXV0dLS9vb27u4tw7qw+XYcq4VPkWAroj35hxZSqlTuK2GZIS2hPV6+DKI7CKVFTuaHUovSQxenGgiOxTbCQ2tJKLbrgSEsE7yiZ8RbwA/qpAZ9wCqgWzmL9DlI1jgJK4UfAQq6hE7Oko5igMpUwCwsLV69e/TLU5df9bJNf0vUP/sE/+Et/6S9ZGxBEDlqL+YCG3Jylr2THw6p4uB8gqxJnyv9Ogjs7O1tbWw6qnPKGYVhdXV1dXd3b21OLFqVibd5Cas8jBMSbyJcc9dFcfo/3CdbODwwV6Q+DqcC11go30dYlKmlqrX4CSCdNuvtVoMADNdxRx8fHR0dHXltmksxtwsO5TdJNou/p+c+TESWMHClpLZpPAqSqtGVkEVS/mhhFunp0gUBMsH3+X2SxgoZB+j2nAHZ+YdKQkUKB2jxaLPvRgwj9IlaTjpY/quRB6Tory5Q4KixFkylfECoH/Ld0WHNA7xuBlHQJO46jtyAEPbMIhLPVnVZF/cAmOhF0pJ+2aFFs4NEMEjTZIAjGJAtfCZJ1yHJasolP1MRMgql1YMMwLC8vHx0d+fS9vTc2T0rJWYOMHV9AP9/eB//aa6997GMfu3DhwlNPPXX9+vVHHnnk1q1bt27dWl5eXlpa8uztGlmMDt9nceShD+PKlStPP/303bt3PS6BeTBEToX/ZIi++6McBaXc5I75GhAfMcWmJCmL9GV0nefI0p9D1kQNNUkBgNozTodwSm5ddAoEOzGSIiaDv+NU2q4PEt9Q8VjDSZEkY5uF0rdDPBZeOnoLKg2osjDB0KWUmXSDTuHm6KSo8mZH5B3DMsIqsMyz7VmiUTKY9WKbkrTc7iAjrl/3y2LPd7AStmUx2SwFiyhBE23Lapg4R1kH3dZuZfQJ3Q0mkg3ZpaKeb7M4X1kHZeEOIPKrUsp8PvdWg+4i7XQfFAJt8ArdxCS+Hha2092wRtdlgTUH++rKoyDm87lTKY1BkXVZPGgpApK65lPdCmHACykKbDqn+NDm6uiyVDk4uYbxgLk7l7MqMX5AU/6QIQKSmBPdorlu8s6tvgiD5DeygwwS9Uot/qVLl+7evWvvft33ef9Sr7//9/8+qMskFcRaq9q/hc46HmabuUcv5Yo6KfbXy++fz+feyvf27dtbW1v4UB2ura+vexgaCcXPIRT/XK1zPlH6TtEFbBYX8ujk5GRzc/PevXu4LXWQJgKRZ3YXw9NFcyY5Pj72XFuVCyCPLCY4DI8kSnE5/7i7VBl4jCyCMULnMCeYAMbTh09VXZJkmCGCEqqHUiRvmIjCoW1laiJ2SxjuC3EYahXgy+LPIim5A4KsNp5vLtomdo91EFPiMFQmzvbpnjLrLGk8DpTncTF9hLIJYCUf5jSOhTo8PDyNCwOAvto6khxZgySgF4mZWsh9FjOLsZRbE7SU4jQ2StDTlQGZ5dpQHDpkW30FyOSxMDn0FUV6FPgbsS7gVtzJTEfHD7B2Vt3d3XWfWY0saneN1ygPNbOLFy/u7u7+3M/93E/91E/t7u5eunTpiSeeuHnz5tHR0dtvv33v3j0PEDuy9zHM5WyUHJXTDz/88LVr10xcYk7kLv3cxe6fEOnGA4cerbXeu3dvZ2fHQsXCMh2WGiSdTCXnQhx4wYenp6e+kkVSrWCoQeLdndTtfKKwM+9SoKAcqt76KsiVezzhZ2iz2ggCmOiF1CY1qWQjj2uQeA5yg89LtEWCBZg4ZJwnCTZKpcraPkFyQviqk8kkIUwVFkutDgInGEZewySeRX6mSvIkCDWL3aID0AXUPZpKJ1XWKrK6D6fqVWlDKaS7h7db63lBMnTawaT4b4j48M7OjnOxrjmaa/q6IuUTOoAcNQOj9OgwUYI4YthxZygV7NzG0rHXwzBwvpv+BNcVNFki313HrKqwRtTULyhkiDwTD46psmM3lYt5l8qTLNkv+PtUMtQWn1QJr3FDjjOYSNSZRToZ3KTiRQemWu/KlSv27td95P3LuP7O3/k7JqQzSElfFrtTtTjwrrSR904tWSu8avTB0d21VgQMEet34OL9v8Zx9DxvTzi5evXquXPnqsRKcusoxQ5GLHZIa6qWkkBe5xlIXKfD8Bw/wdidsK7i5eUPE3N2HqcSItH856pWVcFwQ5ULX5GqE41zdTJL5SM7yC500o3pqKMLSYQ/LAV6QF+O0QTGBI5XUaIqLxyqpmg90b2xRNr9KLUyoxRcqnRAO+ZwP7CkgEhdyU64sL9DFEGqvwqRZ9KPjNPO2ESfFAmFrvIPDw89qwTADbSqofixgvz+UUqy4DiIkLGBI3MkzFhojhIGQ44SKG+U7pczV7c1nb7BBvAX+bfK9cQWkjgIIV24MkmOirWKAaXuW7yzs3Pv3j23GWoYjaOkFfk5OLPZ7OWXX37++edfeumlUsr169dv3Lhx+fLlra2t27dv++kPOLF8Q0FsC3Hg5fLy8s2bNy9cuKAw0UIfpzho1v8m16WbiB8B4/2/sxhCsE+duCpRk0l8yeWsUDJbaQKVeEtHckiqTvJAih3uZJs84qe2Ohuqcq+2PeaRhKrXu91Xm5xaW0ya3ObmMWBoOwk0gWHJ1eFdC3EakcpPhUT+XtyWuphVquqVOPVvpWqPFOVwK2oaiUVGkMrAJJV2DAZxMcXfqqFqeD1VUpk4p3kvi4M87Gaqb1H1pASJ2GfW/FAplnd1H7LsrLbnfCvdquocJc/Et9XEQabT7AgmtXoWBec/ZHeUevlDtyBJ2HYmna8APOy7bvF0TUxgjElIpEirPhbB3QfKPkncXoggfyD2TBLbNYcvn4dP17ZKcqBJsKtK+Y0rJp48vRbinE54WYWb+yzOvO5nm/zyrr/1t/7WX/2rf1VhN6QAxjI5J6kD1jWyphSDKgMjEXIEqflhJym4Tk9Pd3d3cX+ur6+P4zibzVZXV0spx8fHnkqrMFGVxCB9PWurt5R7kewq17ojoN3xxm1Z4kqqzPQqbadtnq+vLpERoQ4em/jyEYiqNfVdaA4Go4Ke3thjpLHmsEZYHBVzShWq1y28zhq47xZwlJaLtY2J10j2MJGweLXR+qqT1DuIELQQiIPk1TESwvTgWoihRpbIQvRdslalKY5PAiCKOKc9vuwwwhMGZtKpeogThnWaONtmcUxsioin/pzV41uV+8hx1EYNs2oWDSgUc7CGnNHjh5y7wN3f39/b2ytxLGWJPD9ohs95rI/zVI4kRMuiQuokPtYpj3k0SmfKSAB//v7+vifHr66uam5AjpYOS0tLjO0nf/InL1y4cPny5Zs3b165csWX/e233z537tz6+rq7skp45UuAUT/VyMzW1tYuXLhw6dKlW7dujdKjo4Tf17G7K35WA0tmjKR55jibzSifGNuacraVIVnbYrW2HkGYDhobIlGEzcWuKBOHonJ0iVAMIlcvFeadPFeZXNrz9qDGWTQnceIf24rbJIe9u6OBOBXYi0GmlFwSqsQAkdT2sEYuyLVIeyj2WjUL2meQ2J0SrXJ9kgh+mqizKnkyVRwK3FDCjpqKbnh8ynGdSkWkm5yHMErihEpX3bKODU3UIoPUXa7tuTM6jPQu5Z6sZ4lkJIUK/L29vV1KOXfunCY/KMHo+miFQ0ei3KnReF38ITzf1qbL68p0kMMEtKDQq3RGV/GbRAG5XJpJS0023f9ga3gvMhnLNrfVkIhufkg7FBP0MrTdb2obs0Ip19azOZOuOyZuoyRdTRk8uw/SwzrSlRmG4aGHHnrzzTdtct1H3r/s6wd/8Ac/9KEPKRNa20WySEgaioTJkZLK1SpEVLd1PKa8DZmmlI6OjnZ2dlZXV/f39722MqXkGGJra2t9fZ30SpMiYp4PhTEGBKuFB0XFLlDJMWINp7KZeY5sbrPT0H/WsncnwfUVzBdBXCdeMRMP/RBJwDVSD1UUJqlqUm2kf6sqYk/5YUppPp9zACHD0K0cJTuIH1ZJf++88iZqALFVBdmruEwpuVwm294CWPijdGuSqOFuSa2VYjUyO5FENRCDWpJJ/C4qzvQGhUeeJs4NQwTc8Y7Th57DYkq4q91JhvPA13M+ny8sLLhp51P2JfIWNIhvXdgUTVj9NgVejNO3g3ReIrB+/+bm5sHBQWktEwschuaAjDVhsaPnFKAZTKD0CUSzyHQCCp/KGbfYewsLC4eHh2+//fba2tr58+fZqYWFBcrzU0rLy8snJyeHh4f/8T/+x8cee+yP/bE/tra2du3atePj41deeeX111+/fPnyQhz5yYZm8Y961s0DDzxw69atzc3Nu3fvJvGIwyynp6ecCD2Oo+d8K6A36d+nXF8jYw3+9QVUuu3WKk2gkqJqX2QOzliQBjU20cEwLEZa9woVOMzXBE51yr77YRXTgjf6BBFcMDJcqY+CwVMompnURqvcULShpK66AyrlV4gyplZKYXhU93aUbIIdOxxsotFqrW68MVm/AVGjaeuK4Nmvbj1ZBFYMbaKCqBuSjod7mG8VWA+FKCWwkh3U1rlbq5qnFw/Xla+BX0spnnPivt4iudpsqLX1Y1VQI9JJx2bSdV6p1x+oPkEIlbl3hM23Fp0fMQhRlDWCZhYxrlLKQhzE0VFsbXU0UxijpgigUieXThn9qNZdPstF6IPBImUXEONuzaZWS87aFroQf211H6Ro4VdiMX0Bb9y48frrr3ckcT/b5P/l+shHPmJtGFSdnamNvKTWgE5twwoKk3l4R6nQHIToD1ebtdbqLdhK1MSY2cLCwtra2vr6+jAMq6urC3GCK1Q+Ss4Wr86RVNqhGSepWduXkNE6BPdsXULtFgJ6kKZCKeBFlv6jjKecZYX73zlO5RjatMXaNhj2Je0UIYsPrGH63UUQqkSaF4aBIwxX6iZqWwU0CZq8dJDwVjnLnTZGQBan7yjHmpo4FaqkOTE72Fu3Rm9ALQ1Ss1IjGcPh7CxKAHlFkvruLF7kLtdtOhKTtozu0ibzlUiRZnckweXsjq+zdiUr0T6FuSRpnmACwrAomGNKydvbw2gqsn3jfJBFcvsODg4ODg6orXSprdNkufzhfFXEFTRIKjNTUNyv9kwKG2Mu/Xex1nynIHJvzr25uen+5hy+VbKEa62z2czPrZzP5x/72Mf+x//4H3t7eznnCxcunDt3bnd394033kiCCaq0qYGAT09PL1y48Nhjj62urvoiOJxiCsrIs+jUMQ1Ml1K8QWQVBa+c6w/0Wav6HNoeTVy+3TROrZH9whtzpJNWyRIBVSC+oHCC9d2L4CAazKfWGFDgC8rs6MRa573yJs9PrQ3GIFU4A8uqZM6wVqomctvFaIjaHn9aB08ZbY5SEOhQ98VaIMtcWDSEfG5zuE2S3NxA9QrpruMEsoWnjZHAObYB5CQ6SK/pJ2lSx6z3dFNLZ8FuE83V7Xv3Inv3i90ZJSGwSjoEmXX4yHIEi0hXA1QMUjygBMnwkDO6+53i68asG+00iRCDqauc1oxi6hjZzPCSdCtmoq9N3BPWuiogFeaidgLrmaRl4RREIZrA1t3aWnDB0tKSn0swRPYIFJjDDVFF1/OViTGjWsxPOEEmzOfzGzdudPRwH3n/P17f8z3fk8XbrYyaWsRjbY2Xbp5Jpzw4s4gfwq/awu5R8oP9gnXd45Vz9mbeq6ur3hRMIVSWi5/Dn+g5FUBF8p4Zks7CkffR0RHguxPKwzA49AG9gQ94DhNUcQ8ATSHrVUDztwVjj1HLrBqU9S+te7XbC16ngg80lgIYKWRnNZDawySpoDOm9Ve+3dSKkWRZxRVXorApRaa4X9b6EU0sCoVuJlGOrvwLyW7h7mUdGG2OAhQufLrdfiExLZwoYwTKk6QJErjkBhZWEQyzYMHHcTw8PDw+Ps5R3EzOt9KwCaAZI4uUlrQ8zafPXjhdeRKOD5U6yEEOGQZXKZ5gR4YoS1AC7liGle+kPPdoUmwKMI128dvcmeRHDu3v77POvNR3ytfZ8eIXvvCFf/kv/+Uv/MIvHBwc+GGWZvbaa6/dvn2bQQ5tKqeJc+GBBx64cuXK0tISLUoQKWzBENWB2EVK557qTekqqpQEaze3+K//FstkmMSLlOxh0hrGKtajf46V6D9kH6FVSCIJoqqtP7W0aWMmCr4bGMp4EIdcjgRCXPImBgzyn89BCdPJKinCa9OaYyVOYO4geZImYI65l7BLS9tLSiGUqi1dhE6cJrFGkiAqxE4KDxTCXNdTB6DzZYI6KhNzQiEXEkbvZH+5oaOr1MJuRX7dOkxl5vQVKg2qePSreKPn8zk8UiLdkQUZ2uaMSid66RSKhJigahU+us5QrN+gMIOvSimHh4clEgK5LUkwM0tH1yqxJsaG4K0Cx2GQBeklCiMrCtcNymKhqdplzS1EKCafxlJgyZyzeyj8To88ZImuMLuOwuGmEgkqVTzf3a8effRRJYz72Sb/79eHP/zhZ599FtrCFkQ0VDHvTPKTEC4d/cGfSmf63zMtP2I98/l8e3v76tWrThAuiz0e7cEskBbCwlmOQaazAq9+UUNGZjADKJF8TFpwrdXTTkziAAvRgHaMVBxNI87hzrFJUFiFwiiZpoyzk4lVIl9F3Mwlks9Un2VJlVZmZh08FQEdBhzPbaGGSv9ObVi4KEws+06f+aMW4gQQsBdT7nSbP02tL3RbEb8Ia1ilNug0zhEkiaXW6piANA/kDpCU9WGmqHlUxUy6T/gUPKMX16PC8RLp+xC2ImmNlgC/kJ7+IhZfd19pY5TkbI1m8AqTEkOo1Mw8ScMPqFLloc9JYir7UIs4tHR4qhWsRSTwLwrJJNXEEfYsjmry0k8214/kODw8pM4VgvHXzedz15Q+nv/5P//nQw899MQTTywtLT3yyCO7u7vuNb948SKvnq5nDb/+I4884u3Aseucx2lbOYt0Gjc//HNfkMXFRTpPOwR0IqzSTsekQHYWB810SCWJfV4iqjZGbwTF0zln4khDpLvUiGgzQZPECV6k2BTUUiOptApGN7mSODWKtEiat63HfWB4EPiheihRIjB7FQBnIplhnCQxvRQ4SaczRv63Tn+IQ+mzdAJVLOWDLGJdK38xPP25DtKknRFvsSiEwBZCxczluFwlP6RuJ/PLJLygsku3pk40Be/tPofMeGk3ozOfY2dd3UtNNN0o7fMZQynF8zRc3mLZKnt2T86SJGmiX0CrJfLQSms3+j24CVB5zB1/R2mLIHHQWEBMv9gv/6pInIGtL5JGgmGgT1MSQuB3eq1jYV6KcsFKYb7kjdQ2o5L6SGonkB4qz5m7bpZbF1rSo4zAiiVpN/nII4+89tprPvL7Pu9f0fXss8/6H5CLxsWmMmgqslEV3NOxIjzWWWwmnkVtx7a9vb29vT1GR+dhGC5evOiHPyfxHCC7TSw2dQtxAwN216wWKBTxB4OMvabz4OCAVht4BGezmVrDKgXAhfpebqhiydTWEWVthT43s1Adw2iao4njQa9R8nCw4P2rHAV53oqOpUgBEdRTpd9a65JR9ZCjCYAH+pGhYxsaQ3BgUhPcH6JD2SDpT1CL+guz+FF8apx9WCS9RKlUo8P+CZDCx2whNFOb8FCkjHIWreJU1bFiJqeXVUmFGtv2L34D/U/GNokW2gbF4gv0pBEt/1fU7itQ4hxyx+IHBwcOW7uhKu845ehRTQzGPVhdEpESjHMKjl4iHsqVzMWx6SC5PT6q3d1dbyeaAq4pXzNI3+XT09OPfexjH//4x2uty8vLDz/8sJnduXNnd3d3iKOFlIlgARcm165de+SRR2ZxMvwgR964L9xT2nLOfmKOu45YJXcNkPajvAnxpIjVkiFaxSmoFyCsiN/X4T6dlOAXRTCsDB/C4NY65JASM0m9q4J4hjZTKIufVX23GgrXB+bINhwkT11JV+ebzrr8ZmTdIMk2yLcqWK3TR0hRFrljfCShTrwbEg9nwVWc8pOUkmNK7A12TYNasFISFcnzmZe+qxvDdLKos+6xOv7ppVymw9Cv6peF3d2lQwLTs0owlC+Cd3nCBT6djrVtUhBTsAOqyk1cXbEqZ1UCLtU3VMNbNM1WcheARbOULCdcorDmcbKyRUKjAl/u5G9oqUSRTxHniE9/kFQWXU8VqhYwTGkYxiT4k9sYFKw9i8p+dQBVwWAmNIajoQN1KrpVLPjfs9ns6aef9kfd93n/Sq/v/d7v/Rt/42+wnZ1syhKz6NSh/q0yRQWfvkhNT5NwpHPFOI77+/srKyve4dv5YRgGRxXXr18fx3Fzc7NM+jOoiMni7kptnkwR059Xj5Kz4T9M0iN5eXnZyz31IUmO4ehEp7Vlo6pC9HO+GqKUoUpxWBZbExjK2LrJ4nC14GTgtW4cOuz4+HgmNYK1VocIughIvVmktpuIaf2XlWR4c+nInsM3puvDBGFmhA4UlcXhatI+uYhHFjkLySXxJnb0aWanp6ecKWOiRbqcvzFqDCxCb2oDuE8rSYaoRdCGF0FRCMRRXP65TVXUO5VfZu2hDGOE3SEM/vbpwEG11pOTk5wzWVusrVpNjGeMkiCWEXcL8EI3kR3R8bDOUNEsStx8SL5uANmcs9c5uXq7d+/epUuXOiDoPx+GYWVlxXWhZ3tvb2//6I/+6I0bN37v7/29ly9fvnTp0quvvvrEE0+cO3euowcmjhC7cOHCk08+ube39/nPf75E2cPp6am75MfIdnCd5Cf1sE2+O9vb2ymltbW1u3fvZqm65kVa2QlTqMImhMKmQwBu57v6XFxcnMfJGhbBLmud2YiILGZYFs83XgO4LwmcndpgJvAOUFXbno9JgmkwmtIVNN9JjE4yd18luawF1gzMC6mV11KbAF0mwU+TdGGMh27LeBorXMIpk1rvhttjLgFmcghAieCnaysTLMvW814wWbfg+i2aQu/hk+lm8Qo+1DcyQRZKpWUS4awXv53uF4QECennrN7YVtZ22MDCepwOtSMq0KS+DgJzsqRyo9O/yASL0I2TAYfLwHrUsisKgrmKeOIVc6fU4FQ+9B9qM1aTcJxut/87REtTPoFzcSbOom6bGWXx4nmA0SKRbx791vhXWd5nQaApi6dcdxPl2JHr008//fnPf/6+z/srcH3/938/fysXKZMDHbgTRhrajDS9mXuKxGsUVykgHsdxb2/P8z7HiMCurKxcvHjxwoUL165d29jYgJiQy4wKrmN4ufUu+IUbby4FiKoznCgdfOPwUwlCVZ/ilWGSp8U0eT4W8BhZoZ2A61bPL3WxwNU1olo5KoqAjCnSqS2EkQoLd6olaQSm4wQAWeRVu1CzNo7JBVfzlfo+YVpcFP720npYUWMMskqLYnLHAccWUUKTXDcs/trGbVhAP8vd1aSOoVtblFOWAi/37yKqQGlKjQwVOkEykvtbInKKewzqSuFuZ/EVZqVwqKDPnPzcLq0RgXG/7NbW1r17946Ojjp9oPxYo0f12DZxQwL41uNlQYJ3iYw+i2GSjqJqz7VCChM9xxHoviknJyd7e3tsSmotVUfAy8vLKaWrV6+mlH7xF3/xv//3//72228vLy8/9thjOedXXnlliNMoOxJV+YPb+4EHHjCzeeTljxLXgqlncVa8u5P9Wltb29raunv3LoicK+fsg4QMdBEswC5IgrXCiTVKIM4ilWJBDpliB+FrC6wDLikRwUhityt3Z7F7c1tVhvTQgcEdfAtlqmDpxtbpERWPaQLmOrJU0M+rYRDHalnsNOhN14Qts8A32M/dIJHV+CahARULTg/OtnobS6o7rizDIE1sCZ5sAp2RA0oeuvj8RBWxzpot4Ktu73SX9S3dpcve/ZZnwqpTJevTdGk/tufJ6+u6LT7zGqKBgZIrbywRgsADpRigtlXXbh0pnWRpn3WmDy5JJqrJiZ7dmGubp2FigWSJZ/pvswBifVEWL0kNnz3JJFUkPARp0SYBzegL4tFFf7iK7iSIX21jk8AyGjC3roGOku1+tslX6vqBH/iBTnIhgPwGZRKVGmeiW73GOImmCgrpeBv1cHBwcOfOne3tbT9R0qXt+vr6uXPnhmE4d+6ce6eUATqeVCmvykBpTnMMFHYUCeI4wx8dHXnaicMsgj6OS3IbgVVxb8LYVcwDx3AcVl8lHG/iF1E5BZvB4WidHEUhqtjUUmcMoG2bdJAs4h2cSesP7gfWQAlTXMuAFQeooCwRiXPwrSIjCXLVSN90KRwLVqllMUkQ12WsUuoHUvSH+26Ct3T8/lKWcRZHf9Vo/Y6GhpaKBBaLRHW0q4lbXAAyaw8h8jc6zvPTHIfIHGCXx0jtGOVkCn844MyJcBxHKJYFUdbghymllZUVzVSpbdKRvo48q5TSfD4/ODgY40x4t0JnUkJQA684ysRVo7bKMAzLy8u+UFtbW0dHR7NIzFWeReL7CC9evLi5ufmpT33qv/23/zafz8+dO3fjxo033njj1q1bU+TBlSNrfGlp6cEHH7xy5crKyoq7n91JSROb5eVl3/EcBgO1SqOcmdKdQe2EhDVVWyuuI6o6MYY1ToJNqDkeykRQdcdu0FWKelz3ncPaWRJVXT3PpOlYbZEWG90xoGrrLMC9Y73Shn2mb1E9orJX56U6gtXD8OOlbHoS63SUPLcsyJ6nmYBvpARDUiJUKVTCyFSJB3fM53M/UVWVY/d2RUK6FJ1gR8HZBAcnQX61jf3miV+MxecG5tW9hau2eEvfyw3dvrD16ooex9EP4mBH0Bo8R6lLH6vaRy1S5Kf/XFNB1EdmkpapksSkrMKlGY424PUUPIyRguJZf4y5WyXVpK7pWF604TBxz0FgHXmYoCyL4xpA20Vc49geruJdU3QMywoQQKDRlgqHHC3RLEziLHidfz//+c/bfeT9Fbx+8Ad/ENJHSXdyylovtQn/6B6XyAR1wNGJURPAXSL4TkLYzs7Om2++6a2IPRc5pbS6unrx4sXZbAb4VhjRiYAzx5/iNEes8BqBVFUVPqkx8vaOj4/39vY8XxZvq4JsVAJw3C94hncB8Xm4MjD3q6HCYqIMOjmrbFwksDWP/husRoqI1fAuVdIqDlTopJSYkYr7MXKXBzmmroZvQPUf7F3bJB8TZh4lBgIQUduPsTlSzOEsT5M0OBzVKRx+jrbPlP5cOiqTvsVLS0veBN3E1Y2Lhay+DnkkAd86L9RSEhDmy+ipxniak+Q+alKjEoaFlJ/FyZ1MgfPkizjzTASxznSMUEyOuhyFCzWcRr6VLIJagyY4A5qHpOlKoR30WJadnR0/aJPjaUysDgv3v3/inUZfeOGFn/u5n7t165Zne5+cnHzuc5+jUERFTZJKUFc5V69effLJJ/2MTNdVbjz4UH0X6K2ppqNvxNbW1v7+vm+xZ5/D1GQiZYlTwYCspIpBX8wxalqSODIgpyFKIJKcdapMatHYBxuAb0EYSLlOocIO9Sxnigm6zeFX80W2MMjZcYiqxmHdgNTaGhsq7lQCAPQ7omIwCFulZFg4iXWBewX45WIBWddBCuaoI2SJIKoiaQBap5Gj0KXW6i8a5ADLbjFVJfEWE82oV23xEzPtxJeSuj4qSywrtxEMVSW8hQci8brt0DeaJAGy8iy4/9fBtxN5FYNK17MzZqBSa49bzlFzPJeOWJ1AQynzX/8W0TSPTkEuZjtOB78yzSLHeA+S+oXnqEbwWQ0DVqBKNyoeqCyc5eQQpI2Ssf8xm8288auurUkTJBcCpRSPIpbWf1+k1NIHsxCXbqgvPjYJu6Aa/Atf+ILffz/P+yt5/Z2/83f+yl/5K1Nx4FeKDKGxzfu0iQ2dWkta/4t8nGYuuid4Npvt7+/fvXvXj8mwwIsXLlxwHq61ut90aWkJQdlBtCwuZL9gGNigiqMF6WnSC8JE9LuXiOhPibSBlBJhLAsk6joYHydMwh9nLh1CJIlxksQw8CuHn1uXFOc041c5zjD4qtMEjEQ3xa8cHT8QmiVqQQbJgGe5qqQmIwRruBNY8LlUgZgoidJa/ygJ3Vy874g5fmVSK4mbeYxaWJbXpZWaH6ioUep1SGAYhgGXM69QxzlirgqYVvr3b/3IFQolgfssY269R7pEC3ECURFHDju+sLDgLhl3SB8eHubwkprgG0idbWINIV0C6yYwpbadW5K06VUZDSEpJzrl+9Hrs8gOd0kym83m87m38jw4OCATI0fBFjy1EAdMLi0tbW1t/ezP/uznP//5a9eu3bx588knn3zxxRcfeeSRJ5544uDggM21sExYKP/3scceu3379vHx8Z07dw4PD2tgZY8SaNaKv7eU4tnzvmgujrxvTJLsdhhTdV5qOxVYi3VMohYWJpbfvLKykqPNi3dWqZKp2S0vfKfAq0q6pyIDTBFwj7VJqFnyx5S7s6T25rZrPiRRJQRXW0DJW3zkLAXyobSJ2gxGCR5oUs6yn3WFQYHkfuhDVOilVtmNEYni+YPkwjHBFAdd4V2axakCepxwkiiQLiaP6r5SytERmshYkwTFKmhP8VYV/aVvtFb18K46sYiQlsCvTpqxJlggaoCxaN6l1wN6FoaZtdY1u1lbTVEFNCO4eEWJPCIYE1WlUg42REah0zuKKtEdCw0Iy8DjFhVWYxT/KFMjxnPE2XLb9EztCuULL44fIgUU2cLwqijH1HqpS2S6E3OziAlA0koJg0TIlbAtsBYwna33//7iL/4ivHYfeX+Fr7/9t//2d3zHdyAsVGb5DTMp2WGPlWP5RDdVGVulcCdBqEDa2tp6++233TXlw1heXvY6yy9+8YtLS0uHh4dpou2m4sNas7VDRXOpCKyCToq4K1yjHBwcOPiGRjvBYQK+U6g6+t+BclSId8torVBjVNyvWHa6caAHXRAVkRa5rTM5d4atUaTlnJxEjeWcV1ZWSHyvgSRcXlSJHiQphWQ1dIRqtauG1sGg1E18M4Ok8bBuMynmQ9g5EmXw0BvP9z/m0kwwy2lBPioSPzA1Qcks1BCptPP5HDANbWexjqpkn6eoQWR4GDaQsYXqAtnknOlkN7bVSx7m9hcdHR15y3CyUPCYMtkq7dgsjKsxcliZqc5lFl1o4IihzaaAKQY5XTxL/on/64WSvlk8f39/f2tr6/z58z5avPh0inD4Cx+tra29+OKL/+pf/aunn3765s2b73nPe27duvXyyy9fvnx5bW2NFRvaxBVWdRiGp59+2hsaHh4eOkm7WPNKAL+nhr9Z6zGcJM6fP39ycuKZ9Lj/O2JmQ926gHqTYKwhEnLcLHHXoNNSSmljY8Oit4OvgG+TilyfF74xlSFF3ApjZPOXuOBWaDK1xz2yrUxkaFNOVT4gJfzhoOcceVD8cLoOnYJIYoR3c8TuVZmWBPFwqVi2MJWLBA+nY9Apj1GUCRJSJmVg5DkkOeHV7XP8l/gypqRYW5dKFeip00liC9UJ+M6tV5K36NZ0z2QAunTcWSRa1T3BWg3FXLIcRYxjGBFRotVgrdVjRN2MVFzUODd0Hl2AmZH6+7J4KJBUZIR2TwYH19ChVXJRkoTfUxR9ugZRmmRlurd3pAjhnZ6eej0YGF2XHZIg5AhP6dOc39kRtDZbgAPbQp+aNI0ZJUoPGSvZM7Dcdo5nIm5DOm17kgnX/WyTr/z10Y9+FN/GTLoRQ39+25QOYEUnpumTVbZ66FkdzP6o09PTg4ODo6Oj27dvb21tpWhRnFJaXFy8dOnS+fPnzUzTW7P4M3QMRZJewBkqgPgXqWqtcPTRlkjz6vI4c+Q5eN8GAr5Z0r6t7VGaW5cYl4rOTuyyYqBb/UrnotylT+Bfz2TN4cL0yB0+A4ViDJuJuKcWdnWdRMO7IVIwTaK987OOVJhJe74sjtIcfghfRmLTVUwUE4OnBiL0xR/i9BP67vmwWaUqsf7atuwo4lSDpP3njr8Zeed+gDwUOjNZXj2P7ld+0X5RB4B7nobxHcFUObRSQzdMx/fCYWvXRzJHAp+OnGzmWRwFqoPpTAi1+nKbkKoz5b9ouxJOcSS4J5eTZeHrs7Ozs7Ozg2U4RAkgm77QntqzvLz8/PPP/9f/+l/NbGNj44EHHrh3797m5ubp6Wluz1kcJD0MubSxsfH0009fuXKFklaThIQUmSSebuRWqK+8d17yt8znc88LZ7PUr5YiQd8bgeu3SmOzKCCbxflcp6enbhWQvjKXPmWpxU9+sdFDG4ZS3kkCspEVuCSwxnPrZ+FvdlyZiM01wf32Za+pmO3k7dimnejDmUi3FCoVTazcUSLsShKjRAX1V4yNabJTehsTp9qSzYX+gZ7ET6YrkyQrkhclUaNMHx3Ht9OJq6CzVjt0X1mr4/RDVoYVVhY20Sbd4vAuwG5qD433I6K9oMKE/ICeJcLIFpk8SidKDKxblXbdLuK8YSvP/DJzdyFcpf4SagFhU5GVooSAABoCajbpmcP6EAzXGxhPiciA9tJluyEk1hk1zWrDmCbKenl5WXPAihQm1RbS1CiX8oIQ/9U8+k9Y6HHf0A52233k/VW6/tbf+lvoZv8E8aGYQ5kBVY2Y00ulAH90tMVj/SzJ4+PjN954Y2trq0p0xmukLl26hK6q4v7hD/yLgEskr4okle8q46ZK1BnD2zBzm3II4sACr5DeqvIxSxCWkTDa2jZMGCULs4aq7naKuQA39cmILS46SJgZCdCq2Px+FzpJgtFz6SPOUitz6uwc9pF3qxnYrNIoWeBAQBBSmtSoWQu7a0THFuJcTJST6kJrTSxdFu5B9LOnJucd5PAf+1tcpOqsMRVGqdpMbdplCkTub6de0199enpKLx3VOiYGSRZPv26rr/BCnOgG246ReIpqx2xwGmBeVdrM6/ooSbAmvFqJltss/D3WQj1UlBNGCoPEx+wd9G/fvr2zszNGDJea4BRuGLcb6ahdSvmRH/mRn//5n5/NZo8//njO+cUXX9zb22MX4PExsiDcoe5NxG7evPlN3/RN6+vrWIwWp0b7yqytrTnmdkZ2IL6zs3N8fLywsODH92DSsztK0ib5V8yliOmOCkdAOevdu3fPl6JKU7/O1oJnIe9OgJigAUQQEXn0MWyrPx/FEQ7ZzKVA1tqEVwhmCC++DhLxNZN2ijpUPukkHp8ncT3orFWbdEoEKFyi7DKFHzTL4d4zaaykBM+aqI5IYlgix9hW3NuDeLjRFLVFZsrU4yS/RTcuBRacgm99y3QFTK6Oo7vnKJuzv90Pk/hi2Z0kAN0kO1yXRbnYvVcA7m6vEQtlYt1BjYxBxXsWt5Ryik5HZ1pK0cRRdUuP0cLVpOZKlZ2J+phJf7PprsH7VeKBWWIUSAYaGCCpcCyyC8opPF8hRw14M5P6KKe9Ls+WSxdBiaGIu2QYhinstvvZJl+966Mf/eh3f/d3+35D6GoTT2EN9GHCsZ2Y8Es5TW+DdE5PT+/evbu0tHT37t3V1dX19XXvnubke3h46B6+YRgc3iF6TOzpTgN1HFJFMSBBapuxapF9WOWESzhTLxUKJuC7e1GVvLEcoXkVKyqGgNFZnNCDRPO5dPrweXeDiWfdpJAZ9cDIsVJc9LCkJZoWaU89Cx08SFFRjUxr1VJMMLUZOCq8TDpgFLHvGRsPQa0maWyCTGTv1CnSkWsWxwBwTRE8mfqjeOi53+J4HRZTIRf7lSJ5BrUERfm3Dr6HKG3UyfpzVLayJv7feRwShD4r4a4oUVg2RHSeMyPckUPQCWgya5td6JQBLkh8FdZM2ZeF6Ge319xZa/VT3Pf29vwhR0dHe3t7m5ubGxsby8vLSki8xQfsabUrKytbW1uvvvrqxz/+8Rs3bmxsbDzyyCMvvPDCZz7zmQ9+8IOem+Gl2KNUKQ2RPeIr89hjj73zzjs///M/XyXrfW1tLedMy0XfHa/xKGEpra+ve05IrdXf4iILGmCDBslzUN0Gx2HycW6Xhy84vHOQUIMyhfI7vKMCTWWs/utWzdDmerLa6H79CVqgRKegJM5vBtOxapGsX5vIf/25tagFwciTcyTymZkHHPSZVRChShKWCyjM+syjT5FJ/qRqIryqjJlVSpG/C83P24MLYNUyyU/QdUjhToZmdBlrC+MQdDzTWjWapfukLvV08XWQSgAMVZmu+2GR3CElG64U8HfWnvniqzGfz72ywu3YJFF00jxSa9358NQ4rLV6LgcjL5EiqIoyiWuPiSzEWZjuHvZkMwu/1RhJWfP2ULDagvt59C3RxeQPxKbJeT1QTrenWClVjjfxZlPYtCaJJWg6X0+0Xgo9oni9m36WPB8IwC94zWUatcILCwuUVHbXfZ/3V/H6nu/5Hqp68WRA3yZbWyduMD6cbrNNpLD/oU8ws8PDw7t37+7s7Ny9e9el7dLS0urq6srKysrKypUrV1w601fIH+JPoD0w4iC37lIkTm0va7UUI9cReh2bEjTiuMtOW4jj5RAcuIEtJC98UiT6hiuU/yLUTFy/U2VWWi/CdJD6ohSOTPe5jm0QtpTiIUKXTXPpd4vvCv2E+zy3jR18TXCCcmWJ0zF4Ey8RVgFj1gnqjJjLIJf612tkuyod+qao7LPIwSC/0yfFeZPAwSHS6dgXJGCZRCqs9RKZeI6ryOswbZrUQwszz6OBXKqKWAEGzGqg/FBFPjzCkRYGBrarbhAkmsQINNFDWfzxUGkOh83YHhFHBgt+Gtw8vuaOOA8ODhAy6j70T1ZXVzc2NhwHnz9/fmdn56d+6qc+/elPr6+vP/bYYxcuXLh169adO3csAgsmKsdlwjAMDvodmj/99NM3btwYJTF3iNO7XDd72xOmXErxnJZZ9JNxNhklYxJGGyQQjLuLfYFxaq10KV1eXl5dXc05n56ebm9ve9wpR7INJK3sn8Vw7WQCjIzTq4jNn8URi1SsLWREVkCuVcCoPie1JnRH3t0PGSprzm/RKaxkEijGxGdSCjJ9aScAO1+7ahkN5eW2IEefY4Kb9Q8QUhLTmgnyh46H/45tdl99l2xDfqg3n3kp7b3bpfsy3Y4kuXP+X8bMjErrvqliYtWIe+Q2wb2Ko8TBt+Nv1p+lGyUAW8S217f42IimDpFFVgMsDm0tAfRD2yi/AT2Oy7lzIXer7d+yMqO0hFKZSRjWJryPxB7a06nA0/6K09NTz5mB0lwF6FsACaibHF6VEn3bUGo+/pkcz6wvVV3Qff5usNvu+7y/2tf3f//3f/jDHybBN4s/r2OMqZCyd5e5JvWI/qss3jX/ZBiGvb29d955Z21tbWNjY3193X+ec7527ZozMLlcpI0CX7K4Fa3NL8xneRb5bwm/DvOCPWpk4tZayf50zqcMy8QgQe54MvTYHhlok64dLFoVP9lUjiAidYWRTaqoVCCq9nIJiDQ8OjriLTMpiD45OXF2PTo6okqsBrpSlaOuMtThEFm8OWcPUKiNZOIqtlA8/AT5ywT9Od0EocYUtTXstZuLvjIOLtkCwCIUguAzcdmqJYnhwRzHcKZm8SXM2yaDHe2hrR0CsuCz6HemJhbjMfG0WVQ4QFFqvM2lp55f4yQ84sNw+O54N0mOcqdl2ccshiufl7YElnqMIgWvVdDJEF2i3UM8xpGN/q69vb3t7e2LFy+6varvymJiLS4urq6u+gLu7e29+OKLP/VTP/X0008/+OCD733ve3/u537uZ3/2Z9/3vvfdvHnTIqzMLlB84tS7tLR05cqVZ555Zm9v7/XXX9cu3bM42NIVNs2UTk5OcHJbpCS5tvOTdGazGQ9RY4O1hcLHCLPoPbu7u94XzPtDV+ntMET9NGAoicuwExHKnspH8+jfYhFc6p7m19iW3+gTkDapNf9UjkHtJrBS2ZzR+oLM44yqjsZKNK8AkFXBuEVCVboODBtRqWheGQRBiqDuJIkJ9iIWxxIxQV7kFWlDRDIZA3DWfa6qpJAnfg2RBlPbHBIkm/9kujXK9eldwLcSA38XCbWpVsriRO+egELRG3Q1QIdAVbaMLLuU0urqqoXH151rGKvwi25uR11VfMBVTKwivbOyRAmqNGhyjeBuCNYcGoBVdYVncoqwrv8geTVJnNPIVfQC1Jsj2GitwHRewGWgw8aplCQGO0rAnGRIJs5Qux1E5uC8Z9d0VV9++eUzqciv+8j7q34999xzH/nIR5wxFFrZxA3Ah91++7dazASTwxsW0tn/S2be3t7e3bt3PdvE6XJpaWljY+PSpUt+nMfW1hal051B2Q3Jx38qx/pgQJsgWgS0jr9IaoT/yrNF0amuz2pULuozZ1GhrFJVL94yVQnUP6nKsZa1krSPYJq6KXVSOgOTJzlLFh2JT87FkwOLLFHFFMlk1EKxcbwXGVri4EyHUyyCTrNIfVg31DES72ok6rAC/gdSXlVgDpe8/pBd4KVJVKmvm9f/eSUQ6rO0Jk2JVhjqtVJKnkWhXhI4ohg9SU9DpLM6OawtCejoRClKaRiNjihXMmZ9rK3pZMVMEJISpEMf7C6V44xwJk1mfLn8E+8V6ANWw5jje1ZWVsYoQ9zf3793755/6xsBMc+jSyCaZhiG5eXlt99++/nnn3/f+963urr60EMPHRwcvPTSS6+88sq5c+cuXLjgcwRS+9MYwziOq6urjz322O7u7sHBgZ8Jb5HWklLyBko+mFrr4eHh6upqSml/f5/qAg9H+JIeHBwAl5Xecuvxgsjd1T1KrZ47FI6Pj5eXl8c28p7a07ZrQDGbXCWyYlQOINy89Q1avLRJI/zh3J1bD6sKdmhDmVFlZp2g8zIxElS0MgATc46nKQxKLf4zSZDl/tSm6Pg0ifYoNxWxHGZy9K+uiYn5hJs8CWThHjRIEjxqYmsp1/jwppPqRIeKBd0I3ZEqKri7ubt0s6AiXTp977s9R29IYr9VgaRshL6xhB1+eHhoZs5Q6lXhaR3u75SjCY1h7nZy0rnP7XwQsIsmlBRI3TNY6ruYiEM0NmWLkzjXLMQyjZLwVpiEwkapMVDt0zn+re3HMo/jIyx8Kym0dpH8xnkcnTZGxYgOQDkLVaWhzg42fBlvt1/3s01+Na4PfehDqrP5XIWFXzCeyp0sjduUN3TLS2s9Vzn8cnd3d3Nzc39/38y8vsrM1tbWLl++7AfrOLADY+mlEpDHju0RP+gem/jylV7VAwpxg3v8PA5QOLjTJIdBqbxK0LNbQDRKCoCoQSXm0oWerWVXHRsbp7szi/pUC+01l8v51vtd4KBFaGY5vMZfijTRCBq7MERJ5dgWeQBbhwjBqzBFwA3SKMovAm06mDxxEZn0lMiSGoEWHCSTfhgGXK0637m0/Wblu1QWNtpfVFuIgHrOkoozxsVgUMPMCwnu76KFjpnNooEJe0ecUSmHqQ0SeWSJ8DVC+TjR2U2T/u58pQzlT1A4UsRBZW2hEvvr5ZIa4nD8urOzs7u7q+dl5Mi38SQQdnA+ny8sLKyvr//0T//0888/v7i4uL6+/p73vOfmzZuHh4evvPKK4+Dj4+Ojo6MUJ7dVMVZ9xc6fP//MM88888wzGxsbvnTUWQ5xWAw0trKyUkq5d+/e3t7eSVy+Av406iKmWD9FqMGktomNrrV613AXdCAhdV3naA2kZKYijk8QuWxTDsvWJ675J0g8Fge4XCeGlhJ8J7tU8Pp/ie8zSOSPYlZgCs+HeFRY6a/gC501kzVJ9tVndrIdTvGlSK39qWKkSFmwii8l9VEyJXRBbHLpCuh4lEEUNumjlAetBcq6Qbov07dP/9utTGpdV9MLiZpbfzkDYEc0noAQ8DU/OjoicN1tEBKVHgn8nBf5UhBtrhHbBLwmKWgmzlMDc+MRAKDrdquQ9M/xQKn8h3Tn87m3GcVCUxHqee3suAN0XISjZHuntrknI/GldqjT7QUMS1sSmxgqujsW4iWJwcZC5S+bZPL/EcD/9Y7711fk+p7v+Z4ksCaJkWSBJBBD/pPUAt8qqtdvQKzzTJNqniTtRPwgSVK3/YFra2vnz5/3M+dqVHW4ShvbcgTEH6GuTt8o7FBPtrJ6CQ+0/opaQzKoyMRV8G2iGNCaulwqo5EjJj6hqc7wmwfJT2XYuoblLK+Y3qOsCBZEytDT2gRZMloWXH3AqgOqgAZ9KRoOaQsOyJHV6heVbSkaVvhD5nIErkmcfbqk4N0kNo8uiwvTlZWVtbW1zq2o6ASsXNoObjovfwu3zaVOn69U882jG6B2khnDfz/IRYcN3xE0B7tM8NRv8G9JDe+GiotoqqRBADhRSgQ0uGrr76xRtcl4eNHQdnscozI15+wOJMe4bFOJLvgzKfbnkCBIfWFhwaNw58+fX15e/omf+In/+B//o5ktLy8/8MADS0tLb7/99ptvvqlFIISk2PRhGLyB99WrV7/u677u+vXr3jUF5Opwf4iIea318PBwcXHx4ODg4ODA18RboO7u7vrpRWDNGqmWRZJtMK6GOByAYianTJ7jtKR9zZTv1KOmpA47Q7QqQyzOEx0k7APXcKcyjj5fVTiigOS0joSyeB9UZUxZVYlwqiBUnph4MWZxJGqRMxS7ESaxDGETimd0SLU17FU41Gh/gW3pNnBuowHzaMmsCehVoGSO80TVYcHW6JS7i8/P/FbFLH90qmR66ZOhGT5M4aHoxsBvUxgh02GbaHPdTR0nUu7k5GRvb29vb081karmFGHPTgMyDKUH/9x/nqWZkv/K+SiL7yOLbyjLaa/WZsx74llHulw1cLxj61mUf5DWoitg4YYokuBU22g2XhJrG9L7h+59qGLGMH5U0nRHumFAxtZ2XHHV/9nPfvZMmumu+8j7V+/68Ic/rHpXaVFpyy/lf7/0HpWnfucglQ14IFJKrtV2d3fffvvtvb09izYFngy6vr5+/vz58+fPe9CqU0VIN4s4V21LoBg/YM5EcOQ2DugXKq1IN1wWgb6YDIApqxkA2wwSiWbYgzT64ckqevjQ5YurUn91apF0av3fnYyGn9HBJtpiHiUyDiZMJLJFgNIxkMss5GkVh25pne6a5JdbN1iNHtv4oV2cWSBRmxShjnFuhQr3zsJBJOE/Zk+Byy6jHaLpdhSxsrBJ5nJ0NltcWmd/FoelQlsFo2yNF3FS7lMDolkYikotLty9xJB3kRidIiFBF6SIWw5K6KiaibNZNXpBJmmxzGoU8en6E7jZwpKBpLPkwTMLn76WDZXomHtwcEAq10zaIauyGaJQ0t/+1ltv/Zt/829efPFFM7ty5crGxsb+/v6rr766tbW1srJCFNjJiYk473jG/GOPPfaBD3zggQce8CGVUjyhfCGa3S4vL/u5kjVKstbX113d0u5QeQG7SBFwJxaSoM9hGFZXV0uEqj0ggA9P2RZ/uZ0FVavY6uoNmcuZBjZRzFOF3W3fmaI1i33YfQvBM7Y0cdbopJRKU5v0ksVoTBH3xz+CrKtSJpFalD+VpbWF+8g9lkiRMbAbaT+TYy5yJN0x1CxuBS5Wsojrgdv4G1Jnp1KryFSq20TPdlysl/4c+aNLrVKx2/puhDYJd3T/TYIpp/SZpG/36empnzA/xgHSiFmEbRKMofziLNbZ9oqnFUn7Dxfi2Gn1icAdqixmUSi5EAdpe/N+VRCMhDMlqsTqOwxd2xwkFQJQuF+67Mwa31OW9C32YpTeBrq/ysvcYG08yiST6pfi7fbrfp73r+r17LPPfvjDH65t76FOBCiHIyuVgUtkPJtQyVw69eRIPvEferYlys+Zx/NEV1ZWrl696vDL3Vc+JFefqmmK9DXrjIcSFU6KpGdRhcAs/CdkjiqHO9+Sv4FPxV+Bmw2pCr8hi20idjtBk8W7oy40vs1RhdYZDFnqMKp4JZOYHEU8NEgE1zQLcUKQP8QhOAniEEaNpLra5pQPUebIAEbJZvZgH5+j83zfIRIsCs1A0Pcyoxy55kmS8NgCpVVE4SyOk4QCkyR/+39Z8BTqKkeZmmcrzqN/y0KcFmmhvMdI7lQdAJsUiXswa97OPjKYWdTgp/Bz626apAlqNEBDFiVSnIt4PjBCeA4+JNcfUIVinUEyWFJ4vt3vzvOthSBJMsKHYfCuIDk8LhxWtbOzc+7cucuXL+MjV3+5Z2XMZrPV1dWjo6OlpaXd3d0XXnjhYx/72KOPPrq4uHjz5s27d++++eabDp0vXbpEy5eOrxfiCMnl5eWnnnrq4ODA22k7PXiG9+7urt/vWJ9gSw0nFt41FZUoSFYsiZ0JdwyRfrq4uOgKez6fb2xsOMqHtNRaUPEFu7ERSjBZrFA3bHKkwynnqiRE3JkIZ8CiynylFjjOIkOgewi7P0Tv0RT57imScHgsQqBTMd0coc+OTxW4IDOVtVki5U3EIEaFtRf+AhViORKf1DxQrKOMzFyqpISlFvsylypWgcqr2l462emj9CF6cT+vM0GTJs4OvX86ToWS3VcqvpTsTU5lspA83upkdXUV8mC1O3kIN6GJ1Gaz6BvIGFDuNTRat6RJyuXxnRfxj4wRCZ/NZrwuSfmWhWCE3yHdEkl0GmqziJCYFOirrWUSTkyC0fHjqIp38vPyboUW1iqOIeLSScS17t1sNvulw267j7x/9a/nnntOnd8dg+l2ngm7FcMV6SKibGyt8jCz4+Pj7e3tpaUlr7vybMvFxUU/cdpPld/a2sIVasFsQK6xrQRCULpjiYHNo4OH3+kpzkDADiKzJgQQ9eEmjuEauE1jx1n833UCu5PYrACjGrm5GslleXlLJ4zYBTfHZ3KmiQ5Yx4zSYl98fY6Pj0lnZ6fQVSqqcCQr/ytWGCIpqNsXv3kWpU6z6PMKwsjizWJTGEDnk8DQ8sWZWjX+W3wwKRC/d+gbonE1CkD3xRMG3DKE/lUH668s5ClT1rmTd6vQHATAvFTR0uEexGbi2GCRWdJBstJ5dY4kxRIpJTAdeEvTJ5iLEq1JQa1F1DK16p+lHqLDiTK+ha4tpRwcHOzv7+/v729sbDiRsA7ehMdpg4SotbW109PTra2tT3ziE7/lt/yW3/27f/fKysoTTzyxubm5ubn58ssvD8Nw4cIFzg9K0hzg+PjYndbz+Xw2mz3++OObm5t+kpcntCwtLa2vr3tKSZJGHL74HmrDKoDS2MQy6cvL5iqpuPrc2dmhmsVDZ+6cm8/n7rknMOgyZ2yPCq4TSK1AR420KigKCVMFxumLmMj0QxNBDfM6NU5FxFy6A1kAdI9xOfdRZqriS5cOgvEf6noiFsBJzk2DZB6qihnalINOCPOuDn3yIQzCW1gZFeDIQx6u00FS6ZImQcM1DPJRTmtKE1CrAlYFkT4WHkythuXfQY64Us1eJ9CcRaiB0Tty6l7KV4pHmZpFLNSPhl1fX9d86CTpeSp4nQ1BzAxVH1sFdiO4xsi6hhp1ylnO0Bmi82k3a42Jee8/xwxMdozSdj9yC4Chi19FXKPpOtqorTscusoRUcRLyInFKlI69kxR7MEAOtfMmcflfJnrPvL+Nbiee+657/zO74RWlOFL1En4nTM5Q8QvmLwLfUJkSdCnKt29vT0Pwi4vL1+/fn0YBu+H4J2JxmiEQp8TR05IQ5Ud/swq+aPUvOPhA28p2/MExQ2dK87XJEf7AsyPKuXMdpacShP0aaKhVaxjl5uoAT3zj295oEk/E/hQvzWRxdbibyosU0rz+dz7A6rgZluRU/oWFSj+ItfiihQ7G4DboAcoTaEnU1BSxPbQteUtvnQqgHzrmZEFCFa9MosO3zyTxV9aWirSY6SIc84JeJDm37rRKmT9gU4/qMBBcnnHqAdljqz50dGRSU8G5sUNrrnHyDs3SSiC2BDuXQiCktMSgSCMWx0hcNbxq4mTqbYxECV+E/iIZ8itu3v37l25cmVnZ2d9fR3ix0jgUeitq1evvvPOO1/84hf/23/7bzdu3Hj88cfn8/m1a9e+9KUvedKI/0vv0RwRJFefHnittV64cOGpp57a3NzkIJvT01Pvse0hNZNcGve1q4I3yfdN0VvD5cxM6gcU/Vg0JfB9ZzAeKQJNunnABoH1uUeXRXUtvMzeKQWq3HYi13NqqjihdcxJ8K4yoMNrhwKjlNWyFBppwZevpOIyxGW4Mr5yirsevUNLjkwPBStqorMCSI9uwKlFwyyab6L+MLWYlUflKIEYJe1Nf9stYxIgNaWHKmiYLVC3fWm9P8D3FJcJBtXN6p6sr0PhDu+SruBLPcrZRrqM3KCfdyKagSE9UovFzcwrFDc2NlJ4u6toW9xbOJ7VwumomuV1AcikCOWh9FnYFGdJ6oy0/StWovfbThFAI3Iya4udsHghRUXPLE4XeOlIERaookNdvfrTXFyQlqM7niLYpWpLdzCFY+WFF16wX+Z1H3n/2lzf933f99f/+l+fChT9r7WWHPogiXpQ5lH0k8XD528cx3FnZ8drnjyC7CyxsrJiZlRAe9am/yS3rT0ZADoyRWlFDRtU68CUUWuLI1O4zdwYMLOjoyNlgNpCWJv0vTLpfJLbnqNIWJWniDYeawEoXY25HKEVqLV4lGUk1m9i8Oh4rBXcuW07o8E4a13L/tsUfn3VLirgqrhULRxyOZoA8kaLpss6C2t1SZYAHy+CkOZxMKRGCVhMTERVSEO0U/XBeOdmqJFhqLYwwd8QodL/2KZ6J0EtVaBYljZPeZK6kAJxLi4ummRfsAu7u7sl/M3dIJNoykFOglAGZB10W7O4A1NkkONnVdbgUZ6ACyjkvSyUA7IcVZtDFB3iHPLsnf39/bffftsLXv1fk7pMzACHp/v7+wcHB4uLi2+88cb/+l//65u+6Ztu3rx5/fr1J598cmdn55133vHjtx588MFZtD8iAOXqnLTyWuv169efeuqp/f19X9KFhQUP5nphJe6lo6MjrzC5detWlpg4mw6/ZOkc3+2pmXn/Sn/sOI6eKb6yspKieaX/cXh4OItexYNUbaZwJyMo4FwGg7LPkXbV6eYUQKdI/lKVSo/uyToFle3siwIIBbv6CdLP2u6cyAcVYozTucwzDzmJEx8HsiiJc1rFmlIduTe1BalVgLKKPh0Pc/ctY9OrKDhobIqKVDZaq+aSgG+Wy+k8CT7jLWeO/90+YR261/HhKG34VS5ZmPGsiS6Iv6i0TgeVQkowKLtul/1vV9/eRFgfy22AThaKZWFezGiQQhFrM+i85IN5DdEqR3NIfI/82xKXD9ttS/RCiWDaEJH2JAf9plbjmKS8wnGdTaib6w8kE2YuvbaoBtGl6BitBtAfpYOW2o3/D7Db7iPvX8PrB37gB/7qX/2r1hK9X4gS5FfHzCamHj/J4q3BU5gEN/iR8himFy9edAaYRbev09PT/f19hy+OQRXpdnhCsZqJ5wkZSvWGChodcxFXOravygL9A1mZ2pQS/ZwXIW70CSrxXW2Ag/3vuRyNwcVoO0mBMlZYqftI9B+AS9iOEJuuyRBpyjyhRlgc2G1iI/E5viL/xHN/ub+Ek6xIGIT3EoplqGwZiGGQ1FJdYdaHb8dx9LZNvFqXC3dpEs8TawJwUYvC1wE4yz52qhEy6PwTVc5RskhqJAOYo4nPnz9/enq6urqqWY/Ml/gM8nqI1CNUlAUsrmL/QNu5jQmkSecKtcA93113XP/1uU9d5kXiBma2uLjoXfwfeeQRz4H26bseJY24BoLxOS4vL3/605/+mZ/5mfe85z3PPPPM1atXL1++vL+//8orr7jb+/LlyzPpHYZ7HmXm/3366afv3r376U9/2lPJa62Hh4fed9zFwvHxsftc19fXQRg+EvaREY5tSlUSrDOPdoqnp6e7u7v37t0rpXg2XZIO9I5l/Xgdl3idpcTuKGnx9xgJ7lMaq60dggBUnAH1MlPItQocRJgMcQgfsneUHqxqn5B4Wtvcg1FyfJUClb+0WkAd+SoqmZ0ysg/J/fG6CKwYstEkk14lp/MOTdy9K5GuKqaFZwqpnISjXcjAI3WChlUOq3bgLVAdD2GbVLaolFOmTqJYU+A8HsJj1e7iOVWy7xT987Qk6l6/VTqprcHPlD3isbGxUSYtSjz9TwWRkqJKyyGuLDEBFaTKthQadkuawtGe4rSsLElTytQsmqp1yCmJNkkhiufShhV9msXZgasoixeytA4mJX5dc5XYgIRReu8w7F9iJ5PpdR95/1peP/iDP/jX/tpfqxHfsTaKZ5Id5fdXaXCbRLsr5E2tKW9tKK2UcvfuXddAq6urnnPsARdP3trb2xvlZAoXkSXODcnSMsJaXJ6jp721jNoNA/XmpOwvWl5eznKOo18q+HSyoxSfddqitC4Wlf4siP6tHlkQqvLnVCDqFOBAdmEq1lUPoUIGSb3gt6k90WCMLiWzaCpSA76rhAI2uUGlI+9SgSEPFhYq0vijSY3U2B6doyJeff9spQ5Mg4A1kIGmrbMyzIgVVqLtWIZvTfCx3s9omR3k5H+4r5e6Ls81L5Fy6o9yfAZ5uFUG3tX9tYjtKFUozjDJo+BmRWNV0JsGdpiOBcxysMLAxjghkmzm/f19dz+b2cLCgoNv7/hRStFutcMwLC8vu5lUa/XG86urq/fu3fsf/+N/vP/977927drFixeffvrp/f39L37xi5/73OdWV1f98HnPv6yBiVUK+fOXl5cfe+yx27dvv/766+5eXV5edoOQ/o/zqLR2X7iaPc4FoAS9dLt979z3No8DPnLOfnq8UoVJ8ITnZPFNwgKjpBTD7B0FskHwI3tR5ZRWH6qHAtyLYQLjFCql1mvodxIvmktXHIaUpGH/GHmxvGKQMwX9wt+f4/Rci1RGcvxSC7gtsK+Wb2ZxfDgZoxeq4HLcnIyzSGjo+PjYzwWbSUk9Il0xZY1kNtyoQ1QpzOOUoiTYVIUDz0F2WQusTXQTS6eiXmVOnUDtKjoutaqqkw/1LEXMbztV0m10bc0AHadOkDv9t+759sZBXtllYauYqIPupbNoxJQisgrYMBG5UJQOkv2aSW8oJCEFCYMkSfpcIN0ix//5V2Bi8HoKOxDVw1w07zxNIFCWCgo3BsboIabLW8Rh122ESY0Nd/4/w267j7x/za+/+Tf/5l//63+9BopKbRcqSMclFMZuEiNb6QOQUUMvVimOwfC9e/euR5CXlpbW1tZqHK/q5VDe/Hto+98ph0wJFMiFnV3EmTeVYi64XZ66igVVlDhysvMB828SXGWt9EzSk64KXmfMHTs5THHTIkm76xSpltb200WUcKkwtTYMyt9EUXFUVwGOut0WR69b6PLUNh0bJGfOxGM6iwa3KSV0dif+kJhsGSSnMshFtvokUqu0BuktiO+hSJs8NRS7vcsSlgGgMC/UKguoj7I2FYSxJdGISvxm5oAS6DBIvaYCLz+NAuGuecO62p2y6Wgvi7tlLp161diwgFmMUE2CTg0ksXPgqSJerhwtvdUYU6SyvLx87969CxcuYIK6LQ12cS+4txy5d++eC4HPfvazP/ZjP/aBD3xgGIZLly49+OCDd+/evXv37ssvv7yxsaHnYnbCp0QZwGw2u379+nve856jo6Pbt287VS8vL9foCuzJIYuLixsbG1euXLl9+7bbQggruq9U8cPxliTxGfzB3tdliDg4SALi1Bwe7Bw4SJdajcCpQYioLJMSFISw0qTnwyTBtSoBoHAVaBhpzl/sOHcWcTHAIB1nKcnBU4NE8FNKy8vL8/l8e3tb+Si1yX6cX5glUOOvoBbIzdcUWoa3lLZqLYlTw4GgR2MQHUMkAiEWspyjxLDJgNeFLXKQpDJUFbisc+RfrtQiacibd3XrU8Xs1FWFUKtYI/rAJDE0a2VsEsynpGjthSM/T9xDTt6gzCQ429pILNvKE8qk1yHjQYkg4XWV/Iez2cy9ALrUkJC79gaJ9TGwTlFa2NLovg5ymOg1HqX8qJlLjNP53Tm3E7/KJryltm4Fa7shfe5zn7NfwXUfef/aXz/wAz/wHd/xHR2Y4FuVEVXcbElSSC2gOTZfJ6pU8JVSDg4O3nrrreXlZW+/5S69nPPGxsbu7u7GxsbJyYl3nIC4fTBeHXjmLHwY4AwTllCfCrepY2Ya7uTVWPYIhRzVTqk9VyWJ0YJwyZL4qGIlBT5zIaVhNQufjfcqnss5hQxAH8JXsKiyfQ2Pjj8ztSZT98AhWu16KRvuLmS0zwiFNJcmTRbpBINkHajCULGOOcEw+MQL0ZCeg6Sj+JPpk1gmRyPxqE6XsESaMq73++KgKtRHyJi7v9lrvmKFLTLpPXPDUx5NBLenOriScF9yaY9hm0drcJMWkIPkJFgLOqEHWKzWSpFfFgcMsnuM6mc0YsetmlLiudRq5IxRwYbnPqXkybs5/EwHBwcXL148OjpyHvf7HZqza2B6zwZx1/4nPvGJ973vfX/iT/yJWuvNmzdff/31w8PDW7durayseArpLJr1lnCjVsFVR0dHXsb95JNPHh0dbW5uOs72vJccLb3v3LkDpc1mMz/vvYQpPkjuhIqFFEVXtVY9kW5/f//4+DiF5VmivJW1pewhS4wri0sPolX6RMaWCO+kVvdXQXL+E9yxyoZQKZfKLl6BWCuRWFJbP2KR2FT33ioaxL/VwQ+SBlMD9LhLm2OVbAIuVYynSS7cGF2Q3ZepT9ClA+W4pIWY0R1ZTpvSenRmN0g+unpGU3sxAEWT3SJzp4oUnThfsQJJNKkJRFO/gOrl7jlJhHBqcXwWP05tRSXmTRIwwKbrDZ2oTwG+fYM81uTZYmon6Lb6miO3VY2a9MIaJVOxtiEvf6/3F0eWMjCnMcoeEGI5ripqt0SA3SR4y6O6dERoLEfNt8rnLAUkLhDGOE5EDQlWeGiPrFehzbr5AF5++WX7lV33kffXxPXRj370O77jO5Tx/I8UJua87WltLW5z6ECguRMEVRCPf+LdDxYXF/30eG9maWbnz5+34LFSioNvhpQiaqllRkmwCJdSfyfC0CgedJ5FM8FRyheS+OxVsFoY0Fm82oqH+LxEQzpVUan1EPgnXiU2SEIFCYi6jP78cpYLH07O4YRLkjagcr8Kzk5R81ekjjvH2ToLCwue6OkYq0jKhz4EK8jFgVvzKjIACqiusU0BZ141oF6JtASPyhVJjFuIozEde3k2qirjUfrtWKsM+HCQpG1WhlHlCCyaOLD1aTaxfJC8vM5FMPmO3giS6ezv7+ec9UxHJV002RBZBEW8npAEOMZBpzaoNhHoNbD7IBWEADIon3lN5T7vHaWdNqkR7rdObSOXGnD/5ORkf3/fW3e5OcfpD8AXFx1+zziOXoG9u7v7sY997Fu+5Vt++2//7YuLi4899tidO3cODg5efPHF1dXVp556yszch41WQ/nBlVeuXDk4ONje3j44OBjH0RsvQEhu1m5ubtJwkHyeHBkRGohI4roDcECoIAl2WaVBleiTw3oFAUqKiqRpvVfFLh2j12RpzXhWfi49Uoq0xawCi6s4g5UNCUfARM5rUAj8ohzEmlS5eBdjY3dMwikOlZShTBBqtzJeJkvTwxRIF9ep7xchpiQ5VPACPg40gkUKlkkpgq4zgy9tMQNTS+Km0eWtLfjuZsRXX+ZzFQv6CbaBnaVtawvl+W0VLckW6OtS+NG7CZ55JbHQdCmUPBwVOJs4+B4krghETi3a1mU0cX6NUtmi2nmMNGut9/CvSgSTPQGGsyl8lfxXmNnOv3Mpd8bOhOPm0b/VpKQhhdWaWx9fxwKo0UEyBk1iONyJ2Ok+98H/ymG33UfeXzvXRz/6Uc/5tkkOg2Ivv1lltxOluwlRM7AQ/OMdSBQXbm9ve9ewS5cuOfh2GHr58mXn1VKKH/KMuNQ0EpOWah2tM0hVA1l82BbxsmFS8KFqUm1N2MC10dHRkfrGCDr7q7GeWd7U+rdULuNryXF2fZHIV2fMdIytM02CCSzsY/aIefHDLIHUHMEyj+bToFc776Y2fXmIvhZMc6p3a3vcd2rNJBXx/MSlpztIcFZhUfjpux7Qzzm7xxEjhy1W+WsSK+DOGj4bXVusFy2DM9GCWQq2plRXo9RdecTNUUDtwcGB55bknKmvd1+pL3VXLWQCiKskpDJTWEC14CwaZg9xEJKCpxQ5PygMa/uHltZcdGYc46ipefScyZJuMZMzlUrkLYzj6KnebmDP2obWkJk/0J1SR0dH6+vr+/v7r7/++o/+6I8+8cQTNDn5mZ/5mXEcX3rppdXV1SeffJJN9OJs3W7f4qWlpZs3b+7u7m5vb+/u7hI0cF7zjKaFhYVz5865SeDQzfNMfB+duhBlLI5P3xnWn7O/v++xGvesLy8vl0hKAVtjpUAt0GrHziwvvlXkrVLjIEk+ylxjVGIpc8GASVACkwI0lDbnpISvGnMU7jbxf9fIcR+leDRH+TVSlNflsG9RK34nKmYq1UFXZXLYZIksIxX1rImiMb86Mcgu6HQsAD3YqEpEl3mxF/CgSglr0TmiWyUko+JbHZuKL25WWTR92lSi6gj1mexUd08SI7OclW2CAO/GqcNjyn6zuyGWl5c9OKbge4zC904/+vDcm8PFyEs4IMY4CBknEZRTBW9406EakB2Bo+LU/4sjDD8RGtlExylr1zhEM7UuD1ZVtV6REKuS4lSndGaz//EVgd12H3l/TV1/82/+TU876RhJkYe1eX6KRbJ4UKx1GTrRwzn+q4ODg7fffnshTmkGEy8vL1+7dg0c44dlpPBHMgy0iI5TqVxpnfcCthCsKoD4mwArS1Ej6wtwA9MSQjKRO+qDZIQK+/i8tA4GZAoOGAYJQOSBqnf9Q5Y9RWisiJVSIx3WMZA2EMwSbE2BrT0yoBYOUpIlLdISla3vxI3LR5XUUBQYJYV3fIyTXBztuQMyRaG6py6UyHNw53dHQrrC+i6F2gzVWtPFgbKHpLUqCDJAoLOnzF0/Z4O80Z4j7MPDQ8+79ZwEQJJ6W+dxKE+SSwmG2Q2SlgBVVMF55D2TPwNitvDZALbSxARN4QNjE0u4i9w+8ewvkM1MzqoEyN69e/fcuXNeTg1JkHPicMoLrD1QcHh4uLS09M477/zCL/zCpz/96evXr6+srDzwwAOXLl26c+fO7u7uyy+/vLa29thjj6GqMVegdjM7Pj5eWVl55plndnd3796966LGDR6TBthOV75cbk7TeDuHpa0rz/TdtzqTLmbnz5+/fPmyYwvfQWtBpMN6GiAq40Olg6SAQ2DztrGdhrA7ca0iIkUBNDO1iaMuhzmaBGbxZB2njqe2TkfewvqkFvmlKGmtkqZlcdCJ06fKYZtAfF8EALcyOI/1p2Up71brBeBeop9JFzqoE0CJg5NlmQqEIo58hIPJxdM6YrAWsFZBV7pEnS7jtypd88SDAPOqLOInqe083T2H8ahGUzLrRJx+qypPP6y1Hh0duWRzCI5vxfW76osOJ6huZYVrqJ7SJj1qfIM2TfM4tjbH2Vtra2vugKfNkSv3USp5/G+HLv4owL0OCR3KUDt8ojuooIg1T5M0KpU8Va5f1imVX/66j7y/tq6PfvSjtBq0NkdC1XAV1IJs8idoXNvJRY8fhxZrnB14+/Zt9xv5wfIeT1xZWbl27drx8THsihd5Lif9mgh3ax3DKnSqOBs6ceNPYzqoW86w9UnBhzoRkERtkbTOPYndonoIbMonQGHHl+qMJ8DKjHQXupn6v4zfk4lrxMEtDhTI4gCrgbwd9rlsssDlszjCo4ZNQreZHB475j62LbR4BSYT/qrUAmWLAChSr5TiwtF/u7i46OSBEw41k6Wsai4noaAC2V/wve6aQucS0UkW3NFSt/Jsd2dwKqf407yRggIpR2ysvDvFicCYhBo7QJmkTJlhM+UhmhwXKdcbJVmf4AxYhL9ncuwcC6XMksMzqgehs1AmhUGDHFrpzz84OLh79+6lS5coLYLFHG+ZmROVd9YfomvbZz/72Z/4iZ946qmnHnvssfPnz1+4cMFP2nrnnXdefPHFtbW1a9euua2Y2ovF9EP1nnnmmc3Nzb29vbt372Zpc+aNTRYWFra3t/3sSQ/4LC0teS6QgwMT55yJRY03wWdBR3YXd9g2SCew+DAMLvHAhUNbxIkZVuS4bGsbkqhF3QlqE0jH3kFyJbqwVclGq+JGgTJncc4IYALZq4zDEyAM332VAP4ol2NV7N4k6E2tBR1/aZ0LTL9bLpiFE2HdxMri1M/is0BepUlMn6/GiPOYHOyK9Egt1mTLFGwxtU7aw1yqHXi1PpMfljaxmyf4vErrSkhiOavQ696uoq+KauP5agNMh6cj1G+ZUW3NQkLZvp4uCZ0wdF4YnyatdXSoLKkzo7sVSjiPmPUY3SRThD74lfv78HyzsCymD5U0WqiutjHPuTTYReFmidKb1C7zr7Ik/m9dQyaruOKXe0rll7/uI++vuesHf/AH3fOdw6U0tBU/Sfx8o4QITVKfwQqum0uECBXDpZSOjo62trbMLKX0+OOPe3c/p+CNjY0HH3zw4ODg5OTEMzVzeDXGNghrIqBVolmb+lbEZ6PaCwwxRKIYjkBMWJU+TIeHqKapcrGknYyeKjyewAJ2qteHxzk7KliZ4CgVJ0ksZu+6MEqd5dhWlAIsVPJ6CuZMjsb1wTuCPzk58ZQPxyi6F/4QlLQJSlAprMpPYSvvKlHJV0rx05dQrp5AbFIXmFvPQWqrbBHKSqW6KUpOKjcJUJqgqDNNi04/JcmYdDl+dHTkzk4V4n7zwcEBwUqLcAcPBxwQjuCqUSs5SidvzVehjCGLn/vdeLmImxN82VEmzxzj6Er4zj3H4GbOrDk+Pt7Z2bl9+/bKysra2poaRajJlJIDVl+Qk5OT1dXV27dvP//887/jd/yOK1euPPDAA9/wDd9w7949Tx1ZXFx86aWXvDPSKG0WdDr+lsPDwwcffPB973vf3bt3t7a2uqbXCwsLGxsbnt/i81qQ03BXV1c9Sm5i03Ix8cXFxZ2dnb29vZSSQ2p/sklfEbivSDOlPKkpZCurnDtYJLbmoEF3h43zElWTrBJkSxIsNUQhbydA3ICBDTXnDaqrreeFt3TCP+fsabUK8Yc44YEFYUZMueOgjmeVnYdIF1ZZkVpkliSZCnk4Rm4V7MmQYBDoUCvz0GgsLxIPC5+FYsy17Y3DoqkA/DKaQglDbTmlGQV2ScCubm4n9DrDSa9Z9GjPrRNBdwf6tFakmwhJpsAfKcIIfmTH4uKit/tMbSWY8kuKxFR9o4VrAEOI96LQwQnodwtTyp/jiOL8+fPLy8u+xe5mKtHEHRZwiZEEYKgJVyUSniWHqmNAND7LzkP87c59ubWiTfTIr6SB4JnXfeT9tXh99KMf/c7v/M7cZsTm1qC31mHslxMNSAudrT+Hqlwc+znPwzB4698c2Z/OGA8++KCzxP7+fomkQAeF3Zj9RfqJKgYVIt0NFOUQkBrHEZWpU6AKR/VWifRoR7cmZgCyLwVy4r081kR5pJTcrZtbHwZKyMWBTQrbmVEJD2INPOpCgYRvBcR+4Xtz8AfaNum1N0ThOdjRcYN7x9WNWiVFcmpoJQHiQ6Qgox1L65vJkaaphhxCkLUdIi17Hkczpsi16KiiiKeN0apWswhumChRCrY60WniI+9UqV7c7JkM7lXlJ76t7hd3Z4kaRVXQnlPFwcGBWz5JwKUFbvDgaY4kV18Z1RkKoXRTaptRALqaTnzWtsvtNt2vlZWV3d1dYriuazc3N13PoWgRAha5j5x754S6srLibu8PfOADa2trDzzwwNWrVzc3N3d3d+/cueMH6zz55JN+JiJAVp+ZIxP9kUce+fqv//qdnZ1Syt7eXilleXnZ6dxPx9za2trZ2aGlprPqycnJzs7O+vq6Gvy59TvO53NqD1JKuMktDqvzn/hqpEBRmtPlNEACVQdZsniCnTfV2lQapiQjTzy7StW59YurjIJIeGYVByRgaJD0Uy7l7o5BlIxNciH4w6Q2o7Z56pBWEud3ls6P6jKs4l7RFjpKEkmii4wKAZvlVAenRlpsqazWp/EKdS50so4d6a7adiJPgpuV6TpRryzpl+Ld9C7gm1mcCbunhK2SobbO79IGeFUaDG3pJ/8miafVWr2i2hdnZWWFWF+Rk5U6PcWLMDvHqIrJrQu5iItNyd7Cy+N77Vlt1oogaMkHM49zlEpczKWIm4kFSWKYFYnmMXhdqxT2ANLAWm3OW1588cUz6edXct1H3l+j1/d93/d9+MMfBi6bCPQycf4po1pAHKKxyDVVXfq3e8XeeOONhYWFGzduuJ7zxk8Ovp1hvDuBi9QazUk0CGhi91sbctU/OicBbK+TKlH5wev4yuRQABMpk1uXrUpAE5fJIEVmJl40NEqOYzUwly1ine5HdFPER0sCCdxepT2wtUc/qEHvqTIWwgJXpU/NoUwSdOuZuPiAx6irIxndpMm3v8VRV5EeTKx/De9CZ6FBLXzi93jqrcWJ9KoS3FXJMTpZyigRvuyptTkt1nrN2ZExcgAwQqAZk5JHxDEYqPtXt9iiMc4sTiZyIzOl5AnT+hbVkayDH0uOgy23HrsaFrL6ubPEZGutTjyDZOpbaz+kcDKpPkOvKL8rbmYxfcWcJNwQ9UjF0dHR0dGRV5f6FCg85SGsubuaPBXk6Ojox37sxz74wQ/+0T/6R1dWVh555JFf+IVf8CN4dnZ2Xn31VU9LY0/RrFn8vj6897znPffu3fPIg5/l7iNZX18/f/783bt3Dw4OIFQyWBwWzKXdjYIwZzRmd/ny5RT5NkkwyijJo36NUS9ocvTjmVKUNU/teUmDFD7mcApgcpvgJ8gPolVyZYmciRTW1PDnKZQpbX8PFf7K3RBnDdMaETGLXpApug16V0GFL2liHDLyFFEvJo6IVsFbJQvFHwuk9psJcpY4jUgltkZ+APGdwOffmZyrqvJchR7D09uSuGmz+Ji7n+hDeAIfMjumls4C3yZIbgq7k+gp6EEHwLAhA2uRfWmTTnmj/gE9l8jR8rmvrq4OUi5sUTHSTdmiqt75VwczShMIWLiTCamN7vq/3qXUHz6TBvxUIFhoBIZXRTInwTMWykWlrstAl2kdlPKpzeMcOl6kpJVS+mrAbruPvL+Wr+eee+5DH/qQqpAkjhZYVNV2DeeKeolSWzBkkn6AKNzb23v77bdzzouLiw888ECNqOgwDFevXsXd4uzq7jGVSpi21oYLa1tAaRODvjMewG3I7nkca+IgyUJsqQcIuaOvqwK7EWG6CCZimrG5dWECVbkHuWCSg6j7pdJcpbCPPIcvf3FxkY6KpIAnOcASweQOWgsfEm2hxnE8OjryjhwqppMEB9MkPJclQ3qQzAfdlyoWiJIHZON+RHIATPxYpXU8qL3B7phEJLg5iQ8DpQJw99XDMLMWrOjIre0KpzurQJD9wkns3m5e7ftSwvbzBXe0qoyGgGbdSnuenHKuvtQkf0y5Q3lTO2Srtga+DJHZgi2UJISa4mzLGqEPb94HyNAUaubOvrgFCEb/z//5P3/jN37je9/73oceeujatWuf+9znlpeX9/f333zzzcuXL587d87P4lGNyLxK5LydO3fuG77hG7a3t7/whS+QQrC6unr58uWrV6/+3M/9HOTk1oIXSADOpp5mKNNfurKyAndUqYiYy2nVJbLShzixZRaNyZ2ks+T6Q5/sXY7kE1S7hRbXgE8nCqBAC/PGJi7VHBnnyIQqIFVF/RDJKlprmATu8DrNH+Bd0J6uJytZxUJg7p0oYPD+t79x1nYE0ieAoXP4NXD6TPUCC2KSYTxGIm8Wo0sFiG6TsmdHjdZeHQs7s9cJ+Oax3Jzk4vlwege+uwd2AqRbASU2vs2tL9wEuPMohnrmr/iXX+VIF4HpvMoLqeuWGNvNfnlihsf90C8EXZNESr3hLPxYw9eDBHPimc/nq6uro5QGcRYPZDDGeVIWeU1QI8SM6FbNO4sOldAnW5Bbj4mF2O8E+FcJdtt95P01fn3kIx/5ru/6LpMgIByl1NOJAByxfmeRE5t4Dl/Bh/fu3XPrcBzH69evuxXoyuzBBx9MKb3++uspJdffQ7TKL9Gg3i8TIVja7AKVFKiWQXqaFskV47/EsrnfUZ1Dz06s4EydClCVmLwdaag5G6NUbIxt4maVC/5HAKloRkSO0RdJdVsphbwFdRMOUuzvOM8z75FB6+vrLh8twrUmx5Ij+LDvU/icIBLIBtjNfjE25gvhuUC0kIN68kIVt1OW7mCqcbX4vaNS/RB6VmKGSNgXRLmJNkptipFOZ4h61irVTrzatwANcSY2qlJRqpNKYXP6NlEMCltZpIioO1M3VBnEqd1Cf5S2Ykm3Dw/QIB0YTXS/7463K/ElOjw83NzcdK8w8eVOs+qsHbOurq6enp6++OKLP/mTP/n1X//1OefHH3/885///DiOh4eHJycnGxsbDzzwwMrKCo38FGKyBbXW2Wx248aN97///dvb27du3XL7bW9v79atW08++eT6+ror7JOTE0+JUWKASLggJ5/pwcGB2xJKbCxXiTSGMXqPDnIIZQpTmVqOGsnBsBLPGdquJso4KhOyWIBKzL6wePFTa5tpdixTK2LisrND2+c7SciLeH2KI4cscHOR3MUalkMNR4Pbad2ad4ygQgyB7IME7vDGKnHIEufsVoGAGHsq8DUEOkRGkLVugiwucN0CvrXW4lWBcOalIkh1h4rH1EI3nqwvgqLqBHDr2yFjFbNpArtNEiOLuFG6wSMlTISejhOxY6IKWSVvolAjr4lw6yj1kSkstFHaA+hqVDkhuEYrEgsOmreNd0xkjo98ZWXFnXruVPLf4oFCNZvUhjF+OFrnm+Ma4tzuITIwVUap2sV4YMteeOGFdyOYX/l1H3l/rV/f+73f++EPf7hO3GMKYpQbCfGYgAavuHLyctFvrWxyGL29ve1P2NjYOHfunLOTV2U5k7zxxhslzt2wCddZuFJUFYEzVHQitf3t6L8SLTty66RU1sqRPKrthCyElP/QTXZdoqkuN5EpKh9rm4mhEeQ0iTCoTO9e1+2RhUsME+Xo6MhPNvGJ+744ELSQpyUajABlWAF3ag5yBpC1zmwLZYnYspC8ZeJqZS54B1V/+LE+mEC6F4h1vCDqd3ehptnJquH40D+fx4kzrBs3u/tE6aGz9FTlINBZFgWm3MnKeyY0rhHeAqHWyRnmqjuxdrqRW1uPBZmNkaDVKUjO1HQi4YynKV7Rv1MUR3L/IJmRjHkcR6+zdC+v0glb4OR3enrqhoSrz6Ojozt37nzmM595/fXXb9y44b/d39/f2NgYhuHVV19dX1//lm/5lrW1NS/DzRIhKWFNjZE28PTTTx8cHHzyk598++23vVmKWyxXr17NObupkCXwBed20iCLM7hEGAoWGKPqAG6FJp0+vXchGldftLy8TIo8pSN8W6TsTKWujkep2tpDwvlJllQlPmGh2GLWME1Oj1fkwfMR8rV1UXchoyz1viwsbgsoVuXhIP0fqsBE3ZRuPEr2MCkk1y1RCtCcoxgG217hO7xWBWozKiRYOgvOJsHTOrsktsQUfJtc/BDZbq1CsVYXcL9+pWs4HWdqUbu+SFcbSoDwrL1UHFl7tjSzhjWIYfrxWGPE+nQHIRXdDp4zRDkTzwf7akAJgWxinJP31a0exUKwhkkuItoBBeFZK2N79G+Wsy0Zfw73zSjNc9SBZWZfVdhtZmdXHty/vqau5557DoqpEmuGMfgvGguOdSV0enrqedtJXHFDW1WQw/N9586d1157bWtrC+XnddDXrl27du2aR3XhN3jGCd1Zgj8YRhF/mE1SCU30a4kOD6o5xrbvh9/gZdFwMuasojRFSPqJrkCRgy3MzJdrLofncfFwLA0Vixaye4xySUU/OZxqCMQhDmYnRuY3KP4rEROncpGEn9XVVdrAZTk+kPHksLtQ51pAxissjsoz8YvgRtUPfTqot4U40jKJl53PgQuzaJln4uzhad1IeI5N5K9nBTD+d5uLCZRkx+fRUJaH+x7Rc6ZGTm2Ns4eSuIXQIuw+64xPRW1R9s75zqJLgzfRc6yJF9xv9mnC44RfTE4q1dllaQOipOX52Vmcmo5onX52d3cPDw99/cfoeMiaoKtms5n3PfAPDw4OvvjFLz7//PNm9vDDDz/44IOlFO9OUEp55ZVXXnnlFe8Pw9w79JOjhng2mz311FPvfe973W7MOW9vb7/11lvLy8tDBHyqePimmCNFMrqSuu+vE9tCXINEwCBdfw4++yl4SinNZjOWEUmiAoTbcuv/huBTSD/lPnx4XS0mI4QUIQOFPgphEUfK7OqM9CcsyIVU4bEItIXos6kT7PjIIt5V2ySrM2/WRxFqOD4+pmu4/lCnk9rTf9WCRSLN42ie1MJuBIjeoMvVMdGZY9Bv7ctedeK/YDx8rqSlz2e+NjEPOmrsqCuJkPQP1QGhL02iXrv3JhHFUNcYpVzOF75ZJPzoUquCM/G1zeNYnCTJ1i7lsrje0FaIX2vFPqxnrfe6tlUTSLAqaAfYkMShpooV6W3CdypGfLRfbdht933ev16u55577ju/8zstCBfJrrgnt3GoKuDGFZuFYIL4un+d/d555x1/xWw2u3DhgitUP6nu8uXLzpCj9LJAx6NycoSlIG4UQwfHs8SzGLmnkejUalTzzOLwrSqxTv9VEqdUFpeJiSxD4KowgvFw9/p0PN8mR2Qzt56nFNWlKnyzhHTncjSuvzRLniU/0YxSNhSRMQyDowpaLNVaXTalONomy7HwvlxJMlkRfD4GEoitrc9biOMMiyRHZvE16i6z2imwha/DKIk6wIJZ9LXstqCIv03NRQuHNERSJfpvcR5bEfeJnRVKhlTQ/UnK7dHuZjaOo599iP4Y45jxoa2GZLmYWgrQXMIvWCLJZ2FhwbumVOlvqEvK39Srqa8XjTiPPiSshg+pSKamBRZMkQ0MvWFv7O3tra2teZ/Q1dVVFm2IIyFNAJxF/8pxHJeXl1988cUvfvGLR0dHly5dWltbw/zzwtMvfvGL3jiF5ly61FAakuSbv/mbj46OPv/5z+/v77tx4odcjpF4rfiMBeG/neJ0GF3CRi0RY2Fq7LgqbzJbsDlHyb4oEkywFh5VMQxS6z4o4mjEGIAqVM6kqAQtEhWBrtjuQXKylX0wqv2/xOU6tvILcMPYqlSSpRaHWasUdGD6ZGU6/1ZJTiU8f1ibA83Pk4DFEon4MCbKTvd9OjweMkj6Yif8rZX2KjG6O3WO3aVP0OekiaKZPkTHrAQ5fQv3QDa6d0DYJHYgY+s+tIkw17frovltx8fHzkceJ4cZ1SPAQ8ZI2UfjJ8nsV1ONTWQi6u3CZQ6tmhRN1lpdkMKqEJj/zTiPjo7wQZiEynWyJu0WUpiUKYB7rfUXfuEXztz6r+x1H3n/urm+7/u+7zu/8ztVkGn2gscZi8TywKzu8MChAt/6Y6HIGlFFM7t79+7i4uLa2tr6+vrKygo9ufb39y9evHh0dOReYWce7fuG8AU3jG1eionwmsoIbptHF20mNUQlnGqsJAfh6lxUDgKbVCLD/7yFwXA/UmOIyhu/Bgn7muDXJIh/lJJWgIgFsnE/qOqVFO5tVSG+v0NU47GDtEnyv5McUFcjx6NKT4McoRK6BHQaqEabuSxp6xaSy28DnyUBVTkqKVnMboVLRPrAf8xIb4bIwU+MDVk5SuqwBVRSo0LVVYoOjPyXQfqFx9fMHDqzxbNoRGWtV1LZBA2XpAy0CsDKEdDEAz1vO+aCySAq9YGl6CPuw8OeUS1o0uuDkUCxFBf6HJeWlk5PT/f29g4ODg4ODjyfhJ0a5QRpNJCvIelPn/vc51577bWbN296yXUN8/Lw8PDevXtvvPHGuXPnZtHiYxbtxmBMn5TP5cKFC9/4jd84juOnP/3plNLFixefeeaZl19++c6dOzbJW1VTkEXLkd00RqwclsEK7QiMDaLcyunZM76yRI2UZYa2EKVKf8AikRloe5RODm7MDNKUE0ICZyDieC8TT+0JnanFbYAYxqbmCsJqjB4pJlitRPgLEed5Pj5glZP6LmXJ1II8mL1IcyS9n//qD/X5qgiQAEk8EVmc+moj1Ra8JnF/dLJF2V8/VDqp7wKFz7y6h3ffTgdgk038v74rtfmN1mJ6ZZPuBn0XN0/Bdzdr/0T9CO4/qtLsMoWFX9tDbZIgE2sTyqt4AVj/YRgcMXtEDpcH+gKf+hiNxXTpLPaa9DkfM5E6tXWtrYIYJR2rSDXXMAy/OrDb7iPvX1+Xtxos4VQjPrsgp1T6ncpIKUqGbQI69eE1+pk4iL9z587q6urq6upDDz20srLibteNjY3j4+Nz587t7+8fHh6O0ZwrR3Aw58zRkoh1uI5RqaQwaY8NDijihPOHoxVyxMTn0pFK8SKin2xvXpojwVElhcMLshfwtVdpWIEEVNVY2lqlJCDb3YEpbA+c0wAsgv5IJRRSjugYHi8TN38KF+kYdX7upUA46oIQZzDBH1CIv10dA8yUgWHjIUBLHIank7LwMXepGqhkDVbwdmuhFUBHFSRqg/pFcLmbf1Pw7ROfS7PLbteqNBHrYqYlDspmkCghFrB7Y+dWsTCTTBrZ8nmNlhcm1Z8QP3prHs0cU3vINnSrflzmNcYhl8MwOJYqbYGEn2d57ty55eXl9fX1LFFgSNexoL9rcXFxY2Nje3v78PDwhRdeeOGFF55++umnnnrqkUce+cIXvrC6uppSOj09PT4+fuutt5aWlp588skrV66gySAnVsD/u7i4eP369SeffHJra+sXf/EXDw4OHn300UcfffSNN96gvR0QKkukaIhC2BJVhl7wnQLmOpHoMlZBfnDoGOfzzefzo6Mjr+lMYjth56SwzDv2NOl/gqwrEe5zEZojZRkiVCuar86kUh0Db/H/KkUNki+ng+Qqk2xy5oiAdXzvtfXzs5q6WIvnlBQZAym5rBu/9U+GSR55FRCvnIsFxZTVgQpg0lHVFpANkrmkE68tQq2CgNP/DQSzDvpeE0Gqf0P5ah3p/d1DplcKt5EKZOgEsYk2N1H39SxIDTHoZLvB8xAcJSU6fGP28G8VDQihVglW1zjCAsYZpQWKewe8OKQG1Fa/VRYnUZJuZha8kCSb0cwW4hRetVUU7ejKWCug/POv+HE5X+a6j7x/nV3PPffcd33Xd6m5Bg7ABe7Uj3ZPkjznaKkTOlOr2swODg7eeOMNf+YDDzzg58mtrKxcunTJO3oeHh76AYreG9i1kYtvV5+jJCegTSF6hZvMDpzt1zxaaNfIV/YArjdnQMQPcRiNBr9qYNPa2rgmEspf7UZFbv0ujOpM0ZklqR2PKXp0iFZos2gy48oYDDREMnSJY3KZjh8ukNp2YDXcVA4CvMLV0YYqPOAXQh+kYlKhYm3o2VUdGzRNDinh6lOqwzkBdgRV+A8VLM6ibWKtlRPLs3gZGRJafC5HCiskYrRVTkpjg/TbIkd/Z/HAdejEmzOqgIYSmIgaVJCH7xfdSFjMLD4efaPHQzEeWJ8afibUwyjZ/52OT1K8kSMlbB6tA1JKbtFhKsyiIa7nFnsv7a2trbW1NS+TAN2mMHqrpCS5ye3F1nfu3Hn++ed/5+/8nRcvXrx8+fJLL73kbX3NbGdnJ0Xjy7W1tfPnz1fBfFNW8paFN27cyDmfnJzcvn370qVLDn99Xoo4rQ3QsTVj9PtPYhEN7UmNKXA/IiJJteU8WjpwfJWCFfZ3kMRQf6OF1QQ+GKMwtAqytOiLXMOkV4oa2hpHKLCIj19BFZ9kcR/ykE5wsXrOmylcAEr5DEltPxMXAFzMDiLSi/i2a1saodJjlMwuiFn3F3qu0mGWCQK7XVrWFiirjEotvmS7+QlsaIJNu0vvOfPihk5H6NLpk9NZ4Lu03ofp6/Qt0/F3epNt4jm1jdzyKESWjocBdzOq4SBw0VGiAQDBNLYbxGyiLKDkzl3dievcuuRYWP5GyZIvDkMhIVGp7qfA5cF6smKdAaM8ZWaf+9zn3m3fvxrX/QrLX3/X937v9+aoWFJhBMqE+mFUkzoDEzbWEBLyt0SRyt7e3htvvPHGG2+89dZb+/v7/vClpaXr1697teX6+noVZOaMXcUe1UIoZSoTFw4MgGMDDkSmK/OYmdd/pJQ4IzDJ4cPKiisrK0BJH+F80nQMGQ0bZ7m4UwVuCmt7kL5XuvijHGjsGhoX1zx6eLuy113zBk9Dm3gwSNbaPKo/x3H0Kr2cs2P6nLMDVjzBHbwbpe4TrMyTkdeKZpBTmAdZXCyl9bQNUk6OogVku23maM9CPUzB+ijpMTVOUsD7pe8dI5eDxAblhRqJtopj/Fcm+sanpk3cOX+KuXdaYZTof6fC1derIj4JKPStAUlgTtAVxJliiA5FqumVidg79tH93H7iYwp7Q3UMpL63t+dFVFSd6rC9kMPpNoVt6Q28b9269eqrrz7wwANf93Vft7q66qnwrlZ3d3e9VvKtt97yrOvSNuWscpnZ6enp2tratWvXvuEbvsGx7/Xr193CJ4Knez22udo+d7ficpSE6n6p/VPD8oRsED6ee8P64D/DwZbFEaA3sPIpSi096p0CSkIkCosRj1UcAT6q7iswRyfh4UETp50/irrS3FaZp/AUWBQW4+1WRQA5pRbuq+pJgeAZamkz65BLbFmSQnyWseuBo7LXb/YZlShS8uQonY5Gk1RfQHg1sCMCWVmpY08lLXuXS4WG/rwbgLWI3ES6mlgyusjTm9MEqetDuonodnQj1L956fTOJLA7ycXrXEgeHx8fHx97FaYHWmFPajGhhyKuHJOGPOg7lzM6NqWuKvZbjTp7AjJOQl7v5AfMOeuVONAa9yIqT1ePufuoUkpf+MIX3m3fv0rXfZ/3r8vru7/7uz/0oQ8h+ot4R4a2q0ANKxO3NDIRxTxESnGVEhn/4e7u7pe+9CVnmIsXL6aU5vO5p6CU8Gnt7u7OZjPOezeJ6vpox8gGY/zK1fwBe6AznEnGaHKUo07Ln0b7ApicchBfEI/51iibY0FMRGQS8JQkqVpHWKQLntoqJuowyXFFFukZrLOj6lKKA7scXp9BErLdqsHfmcQFi8QEJFHV5zLIBRnoxJdIpZjOGt2sZo8PO0vqiMN6n9cQ6XEm0RVrG5yh3RGUVTwKPNyTkSjRm8WJev4HdY3kv+KPVwCHfWVxAgKZRUlAXokaRNWLnQj2ReaQTlyD3KOmoEZanClm0m4lSyhfqYv1yZEBZZI07Msyi9PLLUp7sRmUX/gwS9q3BcLzn/sOevMQhoHVN5/Pt7e3t7a21tfXWZxB6nohvNls5udKjuPocaGXX3751q1bpZQPfvCDP/mTP/nqq68eHx97keI4jnfv3vUkluXl5QceeICjoTv4aKL8Ll++/Oijj96+fZvWKAsLC/43S9r5F0wQ5ziObqxamLjs+xBhaO/bTQfSse1zOsQRmBsbG2yx7rsz1xityhRQKlfCKewF0iZHZbbCC+hHpRxfaQiOHXHC8JF31I50VXZWxmcMFhUISdKyVfrBcTy5Tmy/Ig371T4BdfnzvcIhtZhY5Ykyjopi/8olW42MBV2N1Dq8p3+wCCwvS90JfIur/tJgNz9Xfulu6L7tRsgwdDyI0yommbUO8hSWfxKHGquqIkKfrKPKbYcD3YLUasYqSsEv8D0DKFF3kaL5t4pNHj5IlbCaW1iAkGKJzEb0tYWsG6I7LcrLtf/S0lInu5zraSqFHmHNdV7p18Lb7dd95P3r9frIRz7yvd/7vSklEJgF+qzhpCwRcKfmSdGbtYEekxAnKMSrl9566y1vJuhNfN0H5oVW7jnb29vzUfE0MIp7xUqEZWF1v4ZI/sPJobAGhlTRyW8JFmsHMU/cVPk1m83OnTvnVruKhk7rmARt9S0IbvUQWytb9XNrS+KoXBzH8eDgwJslV8GOzBQdqauhchkN7b1fgPW5TaFh33X8U70ySihWP7TA0FU8cCkKzHP4a53wvOa1SgYhUjJF9oUKO9e4bn7MpY9KkqodT17iNIckR/sy6yRxCZCx/5yyNp8vbhVFZp3iYS/mUVyfJb2ScgKewHKBt3CrZImfoB1r5JMUid7qxsF0deIPg8w6xc+roU8Lm4c7/QzUsY25Oxk723pa5BQ6sFDDMKyvr5+cnBwcHKytre3v7z///PPvf//7b9y48d73vvf11193UOvbcXh4+Pbbby8vL6+srKyurl69elUFju4RC3h6evrwww+fnJy8+OKLb7zxxu7urssKCjl8zbXfBQwL3+FSBV+W6G6Jdi/i5+N+34ha6+HhofYLym0gqIbnbDZ7V3VZIzqnjGOS4pzbHCS17qDGElkr4FeWLsuxvlNUxBh0miYYdGxD/AjnKrCsu6AKpcAqKDCF4dFRLJZkt+NqjcBTHfrnITpZXUkTwVsnUrqbS5XkFp2RTtCE/b/M5uqS6h8qn7sbpvdXwdm1Bd/dkHQdOhVw5n7xeW4z5XSz9BXTRdBxTvnUxJ4c4rRUbw00kyZUOWd3P48RXs5RfW7Sq8SC/v3gzHkU+6aoqeBkAzbOY5vO1DzQMcko51+qQNaeRYgUE+ryff/85z//bvv+Vb3uI+9fx9d3fdd3Pffcc3hxlD9TBBDB2UptJhnV+FpM7GnudNm3ublJN+L19fVhGA4PD1dWVq5du0ad5f7+Pi5P3pjCK1kiAljF64CG84sULv2W/6qRMEjmtwebMKbHaGyXAvCR/pWj2oMFLK3DxoQt7V2yYhwNqA5O4kxiap45mgIL0ou6TtzAJgWmRUJ1nsuOBmJsfrJ3lWTcGv4wVJr7xhSEAYt1Zfy/tCvxsdEKbRYnINBwsEYNLmsyRIZPh4BzxOVr9PRQssRPjCzmNv0JzhLWZx4do7OEnv3ytoDz6ClbBYxi9UGTqkr96iAsmawAnfl8vhBHHaEXizjeoKUUZ90r9dYWl4AJ+Dkj94XNUibIlKGfKqGqEinv5Mn49jlrDMOwt7eH+edPcxLa3993/3SRlke1PezQr7W1te3t7WvXrj300EOvvPLKZz/72UceeeTbvu3bXn/99Z/92Z/193LCzptvvunZ3gsLC+fOnTMBQCxICaepI+NHHnnk4ODgM5/5zMrKyt7eng/eiZxVhWFNTFz/ikg04oviEA+wZkyNCgABAABJREFUOM+W1vXuo5rP5245cKZslhBTlTJxpWTd9A56qlhQITZKlhefVMHi8FEKZwq7DC2NbSaejlOJjY1WwuYnit1r27RRb2aO+rc+B5rkdcqYapArGU9FH2OGMblnmKTCq0nTLe90DEhaXR+ez67plNO7g9okIFVlSGqRscrkbgH1t9Nf6RLpIE2i07xOH6sTsbD99GZ9LJTGjPh8OuYzB1YkwnN0dLS0tJTaKgLXFK41xijNhJtSuGwcTtQ4YJL9LdE0wqO4KZpHOaWRWJIjZ8kvDDMfMykuSA+/TdF/+moeDv9/ve4j71/f14c//OFnn31WS81S60LmBGmQ6yDHqA5SoGOtcFT3jCtUCy5dX193frt27RpM+NZbb7lTWeUyvKraQgEHvA2/qaTGe5rCJ61jdgYr4ilMYTR72gnB9CKu91HKQUw8MUUczKXt3eayxq18hzgzOedZbQy0GlBv6md1UI56MGlQ4FAJNLCyspIi7YcB4yFYW1tbXFwk371KTSFiyETWs6oQD9uB8nM5aKHz8F4o/YyRMekIr0TqvOo8Nm7q2zPxqac2C9b9HB5tPDo6ov7Pfz5IYWURn5+qMSUVa7Oe+EP1ZY7AAjHKIsnrvNSij4pvCo6ZUbL5c3iXBymzUwUJTPGE4Lk0kcVMqpIpgTLTPSpiSKOluAf7ytcQZ7waKj7HnZ2dixcvmjSjMOkfD2GsrKw4CL548eKlS5dWV1fffPPNT37yk3/gD/yBa9eufeADH3jttdd2dnbW1tbg6729vS9+8YtLS0ueheLInpAU73KkPkY51M2bN5944olXX331zp07Pk7gsroDFCKw0adxVSnwQoDoyXaIx3n0bq8RJMF+6ORMbVFmEvjF6xikErxCSZ5ZI3dOBYgK3iQgGxnufyOUrPVlFAkcZfHvpncR7zBvzpkkHH5VW6CZJkjUxObMkWinYYfuzirxH2Vb/gsLdG/JEtVhLlxJbDnkEp93UBU504lBJLPOtNvlbuk6cWqt/EEIpHcB4jxNP08SFZy+Wk0jm8hzaw0t1KXKOl5RoyRXJz6dabcOvFd9GSmSr46OjjR24QXrWsyjCoKfex8S9COcroFQlEUS8GCRUtIp1iL+LMZm7TloLg+ZyK/CcTlf5rqPvH/dX88+++xHPvIR6vaUZJVVLEjWJNMgiXMCUzJFiy7uGcfx8PDwzTff5GZXVLXWy5cve6uT09PT27dv7+3taTk/+rK2zhWAmgIvvw0JO5Vu3VxgV89InkUvYQuZ3uVo1lq9q3HnC1EgrqJQFYMjEjCZ5qEObb4jMYQarmj/0PvAOKLq5Dg7NUTrtBJpcIgwjWwcHx/jJJhFSxmLE2G82/qZu28hQLNkUwAI/HMahOdILKFkM4tD2iEymztG5ujQlpwm8VTl1o/brTw/yXJAkiKenLPnLqNjqvTwqYLqkniOVZFwp9p+KSUHZ07zczkYiH33OdKVxbM4AL50pQQB4PVJAhkZXpEQQZYiAVhgbHPAoDSWEWVTI6ffRJtCGB3GxRQ0s8PDw+3tbYqcdK1YOkydYRjOnTvn2eFf+tKXNjY2PvGJT/z+3//7H3/88W/6pm/66Z/+aSC+j/nOnTue4uWebxSzSQRDSeL4+Hg2m928eZMnUDkNgSmYgEn9c+9NxhKlsOIQOL6P+nMfcI6Gem7repvzYRjcmkWeFLHh/VJLWNU/tJ0lsgT18gn9cEoUoSovI9wcj3ojI8y5Im0WgTvvhhT1/k7EKTuX1nmh81IxnsT/iskxi8sE3unTsAangiiJeaNv1JHUiU9dB6bcYS2yZ4vPfLuyf/ehLqYO5t1u4ENm1BkY3U/gNZV7nV2XxJVg4kdQStOfpxYi60N4KT5pNXJS6yCYTjNNPAj6itz2NjGxpjCcSOaeRYOHHHmY+/v7a2trxDbncaSuCRMphSRxotlZ4tHCyw7xW1jdBJOdrX7V+na/23Ufef9GuD70oQ996EMfIrWuEzQIWaBSFgdSCgNxHv28kDgm7O3W7e3btx1KXrhwwUuXzOzChQs3btwAsnippYlQUIRdpblHkTgpXpMq4NuE//nEf+XQ3x1dDo86/NrBFyByztkhVBJ/s6pSkyBsjfwKfwL+MyDXysqKSQkp4sbEB8Oyo5+sPdegijuhShNu90jN4jwd0F4K4OXBPl8KhJGbIiYCl5c6QPSJJHEUUd3oYXq1K1ilIm1W+a2Pn7waqCuHVxt8qZaJav0aHv0OM6nKydJuglH5HDsjimseB0B0SgVtNLSnRfqdJS40hztTU0B59+iYGQdu56h440U+SF9DJ495e0xpDkemkxDG4cLCQld/if6Ao1UZl0gEYlmckbNcTnKOsFO42P1R+/v7t2/f9j4A8KnTm3JTzplMmzt37pRSPvOZz/zv//2/v/mbv/mJJ5546qmnXnrppbfeestLcodI8N3a2nrppZdWV1cXFxcvXLgwk/bM/rrj42OXJL50S0tLjz322Hve854vfelLPuAq1myn6QFDwzD4+J2kc86rq6sejvOIhNIklVtodwSUs9LKyor/qzipk2CKh3RPkyBvZJpKFdAAwmFoawbsLAA6yGnYJI91olvXtgpSBKiVSfKS/0two0jjRV8la5E3K68DK+01k1PPeBEQc4xWs0qxjJO1HaOYPkVOQgqnidOJjkofUltzGr4u4gPOk6jFVLmwsB276Xu7h3S/UoqdfouISGKTmABW5sK8SLE7c7RVTPFuFrwLRlZZkcQ91D2zW6JBMrW61UhiaXQTGdtyfwstmSPx+vj42LO0LSouivQ3y+LSKuFB8A85kFu5O0ViJwQznV0KT8evOey2+8j7N8z1kY985Nlnnx3bREB4wz90Waa5jCrBIfHaunD8cobZ3d197bXXSilUPDhjX7582Wu25vP5nTt33InV/dzOErW1dSqowmAWfMINJu1sk5ywTU8AWJ3jIVJ4lfxD90AP0qxAXwH0J86bw1loET7LkWDKBPFLMTWAMuLAb65STYUbQM0edM8YTYvZIHBzinziWTQ39DQGh+CADGSTu6YAYWDHKhGPKjm4oBzcfiUSuxGsek6kguBBjivKbdyDnnGug3laFahRJ8ahEoZvWVeCk6XZtjrjdUeSgO8qPvgSbTTZxyEyQFKgrhw+YM+EsWjVPJvNtKu6BY4n7X4WTQ9T2zh/iB4yNZKsCM4AtpQTGZ7+DV3N5czXKkFeFgd8ZnEcrDf2vnz58rlz5/BalTbRwqJVue/UbDa7dOnSnTt3PvWpT33wgx/8Pb/n93zgAx948803/fh39siNtzfeeMOpcRiGjY0N14tq8FgYiinCDleuXPEAArg5ieHKXjP3El2AyPOGGXOctDVKf0DVwalNMCMqNZcDsHgjlqe1lZeKSJgXws0EqRQpQYbU2V/+gGGRnJo4VwW6mXThnKJqpXnMsCronL9dnjhDzaNYn5VMrZuAiWCYOeMjBnV5rb0gD3YTns3hMRklswhxpwvSaSUlJD5BhOp2qCDqFEr3NH6ls1BJojPqfqVPLpIdpONPLayvLTqsAr5r+CaUdPU2iAH12i0U4ouqGzU7s3Tf6t6uorJEfCO/i399ukoqe3mRF+gzqpTS2trayspKjqwnFDHOCOYL76AuUxixOpgkSKaedYKHmX0twG67j7x/I13PPvvsd3/3d0/5MMVxG8Sb4HnUEqrIJoKb5+doifD6668vLi4+/vjjGxsbeGSvXLkC+L537x5OR/+taiZ80lO5aaKlYBtVJ7WNfg7SchjANEQDDSCymbk1jCBw7Y7GylIYRFBMnazKuggORxhD5LBa23d8lEOOOimP7gEEW2Q/gzlyOLq6SPcsjo1M4bTw7PMaiROq23ip4jPGBqB3SnBwxtEhgGkfnj/cZSL7qNoXkpu3TUtYYQ2yo25r6/NGXOY4XlvJmCWay8mpfJtagKsgg9UzARMm/nVIDmnuS+SJJSSfeLSEjBflFChZcd7YFvSoTtI99cUZJS0KD5DSjIKnHCWnJUoqfVRac+mGVo2q3DTxeft2uyFXpWu7phH7IjhSNzM/Tuunf/qnH3300SeeeOLGjRu///f//s3NzZdffnlvb29tbU2Lrl599VXs89XVVa+RUE5PcUB6rfXChQs55+Xl5d3dXawyXUnITE8J8B7DbFaRZDDfUJU2IAx2rYpt4wknvuO6TUgMk3iXSaPl7pmd1ocpsKn8pd5tCVO5Co7nmXQpVm6qckHekIdSGhKjStedjiARDvWsQ2ThDtUavJqppShh7zixI3gM8iqmC+wztN30k9j80Al+ge63KpkZHgsCoM/vcqCvtVBSeZMF73Y5CUKtLQzVt3c7wm1QQvdkblNdzDi7ASvJnQm+U0TSXLwnqWL0exgDZNlNTVejtjaADt4vNWV1RkW8ORiNvokLCwve1hPJaWJSJnGpUE95JgswGP2cRYZyfjVPqfzy133k/Rvq+p7v+Z5nn33WxEZE9DjIQGYpcIFhlN9UpiTJTCilHBwcvPbaa8MwPPLIIw6+XVtfvXrVpecwDJubm3M5HtkElfrza1uqby3fMh6ekATd4lBXVkS3qef75OTES0DGtkUX6eAq6JP4hzolp0uRonUjq6cKFWGhb7SJGVPi8lVF+xIpw89E0rYvrAmkwEtUI+PZBzBKdh1L4Vko7Lu/3R/iQ3LMPZMzLH3ALhZnbZ9B7A02BaFZJn41FDykhVVWw8NhUslq0odVpSdL12EjXd7cZhyZxFuUkpUMVOswEt7SOYPVNPIGkSZOQUgRBlQSxdC1QNLc77n7biHPpTWKMxfkhCmoDJLCCKwt4JvNZqSk57BkWDEH34eHhwcHB0Ocz9LZ3tgwjqtWVlZ8eNvb2x//+Mff+973/pE/8kceeuihP/SH/tAnP/nJF154YXt72zsVeqzJzBx8P/PMM9euXfOCYKCtP9YBwf7+vp8ScOXKlb29PbZScUwKeOd/u4vaj/aYz+dra2ueeaUGfw5ngaIB1lbljxtUjrwxD0obsEJ4zqSTGrsAHTJga+ER3gF4HGCtIEzBBK7uKb6Hu1ML9VSiWoAY2keUqMRIgWWZplf9Ak95hbIwXxVJlutUBqNCwCLZaCc6SPmEcrHG+hTkIToUOmdJoUEowSPIJRZwitS5piuv8p+vlHPPVJS6aN1G6J35rHpTRpJaa4rfVkGWKs2YoILvFK4TXCq6ZUUKl8HiU/Cta6tUAR914sLOcsB3Rm8Nl5OZufHp+iVHppNSxSBHjFHRlCM8WFuordvNKukS/Rp2Mple95H3b7Tr2WefdfCNiK8RNba2UfFUTKsQ6S5nXZeMJycnW1tbX/ziF3PON27cWF1ddeW0vLz88MMPu+rF8w17d8JiFmfdm6iWFG7seTTHfbcRqqeZ4DiigcQDT7T1lmEmPkKeYO0hahbmeIlDaoCSmDEWUXIdhuvj2oJvE93jFzJXRZVXiHoHNCSgQmdS/fAJgUf9UkE/m8380G9wHmAux/EHOUKZ/hx8nByjjS/fn+MVbKMkzvpXKVJcrNVSql2K+Gj1tjPNG8R0FWyBY16frO+CzsEHM+n9l8RCUCJ0nUTQP0+akyhl6ht9Gf1U17W1NfZCyVtVPlpKyVUJO4dz3YnBzJaWlsDfEJImmVQJxw9yEA+/KnGcW2f+6fB2d3d3dnYuXbrk+6uMA7WM0Q3X0b+DxaWlpc3NzR/5kR95/PHH3//+9z/99NOLi4tra2v/5//8n7t37zoRur7f399/6aWXfJAXLlxwRO4KtUa4xrlsHMcrV66YmSdb58gHBTDBpG6Lggj90ETA2VxKXd32IGnK0/RzhAuUnMzMH7K/v+/rz6ZDhNBGloQik/AdhD1FADA7Y6MzMXEtFchFinH9In6iUkjfC1FBoiwdc2RnlTUslAWp1Qy+iFeCJ0N7NbpJMrspX0NvSQwnv+ZtI4sSnlGIGek0RpdJC4c3nM4IsbhUsCONTS4Fl7qefMu/0+lrJHM6325H+K++JYvZzMOrgOlOWHWP1V/pgOsEfOv6IzEUfFeRw1VUj46nSu7NVMrBI9CVUrveUKTYQC1YXUacRypRddbQAyUKUF2HAaArpPfXFOy2+8j7N+T17LPPPvfcc9Y6BuAHeMkkMqgCIrX2rrWwG2137949Z+AHH3xwY2PDj89w9eB+plLK1tYWYW4VLllyeWESno/3zkQb1RZtm1TZD3IGJ2rMK65KKd76wJPMcs6c9Zha30wOxyqJrVVwEkJqHpVqVSCd66EUvnB/kSqkIlndCMcsRUv4w1S7ZHFnkgdCdJ51KJIvZOEoXV9fNzPv0mBRApjFr+lv92fWKCT1FxHNr2KzzaPAa4hT0ElZ6USkhcgbJsebqVJBX/oTPCxjrbu606CqnJR0ofPShjXUZchtJr0CFc3kqC9UlK876Hd6fc/h4SGNQdzyhEIGKRIo4TMeIp81RUFzksvCT+Z+XO+3xZJCcjrlLB0ALSK5aCwGf3JyQp6VKipu29/f9zNooc8UXthBYvpqrZXoVfrCCy/863/9r69cufJ1X/d1jz766Gw2W15e/tSnPnXr1i1e53z30ksvzefz97znPdeuXXPrYhYHe/nf4ziurKzUWs+fP28RZnFm5KVObFgXyLFaq/c9dO4mU8XJ3iMqRZy4FhY+QISsnjEupjy2baAAxOwF7MBLp6RubSot7kZ/iDqA9X4u6BMirBPslaSwzMTiheazBOLGyA5nphb5eJ7NpcQP8cDayjKzOMMB+ldxqhO3CL2qdNUV4x4dKvWyVfov8RZeoapEV6YD30whnaXpdMom+V1VYChvV1mnP+EJulA6xyz1PHrzmWqalU8TrGxypRZ8M18EF5KfcJy+9EzwzcN10XhRanOQYKskfj32JUtIx29zy3Y+n3s6nBIJ8No50TvtVkm/ZGU0zKubWCcG1ddIbrde95H3b8zrwx/+8Pd///d3jKqSwlrP6/SCgjvY7bzqAnpzc9M108MPPzybzdbW1swspXT58mUL78Xm5iaxTlUDKvI0n3WUiihiZJ7cPGsPMUlt6l6OfFxvrpJzdqYtpTha8nNhsrRHwPs4//+x9ydNtyXXeR+eufd5+/Z21aDQUkE5QgqaDoUUVEi2FeGwHZ76E3joqUUJBKsAUxSEhiAkyp/DYQ8d9sgjyw6BtsmQTQUpUiRQQFXd/r59e3amB89//f5P5n4vKIkgUYU6Obhx7nn3yZ3NyrWe1aZVpHbsksOKjDwGMSA7faGI2HaXt8u/GjipmCU4W5StfoI8Y+5CurKOu5MaxJnNtJNzFo7Rn4AvdRbNAkfOlodHjD4Gnsly11wMD2G46oJPmPho6aEslAOIIRwLevWirXqJ3V16lG8K68PE9SvS+LIlsUnkcEU861ZD18IDAxVhQEJ4gFS0emg1QxS9cdGCPrmMqm3aR3ac4+AgQNoXEZlARqbDyR2jjjIxJBwNVpWK49yFhDxO4Wy5vr4+Pz/f399H4SylqJwla1sjBVbulBJF8Wut/+v/+r/ev3//v/6v/+u33377M5/5jCK5//k//+cffvgh1HtycrKMXOHFYnHv3j3pWooMKeF6XiwW+/v777zzzsHBgTbl4uICMquWtotQL+YHkDUd2Y9gXtol1WObkqEA9yFUUOdFOe6Nr1YkAVXEiZl9L23EUZ3BsrlRdrKoJ41hiNCgobWaA6EgMGc+9JnDWwgScliDg7G2l606RxUFsmLJwJ8LBbWFXdoCl+O4Lay8rMsUWFY1cOmL5vpANkt5eY1B1FUO74reQJP+V86dv9rnQmPuw13mah9MNwC+yQZYu4fzXTqA7yw/9zGkWcsGvkerre50CEsZ7XabO8E32CC3yIFXl5k3wEei/fUD67MgnwSHqvc/mKq5tra2vb3txoISaTY8yUsZg0885/y7v/u78+X6qbcV8v6Zbe+99963v/1tJ1AXAwALQFWaBQx0EqW2RoVhGK6url6+fElltFKKLmGWzZXqPwLfC6tp6DDCw04cdiezWDgMyqFVOyNeWgHmFHeySH4D7CSTMImxLExNw5tn7w0WF+5IF6ZTLfQZyOUYC9Cj5ryYHSGhMIcwBnWNEeQzZzp05RBN01GkzdnZWYkAG22Ty1pZWPk5q6fqNKNFY8N2/XWEZ6RWm3K55eI5tbYTfRgj+zOF0dHfkq10mpuFXHYyd55Jpv/UWqWDpVaFQPZgB3IZrx+6uSUF4pHbBMR2fn6eLUzWn+wEcAqLl0MBl6PjOMrIh9unmq47WKHDFGCLZ1wIeX1374QtSKHdqatpmiCDIdwFbGi1esDC1pqy6Od/+V/+lwcPHvxX/9V/tbe39+jRo7/21/7aYrH43//3/12XWa6trZ2dnela+B/84Ae11r/0l/6Soko4sDkiLu7fv7+5uZlDidVIFB0O/HUjdK1VJd4vLy/Pz8+XyyW3LzkH05fX19e1xcpplhzcHUMsrxqqVPfcoiIHChx/X2deigIGo2DXnEXzednWtcgWeuScx39ewlmxjEovzty6s+n4vlhYC/Ee/iJnVnxZzLqpreQcwbEZEssyRLRPp3ayI84u9Bhaa25NGMkkwnzNuyf9GMLQ5n91IvHhufPTmSG7UA2Yzj+k2ZVGToouCOY9QyTMyLv1iYspSfz9mAlO7dWSc3vEfDw+Rwi+zhQY3+LJkm67iYhHCXwLMPi5FvlBS3B4TBIddPHDDlHJ5PH//D//T/pYthXy/llu77777ne/+11OKeCvw6+Axe7n4nf6XFvYDbO+ubl58uTJ5eWl5MTh4eHu7q6ufn3zzTcJznv58iWxmBywMS6O4arYakCzzoI95mCFMdfIWBLOdjiFFWccRwqI5jAOdYweEAOmgctIDCNvRquPxr9dbpBb+jFMDhYnwMoX82JLkwFDwIP0K7nvF1ElCnmJGcm5ngwGJycnMEr3YKRAugu7fmiIeDsHjs7oWS63klaLm2fvgCkdN0fssXHjOApy6RqgFAiVzZqs3FgyYZBDZxssftEBOtP08fMTX+FhGCg2PJdbzFFSQX6VHNXTz8/PVTgPIncqTYaSuzWkMdocGWYpag768SyRMpXMYtodWC0vSksKNOkYCEo+Ozu7uLiA/GqtKMy+mMnAyjAMup/y7Ozs5ubm7Ozsf/qf/qdHjx79l//lf7m2tvbgwYO//tf/+jAM/+yf/bOnT5/WsHGenp4Ow/Anf/Int7e3P//zP//o0aPNzU2lbCpRtZSiRJG9vT1F3SjrYJomrgiolqWqsamwSaeETJYtoKCgITIcIHVN1i/NSREOoUBzuF/OWQoMFTmHiLoeI3jMGVFqsRGnHup1NamaTZ2z7CPkLTkUcqfJ1DLkEhfH+jFHeeCAwE94uEbo1zLKs1YLc/IJwoFZ5xRh4smg1djePzpHaXI4TJZz7KwDYoPCs90bUCL9gCXyRXAENllKcW1tBz4j36k79xGKct6SDEynGU71DwyymH3E+WSawdNkrJLPPtQ5T86WJTVZPFv3DHv3Ost3ngWpMhcfvA+1WzHtODzHFxbyvr29PT09lYQazBcn4iF/QKOlzICedKuBvxqBq+n/dG+p/PFthbx/xtuXv/zlf/JP/gnn1jF3Nc+UQxO1Icyu+S4PprNdbllbxJUWut4i5yzjlrpSne+OBRNWAcjg8CQrzKwjBzfnBCY7rn7UpwgaVs8SnGMU7hjChr2Mir8ulooZTWH6/grnmw6Mlnb/SDLPANiOcFUXqEQjuEDljfrGBdjl5WWtVTXaEC3INtaWl2o75ODzZ0rE71JLZLSS4RSG61i/k4fjyBqhKR2RuCxxNu29aWrSN0iu4tU1yraAhpNJgm5JaXWWwcMPQSfMIltoRwoBNj8RNdQtrSe4hLwCpUU6DUPJtS1s0olD6IFNGcKN42TgSsIQAUiDuVYg4BKXC1JDl4gODpT6vL6+fvr0qZIsc0Q9wSuwRS2i1IymsL+/f319fXFxsba2dnFx8dFHH/2P/+P/uLm5+V/8F/+Frs75pV/6pZTS//F//B+PHz/WmM/OzqZpOjw8/OEPfyh0e+/ePeFv6e3r6+t7e3uf/exnv/SlLx0fH2tfdLvTYI4CD7mR2lPDTyUnj08Q5sCaOOEtrbC9frJcLi8uLnKo66STVoth8yiIbLcCoyx1TpsaZT1YvWrxuKm1uw92KwqGCZ1NnELDzLkEI2LiC6vCDm3Ae1GSOcvJQORg6pkbPvx1QHm9emHXZtGtd1jMRZYsmo5TwDHhYbYSccPIO7WEUwbT8AmOFnI2ZyAcsWwwNxnSHcJoMln9JQigmBUDIeKHuptg917/lX/ve9dxYN9xfywZc3MTss+omFHpTvBN5z4kH7kzmY6/zTe0w9zV1Az99+zsbHd3d2dnxzc6t2JisvyoHH42Do4vEd4kvehja+1WWyHvn/329/7e3/sn/+SfpJaz5/DyV8NqDgiqZQIlCy2tLexOKQ3DcHNzo5oGgnGlFIHvRZQaVNTH06dPVWakGuz2iAXnbnBzBlBbq8NgrjG4wNIKbAOpudpqipwthEQ362SsoURJB5YLxzc8hUVQBHaNO8PrLETBJfEy6g2PkduEDRJ4ASiExafAmkIbu7u7PgwQZI6UPvZUIUBSkHzNmfjS7iFysee7j8hJJi1czNQWT6SZIOmkGigkWUapSnzIkJksggVe7+LcxU8xwzAkPQ9QcVqaLJwUnO0GQl6UAoWg4WxubpZStKTL5fLy8jJHqXUtsm9NbfP32dlqshn54dQrGTNagW0GybJUS8aAaPVG1YqeIhGWwzLatfA55+vr65cvX25vb+/t7bHRcAkwHOASilWe5TRNL1++/KM/+qP/4X/4H4Zh+M//8/88pbSzs/PX/tpfyzn/9m//9g9+8IOrq6tq5eR/9KMfTdP0hS98YRiGR48eyfx5dXW1vb2dIgDdM6u2t7d1hNHwU0qK/eAZlsvnC9bU6qm2SbYiwR3xCOCen5+Ld+3v7yuCX3XcOZijJUuA0eEqejX0did+hZuxj9kAcQ3PGDRTW0BGbw65qgGmHGVt8CClNgYMBANJc8Q0lxxaJQywWyuWcbLweuKgHAMV81GwZc4//V/nk8Vie6T5iD8gvBzGsbbJGmNweeEMylds3lU2jKtJdXzJ2d1cjPqkeD617HT+9jt5pvfTDWxOWm6I8b96P3Pw3XXlP3FW74pl99idxOnz8kXTXpyenu7v7wO+kbmIHrEaFTsqrd2tmKGktp6E3/md30kf77ZC3p+K9vf+3t/7rd/6rdziUZgs3lg/ezmuiBvs3pnBkv0Hc7PKYHl8fDxFEs+DBw9kRbu5uRH41oF58uSJg2+352HEBfyhWKfwT3WYBqbPqU4ht7Ce1rgjsAbw0r9ctNk5Lh0lE1c9WSJXNeCun5BAJi/5IkqwiVlXSw6bIpdriNiPIZr4iKJiJGa0IAIB2Cx1AafuKxnbOGx57WXm1ACkDywWC9XfUCwExtRk0TUyOiIMYOs5tIgpSqhiZfcn6XCyEhnZwOUcu3ckWsMYBoddWtGxKWrb8TxSvLTmNybFsriES20ciEtKJgIE8W4Bo1oH0fY4jnJBaLQ3NzdcFw+dOFJxIw2h2PypWOku9277WRjCfAtsgpaGcMgMYS3mTKnih+iBX00WE6/7aAR8fYl8mzonwGKx2NzcVJ8qMvj7v//7//1//99vbGz8x//xf3x9fb23t/c3/sbf2Nra+t73vvfHf/zHCnmi5uDTp095+4MHD8gBFcgupVxfX29ubl5dXanSeacPrK+vCxTKID1N09XVlaJBOKoedj8Mg34CNGSj/QRpbFKlFovFxsaG+teqjpYxVi2GKpuVsZomWePW9MnqBRUzezvhAX9ztMF8d/ClObJkmwh94U/cfwldcXbAT0OUjMgRIAelcYUWtoZiTpvugHN8hjCa8AzjcctlNbAIJ2Qvxgjty6alqPyzjh7bysFhDN1x5vg4m62G2tMMKTIveugmmwyPdp34DvorunUjIKTD7k6K2UC5f9mNhz/ROvSf2hNNPx34ZlLd1vg68ExqxYS/yDvxqRXLkiIq5ubm5vj4eGtrC/McYIOu3NCQIpadpUPN4O2//du/nT72bYW8Py3tl3/5l//pP/2nxQIAYLKjXbhaDVVnqxKQowAI7DXPtF5Fbn344Yc6yYeHh9wN+/DhQ8TJ48ePLy4uUkrX19ekvqWUSilUVNA33TBqgHWEKAyFM0lXKdhrsQs7EN6YsnTOqWzgKK2aqbK0VRSqBVfUFpapkTVSSsFd7nYgxra+vk6uiV4nxCCn/yKuu08RMEDOHEUGNeUciSkyc7LaS6sFPll+IcOYIllQcJ+oIQ0vBafjeV/nOeuv7QUl7E4nmDuPIfI4RdyLpkyBMwgAPttJXx8YdNKNOZu/1cc2/6ZY+Y7SekU4EaJVkbGiFUVOsuAWs8G7mKTn0l7IUswIWiydyI8kYpthDBFDlUM59AAbwldU54RLwlPIXe3C7e2tYHGxUJY0E7eiw1qrtAttDXXH19fXX7169Qd/8Af/8//8Py8Wi7/5N//mcrnc3d399//9f38cx83NzX/5L//l06dPFQBzcnKyubmJIVm5lRsbG5eXl5ubm/fv358s8thLEkEwJYqXU2GGoLLJ4sGYRQmLNQokficUPAhAp0/67fr6uoo8or2XNj4NJRxnWonaEd2JIMScfYS0HNdKXV/ETbqUXYMxdjArGZ4b7nLpuH7OkJyWamQSE9PCMJwMXPmBmFkQ3g6jBhMDjzhB83Mhhub8nwVk/IMF7A1R47KaujKHj5yF3Oq9tcXNzoucKzp0hvDSXa0aKnWu6BP3+bJKybBsmuFsV6X4Mrfg27eVTliTjlr8J3nmN55P0DvnpcMsd7y2aHv+3xQK1WDlEBTcpYyRe/fudVNz/gaHHCM8crDmdPW9733vzg36uLUV8v4Utb/7d//uP/7H/zjdlY4mlnd7eytJRkvBFxx8zx/gEEqKv//++7e3t1/84hcfPny4vb09DMP19fX9+/fh18+fP5exkNRm4N2ivWEH9gErhAUM7U2KMHo/3jVs0tUMz/qJ4mF0cQlsrhpYL2EMzmYeGCL/o0ZqoMswwe4StYf5HkM4sblLu/e7WmEE3p4CAlILL8UFN9vb2zUqk+SA1HrF5ubmYrGQ/S+HT+P8/HywwsPOZJ37X11dDcOgGhcdU9bbfdM7ueWfa0ANZ+g5kMdgrhKnH5cQWjpwrb5kl/mhf1/N28hIeABa6mRzacuM+BggeJ8UUAmKkp/h8vJSGqZGsrOzo1uRna78vWg7PvccQR28PUWcA5gmh56cAh7lnP0SOCkA7HKNrN8ahUQI40aC5pyFMlF9u4WtEQgkHVU0llK6urqSO6XWen19vb6+/uGHH/6zf/bPNIW/83f+jnTjn/u5n5Pf5rd/+7dfvnypF4n+P/roI1nNb25uHjx4sL+/f3t7+/Dhw52dncvLS4I3NCo9lg1fCh8vo2bRIipyDFZMg42rVkGPCIruUh7os5QiP4Dm6CmYzn+qYawckTlwAMcNjlllO2DfnbDFu8QrdBhhht5yC8H5bTIIgq6ijYOxO191JlDMyuCnZrLg6Y4nVLO1O65FT2Y8fuSdLXjTOvtkOw6TDdx337PXQ2sFdw7gP+FzNYzIyvgrnOHUFkreyWH8e/Qlf4vvdTKe0DEuHh5ad/Scc/oaVuPVvkf+q9yC7/lGzLtKd11LxCnotgBemlvwLf8PGmxKSZUVlNShq7icuhAZpGwl8yYNVmaAMX9SYHdaIe9PW/v7f//vf/e7300BvuGk4IzFXTfNVoM1xLoVCx5IcTIlZs7Ozn7wgx/IiPvGG2/s7u6qH912MUapQUETwDdCq4vwdvlULfBgEXXWML0UCz8opchYJeFarUIz88rh0l1YmY4p0rb4b7IERECMypmlMDBMlkte40IfRSVqIiS3uYQeLIpjiCzDGgjeYccUCUbwLC2dLN85UJrskfBWrRKebtk+O5LohKXAvf40WN7hYEX6OsY9WPSCqz0uKUEqqBZzaTRZQXS3B/uYu31MrfgBNuWZq7ca3MxmkOtEL0SeInWYGxaRwUu7p11FqVNKyszTTea11oODA+0REsvxR4ki1tUwULZ82Rz4XmgYIs8REsBQ/cthGK6urnxz2YXRrpef2vB3UfjR0dFbb73lUrnba9AknVP4r4YtamNj49WrV//b//a/6eG/+Tf/pmTtz//8z8st8H/9X//X8fFxDmN2zvnJkycC0GIXW1tbOzs79+7dU+EUGFGxFL0a4FU9XF5epghDrwEiUZmA45gY9KTjVHgaFKVpXl5ebm9vc/MlFIVJe2n3aiWzaNAb43d4OiddyADa05fuZkRLLG1yIXTl9OyU74fXwdAQjrhq0U1uaOddKB46NU60fF8N240WGs4bJ8vn8emzdKMVdx/MzchqdITdnegaLqMuBi/PQGFqs0Qg72TYdGgN1b6e3Te+g2nW/O3di5z55LvAN6IZ73Rq2V1twfGdi5NmULtb/znNJLN80wkWotR6EpIpb3Tbza5GhJgsRHQiff76+vry8vLk5GQYhp2dHUVLOrrI5oGhKDDf6DinTxTsTivk/SlsX/7yl3/rt36rRImxHIYfnQ2ZRqBmDkkNy3cKPJrtesKu3dzcXF1dCYXom52dHUWegHHHcXz58uXZ2VmtVRUMAM3JnOYe2osoGi0Dw5k7P9ErJPVd9JIwBBOsYVRYWKkQQHYKwLGM6xVBbENbctsLTdTQ73OAbMFHdANY2Nw2PFjgSjXnWrIifVQjEYzgVypvp+vBBCY0hmEYhGzGSBLljT4MhG6K27NzWy66toBMowImapEny4iFdZYooVNDoVrEDcDJHA5DW7oR30I22zNqlYsQF2+dgY3vUyu852KSeWmXKWxXLNQBpWJh9d3X1tbu3bu3WCzOzs5kmj05OVHwg4SNx+qw3Uu7sNNhHIuppkgkmbE99c3H7J4fjKY58hHHKJdew8MLPSeTnRcXFwqu6CBItTZE0ZsctQVz3C84jqMuvnnjjTceP378z//5P9eM/vbf/ttKxPzSl76kaM7vfe97p6en8hWI2J4+fUoIr7pVS6F7KFR6tOQB6TnKedBx8Dr9MKhkXml+u76+fnFxIaY3RgETyID4+FLK5eXl2dmZLHMKZeFE+y3rfODITG0RYgemzlEZ3mRVMoCbuU2tzpYDUyIHnTn6CfVTmcwiDlfJgVY1KRE5nLZahne1YjLVSpq4TWQw742vJG9JLTibc5Ia0ByLA42lS4HAeC+E6nr41OaOD23EiIO5jiF0fIBBsg6OmHkyzViNT79jR/5qP195Br59Wei/+6u/ZT4pFpDPToRzoq2v1xzY8WpC1l9XZzpD179vH4MvEVuoCLRnz54pJWxrawuPN4I7mzZb21vJRNViOJ+gtkLen8b2y7/8y9/97ncldciGKa2x2XOV9CtYJ+cHvl9bZJNzlkR8//33U4iBnZ2dxWJxenp6cHCQw5qbcz49PS2lKAmsWr6/IrCRoM4+clvg2Q+z7stQrO3SqmvX12CyoTXtJ3MCuggkAnIR91kK0+Swni7i1mWWa5om1ehQWAuQXcBO0m7OtnLEROqvsre5VV6NGJgcqFSSWK787m4CjURwZLILnP1FqBApJQUCCQYNrX8Zbq7pOKYBjHYgY7JL5ovdpi61gU602gR26y1gzcFCAjC8IRqTSUEfKgPmhzyfzYrpCMDnq78q3sB1TiCg1lNbs7+/n3OW5rNcLpUXOFj9ytoas9k+NDEmwsOiMflPkklZsBRPJguAGcy3wHaof4VXafCMQVrQzc3N0dHRzs6Ocm39cKUwSWZTTdH6oOqNjY2Li4uzs7Pt7e1nz5797u/+rp78j/6j/+jy8nIcx3feeedv/+2/nVL6F//iXxwdHaHHKtDzww8/VImDjY0Nbr/y2HSUWHSz29vbV69eaToEd/mQikW7QuSlFNX9WMYtLTpTnErO1GKxOD8/X1tb29/fn+xaLpRGNxawVq58logocz/J0F4cm1vDPCexGkSGFzlfmqymJKTl8Mg5BkNKZi8cwrjIWsF7WXnGCY+Co3JOu7PmnNbNE/CT3Doqq+G/wdywtY23dhbEQXDYXU2zTTNA6c84YaQWgLLOzo1x4vmS8rlj4/5AMUeEr5U/U18DuxkAO9jtaddDNzafnXNy369urbxbV958bV2Jqq0wna8zr6gmFPivdGbl/Z+enl5cXFxfXxOh6jaOGhGMyK9s99N94mB3WiHvT2378pe//N3vfneYRcUhh0DhqWV5OjnOT7vzqQ9UHPvggw9kVnnw4MHe3p5sXYeHh+L+i8XiyZMnL1684CBh7Z6iunO1AANkG2dPA4aVC6YI72p2qu8xRMkIJIdznzEuqWEFhC26CDP+C4Zz7MJIxDKWUX/X1y1bomq26JEUpialfjK7aZqIi8UQhb40hJFYBjzZD2TSVjBurVVlEDVNbhVZWPEB1wRyAGi5/JB5jjByoHbhZjcyuUhGauaclUdb4iZR+gF7JatqrKbtBuOKEePx4Hn9ddHeOd9Ro8sz1jaZgxtYxvj5K7bhZDVwWJMUcE0LJbByeXlZStEtj9kctamFAg7CBnMOADtKWHpKGDhddmLiTQHWJ6t7KBrAxeFUnSK8hDICGs/p6alOik7uaNnARHZNVnGlmAdJmt4i7hhS2MkHH3zABZl/42/8jXEcr66uPvOZz/ytv/W37t27973vfe/x48eympdStra2jo+P/+W//Jdygh0eHirhklMzWo0gGrBmjMsmR4udzeE7IlQMhlBKEYZmbVOUFUqmJuktV1dXul1onN080iGJajFyEEkHHAfzMg2m9ifT61Kgambhbg04YWmtsKAiTgH03JGiCJUekuUVoCoomg7u4aSbLSOFn/hol3EBqrTQaorlZLmYneOFD+6lyTNw7E/WmfsL1spjc2R5J4h83YtKhDmxhl1z9jJ/YD7gdBdU9SG5bFJD3c0tVu56KLP4T/7q3To9dHCcB5CYHUflvfk1sLt7hr92Xel7VRdIcZBvb2+fPXumhPW9vT0Y0dbWFvK0WCqXEpM+ibA7rZD3p7l9+ctf/qf/9J9WU7gHM28jxrJhqaGNWZwi5JqU8xSiZYiiVNM0/ehHP7q5ufniF7/4xhtv3Lt3b2tr6+rqam9vT+BGJq6jo6POuFWjADDoJIftp1hcdYpSdMsofiwT7ziOivNWt7KeMjt9cK6xsJLJOUJj04zzDnfVNxiGgbgCmQ9Hu75B0IeafSwjCwveEpRxUJUjaBWhPloUo0IRaq1yDgj8pZROTk6oZVFDTRJyBUvlKDw3tBGWNUqSk0IuSVwiKy4FSwXNYOxHvtZQZhgSXoKxLWvoIhlBCN6qkcVIHRvkMQrMFIUj3Cbk8okfpvDPQDlQMlAS6h2tcnON7IIhboyvYZOjNz1ApH6NjFWRN+DPD8hg1qxqKXEA4sFu7xvb+olCyWAUtI4SATDqSt/raBD0T9kczpG8JUdHR9fX17u7uykw+nyDmKwKuaTAiIuopKmJi7Q+/PDD3/md35mm6fz8/G/9rb8lk/YXvvCF3d3dw8PD3/u93/v+97+vUifTNG1vb+s2zZ2dnZzz2tra5eWlzgLHBMqRdqH4FpHW0u7tEwEzNa2S3D5iVqJtIq/GCDoH35O8pXPE0YA/OPLIEedQLCo9m23YEV4xL4RW2L/J4Yqh22Lh9cyoUxdha52bzukTliImowqtLg54ZogystnqgSQDiHBIBg9HqpEiz38xGaQZ7hwiLIcB8EOOZKdU17b8FMuLxsVjc/CXDfvCf4qZG9gIX5Nuvnc2n29+DRKdb8T8gWqQlz85bThbu7MHLZrP1BsjdNJ18E3PbpLIrdKSbPFftyDdIt/Jk5dWpoYvVaHh9vb28vJSZYWur6/FamroHhKpOefr6+t/8S/+xevG8DFvK+T9qW5/9+/+3f/uv/vvnEl1BztbBk8KMZDt0gfZRfxEdSxGFQk+/PBDrke5d++ezMk7OzvSaCVfX716Bf5b2P0dbn7jQ7H8mxpOdkZeosSbYlpk601tDX+mkM1gUNsAXGxpLlQGC/uDLQoxK2d0jCt7mILMojLDVysJlyyiF6iUwxrhoeclws2nadINKW47F/zF8Jlz1qYI7g+W5SnsosUBhjIvHHkE1biYBEzDryeLZ81t7TAtrFQCPSYLx2Dx8dUiJZwsq1mA1KfSALSMxF6nMN/65mYzIHlv6EKD3XDUCSEquOUAT1pACmhoJcGgiG0vxkIkhpbIUS/WVoadQ491rRVkDDRxwQzBkHpbzaYIlAS9sVDVIliq1eHB1vvixYuXL1/qbGaDgMlK4mCR1WeUN/W2tramui6np6daAZU5KqVcXFz80i/90ltvvVVrffPNN/f39z//+c//zu/8zve+972bmxs9Lzu3Yjy0d0rVQGY74tQaSsvNOctCdnl5ubW1xXL54KFeLbhGJeZwdXUlhM1x1uLrTOmKH9eFhvA1uYXV9bQUSl0NNCwCkPYLe3SrpDMWuJkrulph0HnHgpJZ2R08AaqwI0gVpFvGAOCDIShb11VEDlQ3x2wIWDP1g9/xhForV5vBDB2z0r8IQINxScQiuMlgzj3y629bVONw+TPdY9U8A68D1ulPA9/Oyl7XCdypW4HU6jmvG4D/PLVqRmodfamNCcwt+K7mRqBn/wD5dVChe76D3bkF3zWSo7iBTnsqT5SI5+joSIS6sbEhr5oM4Slo8pMLu9MKea/af/Pf/De/9Vu/pc9+GvHAymTLYQOhDhF24tZfP3U5rt9TCY6nT5/qLaWUvb09eTMFu4UFx3F8/vy5Dp6CN9QnMkM/dwbdQUM+aCSK08CC7mIG4ZTNkMCfqgXGgZ9S6CEuipxfTxEWychhN+pB3yOeBwvUqYH4XQYzJJ9mCigv/Ep9FS2RgIv6v7q60t286BLaLFl2hZPwPteolFIshdFhVrK4cJ4BiEyREjBazTu0BV/boXViIvaS8ejcaoBoSqwY1eUQY45RhpnRyLGpv0UPaMUE8lyXYMqCWZNdPaOjIQmxvr6+vb0NznBQkkP1YuOGaFPEcdUoX5BD4cl2YV6xGBiOg8MdPNEgS1wT2qlkCmcJFwe9efzPcrl89erVvXv31FVu9as8g90pPDk554uLiyniOvS9qHR3d/fVq1d/+Id/eH19/eLFi//sP/vPPve5z8my/vbbbx8eHt67d+93fud3nj59ulwuFagjsJssp6KYLZnTxLDRgnA6+UZXC8oSNK/mBWJxpNflFrGhVFxcXFBlqNhFj/ia/C1AZ2D3EOZz0a0ztGxXgRSzMg4R5zqEOaDDf3BayDibld0PQjVTyBjB+nj5k3FU2L7ifKTe3wmz+AB69jM+Wf5GMkY9hJpdIqcotwjPuTEPo29wXnwFJosy8kOdZ7pK9yL4fI3wGH8LXU1tSZb6bw++uy1IdyF4zilCFglSTbHpGON8RqnVoNLMz8B/fU+zgW/9d4qgqWQY2lf4zslWw+jzyfpP9F8ivlIwSXZkitumBQYuLi7E4vjhx/xy+D+1rZD3qqVf/uVf/q3f+i3HQzTBNY/N9b86AEX+8SQAlHCUZ8+e1VqVwnz//n1Ju7W1tQcPHuScFQWuQgfyMY1ReQDZny3HOVlgJYN3mFVKubq68uCNZLGhczbqYo95DZa5z2MIOcfuS8tczC2gVKOU8iLupOQVvnqD2RrxojqylPzmSh3ncZiF1P/Z2RkjwZYp2JEjSZx0Ot0wfxsX+uRAtABfXxCmmSyEw+06bkcpFqfBZrFTrIMzaL5hW6W6SElw6M8z/vZuv4awRruA8X3kFWwBmucwDHLOKLYBkq61KiVIEHwwdzCEsbDqEwqbEZLQz5NBHxYnmV3Kuy12wyXD9vgfpt+FGQxxC8xkEfkXFxd4SFCWrq+vX7169erVq0ePHmXTP4lsSeGDShb1vlwuNzY2tra2KNarYatMiob9ox/96Pj4+OzsbLlc/p2/83feeecdEfD6+vp/8B/8B2+88cb777//gx/84E/+5E+Ojo78dYuoHKrEA2bEEmmyigQdx1EmsRJRCrdxY2WKWkBK5yilUJKf/YLjLeMqAN6owmdbW1tyW/k5KubwcfQj2Mfm6hlFXoE2sikzDraK2aGzJcAUuyLHKXwwozJcDnJy5ja11eJTm7fHM+pK+qSWK5mdgmk6w4HacY/AhCdLSu70JebLkUwtbuvCSHgvmfTwYWeSer60ttvcwlaGUS1/oFtJALF3kl7f8gyP0lW2VsxV0r3FBSgYmg6dbXZT8112FuoT75aR4TEwXyjXDJ3Sus7nK1DvgtpOM85+CWvBRdNpZbpEVk3J7jnnP/zDP/wxu/CJaCvkvWoppfTLv/zLv/mbv+nHOwUHpJywM2hAD1ypmGE4tan0yUp9PX78+PLyUqGW9+7d297eVhD2gwcPNjc3NzY2BL4Xi4XAgWRVsjwe/TebXQqjbPevswz/k1sFfLJ60lkDI19YabAOWmHQAhaUNgocqYOXX6vqgB7W72/xP4EGxHYVP7OIvG8QZ44akUBMimykKGYse2GycHmM3zmMf1PE07vArubn7aR1DYFdotQ6S+rMvRrWcQtfNqNLJ3hcJJTIhxOswd6fTfkRlBwshNRFUbIQxhwQZ7RKfJqCnJsqXSfNRAKAEjEpSrwDQAczyg4RKVsiZKWau3kZOfsas0CSkxZEPlrxHIgztaLat2McRw9Dcm1NcitZ4D5lLrXOiv8+Pz/n3JGx4OeXs+M6j47waNmEwrX4EGqtz58/1zTPzs7+k//kP/nLf/kv6374tbW1L3zhC5/73Oc++9nPHhwcPH78+MmTJyo7qKvjZaDVTfVMHJKGkjEkD1amuqONGlmnwm1OHiy7L7hT+M3Nje7c1W4SFFctFxAYjftrjKqgTpZdESQoink5LoHYIDBOEKvtpwY6r22YBJoARNWZ59Wbzr5GokSFHMWInFt6t6x/jtge0XmOHBVWhkUjYAy+52qh8+TBzOTOLhy0Od92Bt4pHv6YRojC4wyzU6Ed/qqHPDPZeMsGuP1Q57uAcroLduc2QyAbeq4z3JxNnagtwPWJ81cf0nxl5hOZT7YjgPkzeQa+nQ67t6QI6RS7GFpDTDc26YFPnjy5c+U/WW2FvFft/9d+5Vd+5Vvf+laaFdob424UBAz8rgPfbrlJZl1O7UF6+vRprVUldR89eqT898VicXBwIA64ubn55MkThXvWqCtEhcEc5j23lEyWGTlEBTQ/ujSkLLKhe6Aa8nNrk0PqamZRxz1oAskcu8lSo3Bze85cilIVXVSJy5hqHmcNgPAGOB0e5GK3Y6oUsf4kMyRvET64vr5W4PjNzc329nZuywbniHwYomIGLBUWzyykUOktc9ysxnJlU+dGS2d0Ke4ohP+iPyzixjstiMtmjM2soa/qaJciucRS/6K0xWIhtI1oVIVpaTJTpK6Ken3F9AoFT2vL9vb2qilRfjo4Uyg/fpToSktK/67iCpgipyHdFBomXy7jrngiSRxGj3GZ8+np6fn5eQf6h1l4jFRi5sUZFGr3BVlGraGjo6Pf//3fPz09PT4+/k//0//0537u57a2tg4PD3UW/upf/auPHj364Q9/+K/+1b/6vd/7vYuLC4HdYRiurq7QjqRYOlAbrWYfU4OEOCzLKJMqT5oAcY2WDNxodnV2kY3C/ZUvi/okyum0aEcMsJrB4k/QUvy4dfiGTsY27ojG9hE2k1rkBw1wOvgr4x/ayt8QDyxUtOfONwbA8fGp0UNpk3ZAVzW0x8nqzXNyO4UZ7SIFZB+jpYhF4cx27CIbuPS5J5NxHXOYIk+6tNZuxuB8r+NszmHSa2A3X9ZQddKPhd3eG3vKCvOlE7CTkP+JNXGCz6ZjdNPhv91edw/kmTjgLf4uHzzL4lQ6Z8jeA4P52YDdaYW8V83be++9941vfMMPv74HrHgKmp/Y0QpuDOaw84MKVt7a2rq4uPjBD35wfX19fn7+6NEjXXIp1+Ha2trW1pbAt+obCAYls4u4kFPnNUocIOeSsUtm4Z+rxawzQn3oTGuIitRyt2zRJoCPEhcEZCuZrMErSoRga+RHrVWZah2XYT15Y6fzAFtz1O4QLEBOJ/M7kx4uI646lyS7vb3d3t4W0JR6UM3pjHzCTOvD6/g4GhqybbQL2Dprov+LFZOC0x2zdhYv0Zhz5qZ0t35p2R0idMIPCoHUk6mROaq+LKyUHivQGQ6FGj3eF6pTcT1F9+qqHX9jbmOoFlGs2qFejiggZWd2az5a1LXIPtmNbqm15o7jqEIBLBRGYt6l71++fHlwcKAAEnRLfDvV7rdyIqmhi04RBa7ADE3q/Pxc4Pvs7OyDDz64uro6Ozv7D//D//BLX/rS5eXlW2+9NY7j6enpvXv3Dg8P33rrrbfeeutf/+t//f/+v//v6empolkIgurOuNQwAeUcPihSmRdRJ9slPevvEKdaPQ0to+8+nqLr62vpsWDuGqYBj/wZrHBnNcMw2vJo6Y++/nUGkdEzcwRhc9wYcA0Y57yCfWGO8CI/oZAQJnDOo4Kj5HbIrfWXxYSAO7LkFAyt8xOCSaEAIC80F8ILqyXBazxKs1ahQ8/eGS2x1dlRaiGgmy34nrgvzrVWu5pTwk9T+jdr2eRjNTBKV/P1qS3sTiaPnOtmU2yKhdP4Ax3nTCaXc1uvZrCYQF8r79O/8f/6v04A9NNtx51D5QMQwpUc/tWKHR8f/xuu/8e/rZD3qjXta1/72re//W19zqbFJrMVdecK6LCMOziWbaHWHKiLw19rPTk5kU3r6urqrbfeevvtt8VqlRH44MGDcRwXi4XCQ7s42sHub/sxrePI3aQcmaW2zi4hBN4bsocehPVhaoAeec1qm9Unm9k0TQI0SM0cqZmOdFMrX11c8RN1jkDNcWehzNsYbjUSxc4KwMm8KiQhXH57e3txcUHQpICLqps7muxws5oLPFhnjZw/UA6kwixSa9Rnf8mv7V7BD9WPSizrJwLKbCVyqwMHHdF6NKH+ymaxaIq4AN9kM06XUra2tlLU31BmQg273RS1TXLOx8fHtVY8D9Cwuh2tkMVkqWl6bLLooO5ADXENof7r+hLeJ8S5ulVac3cK2LUhUiOOj48PDg62t7cV46EHlH2xvb1dAyRpYBC5n9AxbplFtzw/P5fBWM6u5XJ5dHT0i7/4i3/lr/yVy8vLz3/+81ooFRz8hV/4hZ/7uZ9bLBbPnz/X5fCpTbjkwDKdtbU10W0yUALt5YCtOmhMisFD51OEx0xtRW1NX3kjWCs5EQ7i0RCKtSHKm04R5a/vpVCBVwgVS2YXhyq6l44WeN3hFedvKYAXXjiYNkoao+XUCOnqvk8pujzcsdPB4sSyoXwx8BSgdggPjKu4nKxqKscQDhY6zxHHMsUdAkO00SrVFItgKeZ260RAicT0zsrgkgWY7vyfubtoeJ0YclDrW9wRXnoN7J6DVxako/BunKmN9+j0pdy6ERihM+c7P/hEutd1P68t+E4t7PafdD13P++edPL7GWgr5L1qfXv33Xe/9a1vuYxHdCGTnC+kOFqjVe2YrCCGH3jYvWw5z549UzRnSumNN97IOW9tbe3v7x8fH+/v76c4mQLfY9SuzuaUxGQCYCISADu0c17HfEMbtKpWLNkRAcA0ERjLuCgHCNU5cLG8MgYMSLu7u15aTl7s0tq6WEnnQchOxIz7i6uFmyMCXf0QSlN5B3+R3o7cQs4t40ogKrt1a+tkg+h12Q+srIaGEbdDxBwPEWoyjqNC/6uBQv8XshSOZKH8asbBivFpbC7VHGwxeB7OYTf1uAVmCiZWbRnZcZ38RBXU6QNGn52dvXr1SlE9NW5NTyH5RAyEc7ARIBgnrWr2y2KFR6R3YXVOFpQCwejtCphhGIOV0Ugp6TLL3d3dg4MDdlY0Uy2NWC9FQaphv8zhhMFQyvNXV1c6L1dXV8+fP5+m6ejo6IMPPvjFX/zF6+vrd955ZxiGk5MT1fHd2Nj4pV/6pT/6oz/6v//v/xtg5PI7hzar/3qoVY2a9MlAiQhGKiXH36EM4/RIFccTqiAuyyvesBKKsTaazxowMFGOkaVdxeWdDxatge8uz/A0WgHHxw/7MuoVOr/KrY3TjyHMbYxQ/hpRKDwPHQ4WBp1a+FVabVw9yy0w2O2P4O/uKDnuTBHvAZn5DqJPygvEq+khB9yHLeQWw7HvyXQtXzQXCnfyhzq7wOjHNNdJfC7OsZNxj2ywu5rEcQJLLeyGivivb303Hmek6S4j9zAz8/OYA/07e/aHfVSppb15/74Crp75OGGYPzNthbxX7Y7mYSejXTQ4WJHpNAukG9rLbvgT7Mx5kH7LtVU3NzdnZ2cPHjzQW1QqYX19/d69ezqQ8juDRdzeA7/IgXS7DD8/4UPYNemhmNXKTRFuX8kG2mS1QkTxCiwxqeUpAlUepy6ZNMSNekgUD3nsOq9msUjtXUIMTNskXCVzDi7UMSLFFZqsZ1IYEqZpurq6oitn5Uyhmg4zWcA9srO2wMi5/GCGq2p2QVbeMYQGTH3Djjs7+9YysvVEMLu/2+fCAg4Wgz62N/skS8HUWpX2gs+c88XFBW8vUcVvY2NjEQU0pahIywJSn56ebm9v379/nyvZstXVGi0roEZ4NKQy2i08WONKmCEdGCWL0HXyZjukfUEzOXRpDUP1rY+Pj9fX1/f29t58802OyTRN29vbKg8iXOWnJqUk/8BkEcmYeClQoLrdm5ubpRSVMXn27NmLFy8uLy//0l/6S3/5L//le/fu6QKd3d3dcRzv37+vqHG/606Dubi4UM6ovicXk0CgNAMu4PIOP0ESHZatZt3MAfQJKdasydzIkRCZAyV3fGBpJUdrC8X8cw6ztJ9BNnewrEQHXvhh4G/sqb8ut+YJVIgSMXIpgB3Ogfn5dYlAt/y1mla/jNtSXNMezOY6tgk5fO6oFwKrcc8RPHCy6w584su2UGBqhRSbxVZCCfCc3Go+3TIyR9+FeWPu3RzpJ5ndx3kmYx4i0QhK+DEg2HvuRtiNIRkgzi1k50vf02S3efg6+JNOw7nl1d6z/3b+UrxkdPKzB7vTCnmv2uva1772tW9+85v8l7PhJoFiHr0hWo7yGkDGElZk781P5vHxscDf8+fP33zzzcPDw83NTRW529jYePjwoWDN1dWVKv4iHZMxr2Q2qmxF/ZIJbBgxzC4ZtBVK4FYUSQVJ9CGMeSklmTkVgC7+XsL56ws4tE497HaaabKsSudQ2RJYU3utWif5UgQY8AA8a4o4Ew1eVroc7uycs8JOqM6h1LqUkuAOAs/t5clgdApjf7WWWplR7LoiWjVLtr6ZonSD8+6hvbUHAnOrW44Qi+3tbVc8SF0FWnm0aDLhxBaPkTFZzPym+s27u7uXl5dHR0fHx8eUzGPAEopKshR6FnItVr4dHLBcLk9PT3d2dgiATnYXCc8DeopV1/LbZJKZ8KF2gCAb53LOz6l6JpB9aVc/6snNzc3Ly8vj4+PHjx/v7OwcHh6mqM9dzXuTTU9ILZ7g7ejnUjDk3pHJWddOlVLW19d/93d/9/Ly8sMPP3z69Okv/uIv7u/vS5MhPkcxHo4CS+Q7jlZ8EBVIXyoujuCQpVW7G61WHbjc8W41zwxrqImfnJxA1aI06GeI20P1as4LinfnLJpjLODIZOEWHR8bLOzEAQpbnCJ5OrfZDlOEmKMRDWb91TODmbTlokGBz6aN6ENnZXAaKKUoL5b0Bu+/hMa+iJpRnX7oI3GGkwMcd9B/sJgKP/vJMFy28PFkiBNPgg/DKSGZjMgzzJoMgKa7mmvFbJYzoq45J8xRTmCMpPA0E3b+cL4L71bD1t0wfCL+V6fPjqs7mc1nwYL8m8xu/nwN7/oUsSXitz97bYW8V+217atf/eq3v/3t0l6qgjO0hLUPj7Of3hTcCsnEl8MsgiKldHl5OY6jnPJvv/32w4cPlWepEp7b29vjOF5cXJydnakq8NReoACPAMPVu9yvqWUKHSdKIcIlIIe4IkT3SgwRLDtEMEOtVXwBi0snSp3BLeLKoRpKvIyjPF/MAOyS1SUHX8ro6DIGG2QNa6giU5NFHbBBgiOURxUsIFbyNm5HT4EbcqgrmD1cl+i2gBkh54ALoBm3lSL8BvPR88Pa5p+xILxujOvlCa9nZwfzXeZAuvyWifAk4GxjYyPnvLW1dXBwcHV19aMf/ej09PTy8nJ3d3cYBhnCS/hDtBdavSluoMgzcFyjgCCb5cCONc9RvGUwvzwWcQo+Qsws72Cu7Woe22pQA6MshrRkwIu9kGH76Ojo5ORkd3dXZUyE2JQnkHOWeXuwOhgcZyyUQ1yb6qFfcmiocvwU91D+3u/93suXL3/4wx9+8MEHqvA9TdPh4eGXvvSlvb29yWK7/UUpwH2xqoJ63RBx1SnS5hin4H6x+GlobLTgbEcqnGgh/rOzs9FyGPjraGVDU4tvcrgvvKtu5TWwHBC5Q5DJQtudx86Zg2Y0theAczSWdn9QtUtkUgRSQ1oivMVioSKMvg7JwtB9lTjRS7sGyGnVWcRkieA8w6KB0Z3GamhBU1SLgmh9YeEwYyS0yBmSWrZcrZI3PTMSZyDpLt7Ok/MvuwZLzy3SdebAwLwrRjVaMZz5MGAvc10oGfj2mXZjqAa+Xze13OoMd052Tifzx+bfVBMi/qufSWu32gp5r9qPa++++64SLmHEeN51Gklu48C4mPRT5J+HNvhE8vLk5GSxWJyenp6dnV1cXLz11ltbW1vU8z48PNzY2FDJhaOjI1UdxlKI5OAVk8XGOXtV6yzNznGAEbJNYkPtwBO2YUyzgjJzQ+Awu3Fa/yro1tOtNBg3OzkPZZHHKGbiMtvx5WDOU8U/1PDSDhEczKUeKfSNIa7LnmOCZL5j9cyAfRlZTD5rnQk2KOY7dr4vEIZ5sphvWliH33abyGDGcVT6oKbgrBxDUVerhDnK5z5N09bWlj5vbGzoekUlmR0cHFxfXz9+/BjTOC0bwr64uChRkqxYrCrUJXeHyiQLXlOX3eNTBe4BptVM/mlWNqcaruJFd+qByfSBzc3NjoQgHrDU8fHxkydPNjY2Hjx4gF43RAR8tqtknCSyKUVQI5oGqaLabtz9KaWnT58eHx+fnJw8f/783/v3/j0V/N7d3d3f3z85OQGTcRY8Ey6lJAO5JqUKJFimnYZ9EfzL1EbyMCPopMa9LSJIXaoH8eCGqgaFHRjBGD0yvsMZ1bTEEikx804cqjIF17Iwq3cQh/7HtvwInI1wDlhosjgW1qSGgcNZRLfpeXb3sA94tDKUDBIKdL7nNNyRmY5MCUsBa84hYoR+Lnz3S2tFdgrpJtJRS/fYnAfOm++F/zAbinWAXg0Bp9BAxrYCY7fg3TCcBnILmnkg3wW+i0UWdb3N53LnNGGMdz7ji0ZX3WLmn8XYbm8r5L1qf0pTwiXxcLKHpQDZzl6dK42WZdXJmLlsTu2tb8Icy+XyjTfe2N3d3d3dXS6Xe3t7u7u7Ssfc2tp69uyZwHeNKFWFB0wRM61ueQVClH9hJTmCyfRhHEdd3qbIE4kZ/prjMkgPWOSv6S4OOFhUseaYw37JwHx9ikWYDObaY2EHyyCEW2lIuS1mLBRYI7lzc3OTkEEA3O3trSKPc9QETCGkgcIaHhIOnNEtcsev9SvZ3RWukIzVuoxMoTXJCaCppZCIQ9Q6KGbHBQqILKXGkGBa7XahwdI3Hb7rycViQc7cxsaGrNpbW1sPHjw4ODjY29srpezt7R0fH7969Up3pKdAb77FWi7pM8u4xd1trpqRYiSGSC1NETSvEGoiVTQkRlssjc9tvSy1Y30BC5nhWSsnMH0QeavoDbKc3dGKvXjxQsEb9+/fT2F7m6wmZm4dF64BimMIaMpumuJGOvWvxWRn19bWTk5O/viP//jm5uajjz764Q9/+Nf/+l+vtb7zzjsffvghGiOz0G+ZSw1PjvSZWitriDOH8+VHDOgsiz6Uk6wIBrZPjOI6OISVZ7tUa4qUSod9yeDm2GYnwwxr5IQMbUiG48VOZ+jQFTu4iBKiXeeD3U4wRbZ0jvJKfA+djBHMg6Wcl3IAU4u8fV7VgnlcH8gWaqX/Oj9hd6qpzd4zv8LUTf8cNF/bRZSATNYcbs4ZFzzEv/Tf+mli+uk1qJTz1fXQwc3aYl//LwbvuWirM/SfZyg2BeWnVkLV14BvVtVHXltJNJ/pvLf5mtRWIs/NTDV8gPNl/FlqK+S9an96e++991TtBGAEO+AuxtIGC3Z+Rn1wDlXNn4hEQUCen59/8MEH0zS98847wovCQwcHB7rGeWdn59mzZycnJ7I/5YiHSwFKZEd0yZdaRomJhfNfosjX2tqaqqcJ0o3jyF3TKSVhEQpEiNfjXaWr0nqK9VlhDHpLZ5WHWxVLZi0zByIS3V388DK3G6kTwl55AKvbor1HYxkV9GD9wkPUgR7Ci82MnGOymAwJLUiayWihQUwzm5G+WHi0b42M2YKVHdmkCDGSzXuKSFYcL5j5hfmov6E1VzDxMAzS6xS0ff/+/Y2NjbW1tcPDw/39/VqrzK4/+MEPvv/9708RINthQdC/bysj1GZJMVgul7u7u1yHPlhcBCdIqI6fc+3LYFEBnbBU5xiS1U8nI2uEYAFVOb9TG76lGV1eXj5+/Hhvb0/ep2IVD31/h/BU8AonWnQ/Ua+oeoy4VT1M/vHFxcXjx49V8+Tm5ubzn/+8kkA8oaKUIg1cuRYa8NIuyuEsD5YS0GFErY8IAPeCdGxOsf92tGImet4RxhgBzXhpnAfSoQLAShti4ftyJxpzZtVx0TRDS6UN9M9ms9cDbuUlrMUBLr2xnhj12Wt2Npmt2llQnqmmLjUWdiXnfDocHzfwdxpImvHYwfJq/Gg4P6wRb5NDP2EA6s19F447nWy6D4x5jkR//F9zi61dhCVDqB1snU/QZ0cPc/CNgO4IxsfGG9kF73wOlO+E1HTlJ85fwUy7g8l7Jwuo+1ltK+S9av9G7b333vv2t7+do9WIXUYGV2vYfrpDldqYNvyYONH86F5eXr7//vuyLe3v79+7d0/hHxQd29jYePny5atXr3LO5+fncuK7uQjh56JLMlIQExyDr3+apuvr65cvX5ZSZPnW61R9ZYhoYFSOIYyX2DjdEOg6iWxdOKwpkqjAWTgahg2kF0tX4o4P/yvmqBQ8zoVfCsGZI/KkRg07JHQKkypqRokQGibrKH+ISmHslN4LNHEo5v/NdheP/zy1cq7YjdZQhf+wkwQarX7i6XRUStYKK7Y4paSQkvX19Y2Nje3tbWURKK9gsVgcHBzoXqccpn2Bs+3t7bfffvv999/P7X2TJapVePwSBND5/bWqZ2dnGxsbIDyiU1gEkATgvljoarGbZfVDP4+cuGI+AY0K+sQToixbBgACc3F+fHz8gx/8YHNzU/i7WDw0yJvhiRr5kpPISZEOhlJRSjk/PxfFEsRyfn6ui1f/z//z/3z69Kl+O1kmwM3Njao6DhbPJoYg4iHsnjPuAI6fwBOGYbi6utKqsho87OQ6hD5czLFGgIdmqgxssaNkcdWTFWvvTmuaIbmh1beLBbIXs3F0HJU+/UXJ0Bv6TzVPCL357kMDGPWzRXr4yS3mTOgAFj3gqXOewNR43n8OrO9W7M59LOGdSO3VrV3zJYKGs5ljWAr/bzIRVlqnWTJZww99wb2TrtUW+9YIgetYnz9553T8mTlF+Vy6d/kAupF0XbFl/sYfMxcnAN+4bGoGvjun9vrpgN1phbxX7d+8vfvuu7/5m7/JfznwcDoPS4WJw546NDZa1hfcMBnPEqdWcK1Kfe/u7m5tbSmIc29vb2NjQ/d9PH/+fGtr6+XLlyqNN4SzW8AitbbeWqvQhoQQ+DJb3tvNzc2rV69ubm729vYUmJus3q2YteCXoPkwDDJlCdCPkWSWQq6Q/FcjXkWcSB9KxL+CAxzYZWu++N03NcyK3U+K2cCEb/B31zDqqwSKChGWKHTIb11/4AMbjbwBXQ1mDPZB+hzTTMAXi6zggWImMYFvgX7YdzJMI9iEpBEOEw0MwyAgvr29rWxd1czZ29tbW1t78ODB9vZ2znlra0uX4+DHABru7OyMkcoJgdWIIvAoiBy3uqSUdAtMjtALplzCFaABAyJ9W/l3MNs5JMTx0Q5qy7Ru2K2zJV2wRAg8AI0+8KJuT3POz58/397e/uIXvyhkT4E/V61TRAp1FeU7DgAISxZ5orATtht4d3p6+id/8icHBwfQQAmtcnd3V6qL8BP1HDc3N1MgS/RDV2uR7pioWTTIKUVql1bGIZpT5s3NzTiOUthyeL1SqAEl8hPQ/90ZArLPVkvUT1aNMohMoZsF6CqFERdoDoVkCwyDJ4OfnN54V8dkSijMg4Ug5xZ4ZRME9NYdcyaIHgXIw4k3RF2s1AK4ZEVyqGbD+KFeuXrI5YAscxtYKPJbxo0BOfRA2Fe3DszXv2TpoEy+93cxyPSa1nXu/6a2Lmq9C3x3vMLXuQPf3V7kFpRnUxhqC9C71XD67MY2XyjfRJ9UNhd318mnBHanFfJetX+r9iu/8ivf/e53+a8fOfBiZ/morf2mtKZWjium3MEiRgRMX7x4gbnos5/9rKqebUSTNe758+ebm5svX75Ulhui0YMB4K0eKIKEo+hEjiQtWLkGBlNGi0jh4gQUjuNIOqNEAnGuy2iwe90rnlrc2Vl3QAPVVBQXVDUsJXNrZQ6bt5D97u7uxsaGFBIuU0xhxlNVwc3NTccKyWxsbllnc9lfjWq5XCqcZmoTWGHfUxQDcUjd/QtrnotYoqgdyiysdrvCRaYIHdadi0LGmqYM3vfu3XvjjTcODw8VyS24lszMDB1eXFycnJzc3t6en5+ryKBCgRWuzZihfEc5QxS/d1moGAlFdWeLxp7aIPhsMFQrxgX1QI0S5mS0qdyan0trls5W4CK1AnKM6G06ZzCllLW1tVevXj148GBvb8/NpaPleEj/PDs7m6L2NhSSw1YqLUjRHbVWHhuG4fLy0teTeyvFFvb391EnhMzkweDSUK3P9fU1New6EqWlgF9+mpK5hjQeaebZqmeAGrWGiieptSrGiSMA06N8ihwFQuHuYgLUQjNzyx/4yRWzwWJCllHeUZFOybBXagtFO+Jhmq59dQCoWNl4nHLJAJY3djnNkCLvgtI4vL7mekaEsbCy4sxojNt59VieaaT4Itjc0pq9naGxkjopLDgq1timsjhqTC3ShcirYVZnXOlPa/6Mr5uvOdSVDB93608P8I3cAt9qCkN+DSj3KeRWaakG1rvpzwdZDdDXEDTzEgjZtL5PD+xOK+S9av+27ctf/vI//sf/OM0unnUwne7ivHzjcajOCFJ7H4T8xRKBL1++XC6XV1dXp6enX/rSl2SAlFt5c3NTYd+KSFGFhOVyqcrfg0WbJLMYlUjkd2EpvqCgYb1dol1okumMcZWmY0EwH+Zeiq7Q8xDWWZZLlvJkFqPUwu4hjJHFnAaOyWBwbtyiEwQtsd3r6+uauGrhMTZdXUQO5SKufUZcpdCXnHv6Dop1yhAIS61mNRkiDiS1BaeR2WrO912iZAPfJSKUllHXEik1RjqjTNTSJVIoGLXW/f39t95666233rp3797Ozs7Ozk5tLwmSPBa9vXz58ujo6MmTJ8fHxzc3N+qQLQAKFItcQn7ogWp1FRXLpCt1UgD0EmltowXQ0yAndLbB4qnoWThPjxF7U+M2nxz2+w4jlrBDT1HrRlEcrJjGoC9PT0+vr6/X1taUKzla3PMYle9dKU0GCPRG7UW2kpQ6v0K6ul5eSg6RuALr29vb8iEs4gYrBYcA4JbLpdBhjmzp0QLWAWEdRZU2YkGsZrLgdT/vySzuY6SP39zcKKrE43yYu/iGVsZ1MzXnDMmQlqNez9p0hsADnKPSBoG4sWOwgGnAEA+QoOJd1WiDxQgNVk11Di6zaQ7QPwvIUnOJQTJnSzHHo+coO27jCDBBeBTGDu0g6b9+juikhqKVLeFeIgkKqW2oZNeDd9tRuLNcfpVb8A3HLm0sR4dfWVu+9/HXFuCm14BvZ571TwPf1aS5f9N9nn9gzB27hgD0jSsDHAEP00qfprZC3qv2b93+/t//+9/5zndg0DpvgwW2gq35SW4baCybogywq2HHAscsl8uTk5Plcnl+fn5+fv65z33urbfeSsHHx3FUFZRXr17t7u4+efLko48+WiwWEs/+3hRnforkoWJRwnD/MVL0hL89zED22ilS4ghOTWFwhesh7fTNMsobJ4NNwsEdHHeJ5cuVZgUH4X04TB320U+OOJNSys7OTg7DIQBC88pWxYwIDXYZXpnNuFVbZ7pL7k4gMa/RUrVctjkNJIsy7LZviIRLGR1TaAKyuepd6kRWwBzVS1JKikZ4++2333zzzf39/cPDQxV1meKKE/ZCt+eouuXjx4/ff/99WXNFUZoyCgYBSG5kyqFpSMNR6fRaq8oIasxKfp3sznCXW9mqcMg3IlVT21ftsneMl07kpGwqO0Ipqm5XTgFfhHTlQapxpwzJD9JCz8/Pnz17trOzI8ui4rVQGNyD5BIXhFFK2draWltbUzG+RdS217/qSqt0dHQ0WhD59fU1Tgzh8mLRFGCvbKXfFnGpZDcw0JgjS8z8o7VkORVDlMdJM5SjxaSaoaPkHJo8ihwbVyzFEF4EwXQsETioo+3Z0uxgtes5OSNDeMlQG5JlaMBpO423C50fLSZtEcVP54jNx+PGDh4bzHLvXkSIHMoZIxwcfcDJiZFnCzLRFHjeF815KSyF9UytAl/bCwTKXeZtV8k6ImfKqQXB6fVYdmjdm7yLI5xm6DYZhu5eke4C33f+sN4F6H/MUPMMTHf9z6c279yFxWSBiFpq9M9PT1sh71X7d2lf+cpXvvWtbxXL7iozB3SasSfnwsVymJLxZRfe8GgJp9vb29PT01LKzc3Nzc3NgwcPtra2lCQ3TdPe3t76+vru7q6uwHz69KkMaX6h5vylxfxcY9TJ5klJytPT0xrXbguIAAXESlIYlsaoguJSLUfsRIlYZMdquLOR2bBFvkHysYbgp9zap92i2YkQCSqZA3MUEpFs1q8WUSC5Woypo/lktvnaqjT8Ks1Y9mD1sGiAIWbqf2VBqhmo6NBRi+riaZCLuP9ItkZ2eXd3V/rS7u7u/fv333jjjXv37u3t7S2iRrXy+QS4dSf5q1evXrx4cX5+fnZ2hr9liuBR9LFk0iWH3VRzLxZqScT5YK5tFXmEDrGPsmXs+zIuyJQKIXUI6kVL5AHOi4MJ0cn29rbf/SSwq4G58RULuvZ6bW3t8vLy/Pz85ORkf3+fmJPOTMgmLqJyJaBKk7q8vNQFljnUEqiLoCwdn62trSEM6mdnZzc3N/v7+1MbwkQodkqJu438xAFAS+srcB27MzqO46jkVxxifgZzG6iK20pKS4fOIT/eOEUAEkqRH1io3Q9LbRXaZdQ/wXbA+sMzUSTSXYr6ZFFJ9AA/cRUUasxxBSkR2GkGwvyb0ppasyE/vQi1v0ZFHY7P0FYvGS3T2k8HxJ8j97qYA5A8BP+hDzgbVmYFkiVIpMicLhbFxyCzQVg4LZ102kI2M9Od+8WGzper+xWr7Xyy2wi+T38a+E7WfKF8T/29eYa/s/HkHzM274pNQWtyOvxUtRXyXrV/x/bee+9985vf9DPmRsfBaqWV1vuMsXCKiijg12xXefMi5IeEkGqPXF5ePnz48I033jg4ODg4OJCBUzVPbm9vd3Z2Hj58+P777y8WC1UeBKsNVraJYr3JBGGxhHcwzenp6e7uroDLYPUonGNKYgkALeM+GhcnqU3lTmayGmcx3NUM526MyebsLm3FgxyOXXD/ZDe9ufwGNGxubpLlSc9YgJRzKV8zAaksi9YcsYE1rlhdQjcZMgaHDkzNRUInVNBYklU6053ty+VSgbZCBtqacRwPDg5SSufn5zln5cDt7u7eu3dva2trd3f34OBAsd2Sr+vr6+fn58+fP9clqUdHR3KtHB8fX1xcKAhHKops51L8XEtkDYFNyaI19DDUslwuFVWvLAVtlkynta04gcoBVtOUp0hT82VR/6TJ+njcFogGKCpV9czz83MOnaDkGJHfJW4pWi6Xx8fHWrohUnWRoH6E9dnJgLeDs2soAw5DU0qKgGcFZPDWVZqdNVr7UiIyTRUSOWL4B4rFvxXz72trsK/XiIWoVgZ7CKcK2ZxTRAdxWKRRKB6mRoyyg0tODUcMez8cj2PlC1jN0STygwl0sH6wmI25AsCBwofGljlbTq2rJBmkBs138IuF7URDtat2OCZkPxOuRg8O15xLsw6pLRo4WmEf+ZSkwlVTNZNBvWwhQ2xraQ3YY2TmwDZri9Q77Ftb8M1iJpN3zvS69XGYy177NLulvnOR51jZlzS9Bnx7D3UGwe98stvuDo7Px8ZPinlHkzH2MQKQPp2wO62Q96r9WdpXv/pV1fnOcTu6W7BcNpSwjg9tGJzDF44l3NBV5GmaFGiLf/Dy8vLk5OTNN98UCt/d3Z3ilridnZ0vfelLBwcH77///vHx8fHx8enpqfpU6DaWEhiucEa+606HaZrW1tbOzs5y+EMBDQ4ZAd/Mzq0dyCFFzbp9JRlL4tU+vNRGWqdIMxoiqb/7K2s7tJXCtUEODWHrTESdEM8gKx2Ag+3geZedaWax6yxA3bKU1nLMxPkGSIEuB0hy89gQIdQymh4eHu7s7Ozu7pZSFGK7u7v76NGj7e3tra0twcpsaX9HR0cfffTRixcvXrx4cXJyklLSDeFcmj1EtKtHC7iw1GooZZaSeUAcnCSAjxSKn0zUNSJeBH0cGXSIpEYirwDcFPGyHuEAduEosYzax6WVjlbaaK315ORkiqI9dDLaXT8554uLi/Pz88PDQ7LZhMi1IAu7jRWhzlJDLQ4FqD6+jGtcNjY2pOyJvHd3d1MgdbS4GuEBKPaoLkMY7wcr1tFRILCVxdEAFm0heZRh1C1oPrWoRWS2vr4O33Och4oyWgYC/pNk6ncKFcu9OvPDxYYyjGp5FJOFYtcW2tbWYdUh72pQkil4GECHvNPrg4xZBGwrtDLzOnpzNObPo5xkU3i0GiQwMLtkSHq5XBKWVg0gZrv2Fd3G98sVYKguzWC3kxaHMc3AqD/py0Wfg7k+OnKtrQIwmFfT9yKZwO32qLbgOxmPrS1n5idwjO5X3WDqDIX7v91c/IO271MYZEJbIe9V+zO199577zd+4zcGiw6ErchUhvyALzgm4DDDd1IrJ2COC7trTa/OOR8dHQGSPvvZz+7s7KRgHCmlt956a3Nz89mzZ7e3t48fP/7hD3/oVjHPoB/ingvMD7X1b4oHXVxcbG1twUTGuNCOCSLYHDy5eSnN4JevWDL7BwB9ME8CJu1k/oHOeEwn2fSE1HL5HCYoUioZHphD+EzWfSXPsUfjOOr68U7AJEs3zBYO7rKBLR4s0ibNJFa2gAF902Hu5XIpNUzIb319/eXLl4vF4vDwUFU45KMQhtOkZPBWgIrs2Ypy/v73v//y5cuXL18eHx8LbU+RtjVEBHyygKLaxvwgbLxORddSGOqEm6vBdEFGdgqHRrVIg2z2S9n7c87cI1Nan1K2cgEs+GhXvaSUVAIIyL61tTVNk+onZvPgd6J3uVy+evXq3r17umCohkpcWl85J8IjJfgGXKUvPd6ACAR9lloifVvI2LvyqBs5QKqpgt4nGBq4UMwhU0rxYpRMgQekeLPdrDaMaBgGBagkQ/OUD+KNcsct7SYjx98pkoP9qCZDRY5UslnKi0VrcJanSDLB0lFbYM3SwR/8wGrlKRA5WFaDU5fboaE0usIGwXQA3FItRktr8Q9u5/ZhIzV4+9B6MnkSJWFo77dy1aWYhcV1V6wM2GVZSWfa/i/aJgOg5ztZ33zFUpviwgfoOc/AcfcWP321vRnAX+17NP8r74IYuhdx6ruB1ZYTdsTARHwYP/O3VP74tkLeq/Znbb/6q7+qhMsU1m5xImFlRXb6USxRDAFQ5eZMmLvLiRoRiiBv0Iyu2RuG4eLi4v79+/fv31flODGge/fubW5uylC3sbHx/PlzmdkUAABAREjog1BXmoEJqjcw/sGcwjXy57r1wRDF+jAFtc6NPkVeF95q3qUOJReTxee5adlFqSP+bPCa3nDR6htWFVnl3J9+xkiSm9q8wNo6dgl6cbHhIj9ZaClS2V/kXDsFJgCRK8CAu98fPHhQStnb23v06NGDBw80jHv37k3TJJDNyh8fH//oRz+6vLw8Ozs7Pj4+OTk5PT09Ojry6i5IWZfZThWdyNFfKQxSzBzO88VqlqkungylXXgDNuZq8QZ+HK6urhwsQgNAGVAC0RS+pGx3tYim7e3tUgpFOfXAZCHOetHZ2dnjx49VoZJNT5bi5lKWnfIxcBZqG2eVWsOYiFyVQ7JdxqRO2CnNUauxjFufnNsMbSjXndpgaf05Q+uXqwYZ0X5LxNKklC4vL1Xxhs31HYEeSpt9qCgp3Asdqbs+k0zpQrtL5mxhsjjTukPkO8X3k8V5O6NIEdcEQabWys7Y/Hk+8HmK7NKOev118wPeDbsaXCbIxMeTWmbiO9ixlG6t6Nk3V3/SLifTGXzd0l3gmzF0rNL/260Yg6mt7aNjg/7NFBGG8z1lZYh1vBN8p5Z9ORNT67SI7i1+uue71g14vlb0+SmH3WmFvFftJ9K+8pWvfPOb33R+N1gaUw5bAs/7ycxmhOhgGVyAX0lgCIJT1eHq6uqHP/zh7u7u06dPHz169PbbbysJTK8WEL+9vf0rf+WvPH/+/OXLl6qPdnZ2JkMaBR/wVrvYGyL5RshbpmjZKRdxQX1qa/Q6NxTLc4TqUja1ppTUskIEud6VzO5bW6sVPwFRpeCw7r8GD2XLTwLr+8+xR2o1lnYfOH/CKjzOrpIZopSK47YhzOGsD1Vl8swH0olV1wpUR1JBI6omKbzLjsvgnUKNEShXeJJiBp48efLixYuPPvro1atXV1dXt9GwmyYD04pX6QiVZ5Cg7qFOFiviCyu8BWQkwClFeA/RsWwEiJZl1KQoP88RW8QdImC7YRi8eI5+KELCkO/anUzLqqXNHpUoVw9lHh0dHR0dPXz4UFNTcAgHfLASe51gJmxptGLJo93Xzcg1SFm15aPQLuRwLMg9RQxPSkkR4TrR6me0FII08wywa6jKrLMrQo6wSwQacX7HKBVfa724uFC2N5vLudNZ4IIqmINGoq2H0fHB17xEjLhOYp45lEp7gZemMJhC7icrt6EpbNMYBQRZKHxuycLEnbOxbukueMf5ZcUchXNGkuGz1FY8xD7iYUusgJOT+8RSuAhgtj5IXsocWTSfl8NcKJMfMuCOZUFd88/O5P18+Qp0XMVXstvH1CJmX3mVt68GeflhNwwfGBN0TXW+m96Dj5b/zj/UFnyvYHdaIe9V+0k1xXxzx0Gym9Wq2S3U/KC65aa29oPBLir3My8RSLHtlNLl5aVqxh0fH7948eLzn/+8bkjRtZc1AOJnP/vZR48evXjx4ujoaLlcnp6eqqTa2dmZsuiG1k3vfJPEL4QoBkuXMeTA5Wj6lddSgLUhJFLUxVPFBsxgWs9kEeeMx8NLAP1uCkJiOSJUw4RWI2DAMQECrEaZ8DFKJdSIM2Z2KWSGawIafxcYyp+qaR3QyRD3XzKGRVTpdstZSmlnZ0cejN3d3f39fXLyFOQtU+L5+TnyWCFPGLYV+vnkyZPnz5+fnp6KcpiLfNN843CNNWRNoAcmWCxOiYnkQMyDWRBJDFWHIhvMt1NkLLgJarD7t9kjDwNYWjVxBqwgBwAixDNFPh9VkFNKktmlzUQczGitD69evdra2trb25vaahgpbKJDa+5NUQhIS+QVYJiXHzr1Q4yHY74pkoZ1/Ok/Rylo74TYHqdPzper+t7VEFX/Ukpy2Wm5Rov1SlF5SX+SbZ5bOTmP7nNgpu4vgj2i8SZDY6mFRNBbZ+Nw8uNgOivoyNI5qivDfpENryjh5fMzSMstKEymUXRbzL/0yZ+SGSDQz/Vz3/piQSauYVYLcIJHkRzcLaOfDg6jOnd1LkWweG7haTJM6bP2w+7PMFl/u/8kt0YH3+hup5Kx9GrFK50XJfOYOW0z/m4KaYbI80xVcLK580uGCnnMiYSeP82x3d5WyHvVfmLtvffe+/rXv07shMPK1AYPzP+bTChiYgRwOIdNFqidA5tSFW4YhufPn9/c3Cjy5Pj4WKl1Y9RnWFtb297efvjw4c3NzdnZmfLqamSYVSu7ke3yFwUGKLABlFMjAN35Y7X6wTnquxWz3Hvd3xqRHshagBfwHeum/uQsGLiAmE92S4ULYHVIyblkViswfTZXQ20NZtkqxCHbeBgMAW5AGEAbtQ2yZDcxDWrwY1vikF3QXFQ1UlcmHRwc6LJ3RZwPw6A4oqurK4X7v3r1SvM6OztTOeqnT5/Kwq2bKRUaJAxUIr2vhpJG+qwrAy5jKJ3hsGawEFjfcZ4Zoz6GyEaD0R2NYN8a1j6Uqxyg0wN4amBcGXo1kU5+UwA7Gb7n58X8+LxoHvnDYyVy2o6OjqTZUtCDf7lZJgVucHKSvqHTmiJtMYe1VYPHNo+fJ5k3Rkrv9fX11dUV+zIMw/X1tS7YmixCJlkEQjELqyszrFWJuqggQoLH/JC6K19ZEGyN7v3RUDW2IW6xKRZAr12WA63DZHBCVxh8nEyZrZniyvTuSYfyft757Rw/aUauq8u1qMdK3D7mdE5vOZrPAiw4RL5Ed6aS4Ve1pd2NBSgvccew66UlYkU0EtRUVETXHhkMQ8Ka7iOhKA1T8L8y+PlGzKfjAsvBty8a7/JNSeZsgbx9haFVX3AWxN9bDUPnFih3A/Yx87xzPH7e/ZADNdfKvOUV7G7bCnmv2k+y/dqv/do3v/lNmBqHGRzmfNC5tmT/GLeZdNebJ6tVJ44sRoNcxHqkZy4uLlR8cGNj48WLF5/5zGcePnyoEBEJeMVl3r9//9GjR48fP3769OmDBw9OTk50VSGghDeWUvDDAjRB6ggJDQAIC9JyFuZTdqsVk13EfZP6oYQB9/85bAU2saqOmRDAeoaAe+eh/vzUhhfrSwQ5jvUSkcHw3NRK8WLBA2kWcsDbMVMRVZnD8q0AbihniIIV29vbKiL51ltv7ezsYJvMEWshfUA7qPtfXr58Kfyky01TSjc3N6enp1wSBORFHcJXQ9xwam8WZF4sTofksEyzMiBCETawXhodqZYpbsbRWhWL8C7RWE9HWp1nw1fbcYkL7xpxHSUKqghHZsOmpXWFS31Vbe+LiwvVQWffgchSUKdI24CQODUlnDw5Z27EXCwW0hOWdjsVJ7pEXReAtW5dzeGMIiTGX+FHIJlJu6NJjl7OGTQsZYaNy6aFZsuizoFxVSlf05Q3rIZDqXOSaGVUg5z7F4vFfjhRzWcB/kMbWcTNRD6RFP6HbG6oPIP4Q4QMOcFw/P3AQiFOYxgpWIc5SvOt7LhTt/4iACc5dipHHL/TObSBcRrZkQwv+mAwEPgq+WSRWb5QPvJiJvmOrfkH77CaW8NP35wrprsQbTcFh91Yvp3b8F7X/5M5Frrmxy234Nun333p/3X6fF1bBZl4WyHvVfsJt69+9avf/va3nR04Vqitd542RKU2cCSRah0QGcJxKTYtqXN5eSnsImakq+NLKVtbW2dnZ69evfrc5z73uc99bnt7W7xbIGBtbU31Lj7zmc8cHR0dHx8/fvxYdZ1VyFljVrc+eCxY2UwpyDawWg2j49B6hFNYGTV4GGIN2ySLhmVdtbGA+MhpXN4/RmI5X/YvgUo+YOfCyYJfGQwjdLiZDDI6aKiGR5nmcrkUvpEhn1CWMWowb21trUdLcZ9RrXVzc3OxWOivILkUnmLM59fX15eXlx999NGPfvSj09NT/UkrJhSeIxSyWOSuy8gcEa5jFDjvcGSNitGA7MlqimXzAicToqlN3soRRz4Mw87OjpSry8tLmXulLImq0ROSQb3BQndcGDvEccVJVRfRnRTLoaUjoFbvHSOJMIcuNMUV9ArKIkBLSs7a2trm5qY8TtqaElG2LrAx9vM67a8Sl4nl4IwzC8z5KaXNzU3pkB6M5IduMJ8MRWNq6Jnut0kttkiGxjQGNgtq5zhofbq7YJXIu7GxoZuAuDupWK0MACI07wFCOB862O1wig9sme+4f4ZacuR7OJHQrVaJGpqccdEVKgQpocRP+2F3lpLNQOB8z79BXkDA2k2Sbbrp+yFlBfSZDAfCnMDoLELH/bLpCXPG2MHTTpBVixzr6IeWW/wNYxnuCjvJBmGdbY4WrVfM08XeuQLAAz4vn1E2pcJ5e8eO6l3ge2ijBKspJ06Z3ay9KYpy1Wgr5L1qP/n27rvvfvvb3+YYD+b39Gjp2kaGgfCItXC7Tm49sHC6auZAxFsK7qArCZWhdXFxociT3d3dnZ0d/WR9fV1BC4eHh69evTo4OHj48OGzZ8+Oj49l2Lu8vCTCpAacylanQsKJsbnpvdqd1XArWBh1YFKENecoJ8dK1rCQIdTpzdkfOAnOWM3hOFhw+dDmQrHm0nNq2Jhd/EhFkW2Srohb0Nxl2HMk2smqHN5GjLvDMHD/SLI4Exm2x3FUPInCsjXBaZoEvmUq1uCX0QQvVLv9xYsXf/AHf3B8fIylWQHcWiUVoUuB6Rd2eadLLPUP7MthO/QHiDeAFJPJv8kqlKEbZNPWUkQSywnjO4tm4iTBFqf21lJMm771nJ1q0UFMQbMmdgKA6LdE4dxQ88menZ2dnJzs7OwQUAtWIBgATFnsMvbB4kDGuJzo6upK++I0P9iNjyIDKSEqwCLUi/3Y6RkD/9DGQwPpcii9uTUQZEvu5JotRypOq8nwOmfw+vp6d3eX1Rb4hlrcA6bF0ZWZ8qdxtP04u3LlBJBNn0kt8pvacLIcmrms8j5Z+sHtk82Xwnx5xWDV/Z3AXFOqrYdT01lGLUUm6Hys407ONCAeqaPOuDA9uPOQuDWg3hxHckKLRcf5gvjKpxYfM7C58sZf011IlKUYWsNzfQ34Zrv9pHfdTm2CrDN/5xh8CSn6MkJa3ZA6EhosAKZbDdcK8l3gewW7522FvFftz6W9++67uuGSo54CpXXsmONd2wIR2RryIwUbohEXWMNeKKtJNnebRM73v//9Z8+evfXWW/v7+2+88YZMpwITV1dXGxsbDx482NzcfPTo0Re/+MWnT5++ePFimqb333//yZMn4zhKiMpYiM2VewdTIIlsvt3J6jEjRUrUURb0AYjc3t5ubW15ulvH2WVuxPaDi0B/FcSvViorRdB850xA6mNT8SIAxVy32RQJreoUtSCq2T8QjRoJgDXPHNDywpdSVJ9ke3s7paTKLaKHzc1N+SXu3bun6hk1gk2XcbOmaxSKkxZnV01u3Ub55MmT4+NjPY+tTrY9KEpbmXPWwgph5/YKRggJ/warl+xWyBS+clByCfNqDo8wtkMX7Vp2TVAxNqrVnQytQsYO8SerSY8cdWDBSXTLXw77fQetFHgtq6eLbY4q/YM4b29vj4+PDw8PdRFPbQPic87Y1H0kxdxWU+Q5MOUULovByuAMcYsWV8QLRCrgO0WAlkJchpnLG9VibPOnfVmqASz1n+L6Hh3Gjv8kMwk7kei/Kg6jsyyiYgEHs6NDTqg6kCWbVcOzgad+sOxPuB9uCvZuakth1gg3gq9CwK6iVNPMdWS6550AUps9CRdyHFYi0olRDa0DsyNXHUOcUb7gdOjKbQ6lwreY1XPag5b4pppu4N/QcquV1dbQy/J2ZO8/T+1JhPByC+LrDHz7Eg2tH6ZabmVqgb7/MFmJmGzgu1twvmQuDq8d/cMx/F1zztP9N61g92vaCnmv2p9X87CTZCEKcCuOtFsXspW5gCmkVqd3COKHH19zxzJSMH2Vs9jZ2fnoo48ePnz49ttv6+Z5ychxHPf29lJKu7u7Dx48ODs7u7i4+NznPvfhhx+qHMrl5aWiUHTvuoCjgJ1L4hSl1jrrOMLA5RlRDVNklQl8ZEPwdMsF6dl8kaUtKLawyzVrID8PjMGIO7ZVWfRzl1h8T92VYpEzkuWYdSeLUpXxskSIfIngHHLmFouFKj8qUEH6Rg5r9NbW1oMHD1RhWmBRNeNczFxcXOilJycny+Xy+fPnChNSzTsVoVPSG+SXw+pGJDfym5IyGj+IpMTd6aAi1wxd9qP2FItKwqTk9VvcSocV+eLiQlBVKGqygoND2KGJ39AikG3WyWwnrXqXuRTZXyLeWkh6iIh5rrvvzhpvkfH47Ozs6dOnCtly1JjCQilVZGn3v6TWSOY4mJD9ZJmX/is9RnQ46mK3/ilsgRAni1AsIstTJ/3kAvtyxHyLYKTS17bO/WBe+CFCqnR4PRubsbEjBOpUKzkKK3NmWGcX1ujDFAFUQ4TPDW0MNGbmYk425yd4ObT4+snSCmumSA6GnBzlT5aT7c2RaGqLhd+JOEer0p2j/AuIM5s+4BwghRKCwuzkjc+B4CX3DGiJOmBKc3pziAnF+k75l3f2lloY6tKq22VO6BilS1KLoQmy7xAwI/E3snT82618bTF0aivq+IBTK0m7NfHveSlvXMHu17UV8l61P8emsJNiN1DC9XIksaUWiSbDKy7LsURmC1/hX5CNzGNuTs5hURaCUUmTV69e/ehHP/rRj370xS9+cXt7W+UyNE5FVpRS9vb21tfXDw4O3nnnnefPnz979uzm5kYlMlQnZIq7uKmlWCyWV8ZFWROvrq7c0JgiZjpHxMIQoQWCQUItGrOENOvgFTCQbWg1KSVFpCBpEEuLqKkyWgmqYvGaaeayTBHQzMoTmOGCgV85shwic6tGIUKMoJry+vq6imNQeWYcx4uLi+Vyub29TRAC+Fh9EtZ/fX19enpaSrm8vHz58uVHH320XC4vLy9lcZQZVRUwtNTCQ9l8+pAZIQ2LKKiSTHolC6vFaIdgHiLASYoWaHhhV+rUthaK+tcuC+ZKPmkMylhw0ybPq41WDMF1pBSgFuHdmZxT6EugPaBbtVp12otOtOfW/qf/np6ebm9vn52dSXdNBrZAvcVs/yw4ik2OqjsOXwbL9axmI5QClsIs7QESQzijsqW3ctbcHQS475YuWcCDZgoW9zilwaJxGKqDSE2qlCJHCn9CTR0sPCO1+tJkiaG+Zb6JOUrWpNb7t7SK++wRgJVVgk48eINd4yDIEuHYdBEJrH7YnWk7oXajFbENbSQJQgHlE8Q2REjb1MZT1TawobaGedaKcZLNzHkf43ZeKGS0ikypBcTdyWIFqkXFoLmxjHc2qKJ7Zv4WJsLh5ZmpLQzqZ5PT5Ny7GuyuM6ReDVI7t3em54PMPxZ8VwP3PLNKqfwxbYW8V+3Pt7377rvf+ta3nF9Uq/ibw2iXI2ARpAXvcL0/mbUV6ZjNlqxnAChuO5GtWqxW2WDHx8dPnjx5+PDh/fv3v/jFLz569Ci1l94hVj/zmc88evTo5OTkC1/4giKJBfEFAQXvhAYUsingiHXZgxAU9uDRAvBNhLQPWyuDyzWFFtGJcEB/irtFcEpic3Ujd42q1YsoSY7MA3nAhelc78WmnlrYrUh0oV6BEtnviepJEXEkuajwj93d3c3NzRRlMc7OzvQKgfIa5kkMkLe3t5eXl0dHR8Ksp6enKsst/DoMgyq4C/qA4RRKoRd1g9dGyKzu3gmXl3wGxnknmhHF11OAeBwCaixCt1kiBsUWa++yxTZ4uAJelE5lUnOLpm+TS+UUmMltltVqZtcw7TvgqzPwrZ3VyutOzcHCV3xsvpidXdYH5tE+vKtEzAkW8WXUVUwR7Lu+vq69cxjBXKgbM1l0crYwqslSYzmSBOXLG0Ok1hiVdiaL4OeUgRHHCE7jgIsAUKEd3wwW2jRYmE1tQ2KSuQs6DAcnZOk6ODjfPviDenCT8BSlKh1mzXdqtPw/b/AxTQcfAiNhqZdRichZ9xAGXXGPy8vLybIFsrVqdpkOCzqFZ/NN4WtCXuiUMVk6gYS09XqMpH9fDSxEd66Gj6q2hUeyQVW6QiHxJ325inkdfbS+/t1B6P7t9FLfYr7xsd15qNMMhdNVDiH1utVYtbRC3qv2F9Dee+89xXyDF501pzDewM1hE6BPUugcK8AInGWkNhwFOVQj7sJRVClFmZSPHz9+/PjxZz7zmbfffnt9fX17e/v+/fvElcqqzY0t9+/f15cyvp6enl5dXZVSjo6OXr58KQu3wlFqrRcXF7zUbz6vURxjtNqxOWfdkan3YpXkG6xBYsSYRTv0MMXll7jd+XeMstmsAKDcVyxFobdkocbCiDmS/7huZhmXpOgnMmYLDwmpaOIqwKzy24vFQjmF19fXU0TxbmxsqOY6clEmYcWTCOppTV69eiXkrfKRJe42IpGgUxtq+BnkD0kmUVioRVyOSKQTKBajHQgMSkPiyl64tCsnHU75k8uoqM0DKpCn+BnV9q7hxilx92SyqufVTFM+GH1YtNed+jHhYUn38/PzbMmgQplePfNOKe4gSVqQVKDNzc0hrN2AP8ipmC/bccAUlftKZCT7Jo7juLGxsYh7N30MooQham5IY0FhGKMoTTaINpjRlw9sPQDLtRo1YHq2MB5+PkZVFgzPeoa8ySECQhZWW4bIE+JGnONBMFAvm4J1FgRWzNEBrTre0pAcr7sulCP7uYb+gN6Y2roWal5b0Pt3OmRhYfjOgd3f4lCytioTxON/otXIAfBf8aFYdFYxX8dgdZZyCysZeWpRJoszzcJg1GDOdNstCK92scUDfDNYhRZ+68MrrXnezxEf0o8F3/5XP558o5+wXGkGvv1z9w3/XcHuP7WtkPeq/UU03XAJ03QZ0Dki+YxIEBjys40kGNsk+jmTEjdEqKSwJqqWAp73s7OzWuvp6ekPf/jDw8PDhw8fnpycPHjwgNgPpQZOUShQFTZKKfv7+5/5zGd0F/0XvvAF3ZIolKm4cIWGE21yeXmpimMXFxe5jRoUPFX/CmMlZsYDFZDHqWWdgGm+dz9saYtw18iYVOh2sVIDvmsYqzoxj7zky2yu7ZTS7u7u4eGhUNHm5uYUNemEhFReRvuia0RTSkq4vLq6UvR8Sunk5GRtbU26zYsXLxQFcXt7e3V1Jd2G6yfdqKYZuSUS4zFkgPE+mT2ylKJSg6wwC54CzpIJ6otfIg4B9z1SP0V0bDFfNjsu+aQwGwbGvuPZcNjnA/PdZ+NUilEqBBjaxTxARFV9pIoQ9CzwXcMwSWmOZFLcXzdF5I8slHL1dCMEzqI8Ezgkfam211dxkGugz84K6LuZUiLWy5lANeivPnFWuGKQrM4jYQnVbp6foni/PBJoI6RWaxNz6G96QMPTN/KboZB05wXcxhTYJgc0zv1o9OCsEnbRISRHz37G6YctGMex86oNdnmqVoMlBfh2fSYrP+J/qoFiawR7MB2eGaP8omcDew9snGsFcCcocIjgNL1ubiDndXnmNR3Ml1gs3RP65/lsFqVuhN3n3OLd+hrQfOdBQ0vvFjPfBZ15S7oLfDOAbmuSAX2ntzQ7lfM19G+Wq+ty/g3aCnmv2l9Qe++9977zne8gMzAoYqEhPsQtuMku2IPLO78r4bxWw7xRAwClllks7Q4/2OXOzk6t9eTk5OTk5NWrV8+fP9/c3Nzf3z84ONje3j48PDw4ODg8PBQ0Ef4TkJVBbnt7e3Nzc7lc7u/vf/7zn5cAPj09rbXKIq5kzVLKRx99pAIsNzc38tHjx8w5yzOeIuJlY2NDmCaFmU3G9Rxxz7WN29EKLKy6bQnDucSYZCqWOb0CQJAs98j5Pji1mNE957y9vS2EsYj7wzGoq6SxAuVTSirsiOVSF0/u7OwQCXB+fn51dXV5ecnNLGdnZ6oFKWVGhu2U0vX1tczkGP+SYQvcwWSGaQAS9mC1GnoO8gmD9+bmJp2kNsg1WRAI16ZAcslAds5ZFLKwMmqDOdwdLmjdcqQ25oi0hgzYGggb8h7aoAIwxBxi+jhTRGHKCuuoV74I0UkyNOb0gCzX8K6vr09OTkRIvKLDwR0Q8fO4iCp1ZRbYXcx8vohrMhWc4GS/t7e3u7ubTLEB+idLGkHXSpa4JrplKURXLJpOZY3gB4YEtOUwMjuIpIT/RAyHZXReV8LUDfovVooR2u7w6/yEDpFNmAy2dkcD3FbM2p3aMBJWz7e4Roiz+MbGxoZbNAe7bt3HPAd2Tr1getg4cSA8j/V3sFKG1dIbapvHzDTpBMYFu5gjWjYlh42/+2ZqS2H6bx3jzrtlPQdz8wJk/YE0i39LrwHBvqqu3A4zE/WdXfmUGQBvya1h3knCu00tN+goc04Mq3ZnWyHvVfuLa1/5yld+8zd/E8EAG4V5ARecxYAnarjgaxvRmFqe692m1jU/WO1q0KoMPCoyeH19fXNzc3x8fHx8/MEHH2xvb+/t7R0cHCwWi0ePHj18+FC1wD2SOIW8FBoTHtVd1js7Ow8fPhTTV2nwn//5n9dN5jLNnp2dHR8fb25u6oZzEiunaNmsOwoCHsJz7awWTSaZdJfAkBUT5DpY3ZgSSZMAphrA3S1kQxTccNDPBw1GNxapOKMcAoLUIMiUkiqCq385E4Zh0E3v5+fnihje39/f29u7vLw8Pj5WtuXx8bEcFNhxsZmxPowTo12xDDwWE/1B2kJqDYHjLLYntTd0arVrRP/LnInVEzmkD379jZO0y2mBOVJpmSMx03pFtUtz3MQIbvN9zxYFvrB7K0sUD7m6ugITY1DkgiGWIsV1gN0KdNPUY+fn5zs7O7u7u/5wJ6rHyPrV0ilwSPZ+aVPQ2Fx4VwsfkrKqVygZIFuMFqvqz6fABKWtO06RGVGUkg7hJKUU9MYSacGC6SUcKXCh1IIYWcpFGF7klGXxlcmh2s0RUprh7Bqh2NC8P5zN6IumUVslzSnQVUdAKiPkeXxuORT4Mcr/8d5qqD21gMzZ1Px7iGqIOBy+HyKGLVuAcmolgr8OdQv1KRkyhmx8Rh1270zs1dx9rlhC0qlF234Y/bf+jRMze+oir1uijmbupKL5UtcWfP+YZ9IMXvOrPAPfPjzvIcW5vvNdqzZvK+S9an+h7Vd+5Ve++c1vup3DC67VuCB6sHgGh9eEl3Q8Is2yWFIwNaTO0Lp3S0Qd4J0nMTGZ6UgocLFYPH36VHbcBw8eHB4eKi753r17gto7OzuENaeUdnd35YjnpRTxyDl/6UtfEqxcLBbPnj1TjQ5d+6ICHefn51PEvuuO7tvbW72ilCKc5NAcn7hDH4owIFOXcbEfttgUIgQ5MVj6/Bhx216yY4yUIxUE3Nvb020gh4eHkoVbW1vjOCrqN8UNeRp2Djc9CZHjOJ6enp6dnb18+fL29nZjY+Pg4OD29vbVq1eKusF9X9vbTyeLQk526SAG1BoKmKMll7UiD/d3Q4EOgzoCy4FiMYTTuicVopDa68o7onU8muzOdtfomA5oCQKuFu68jML2iP8hqlXwRmgmR61D0cPa2po8MDUqPxQryednqpO70zRdXV0Nw3B0dLS5ufngwQOC/nmLk1ZKabFYCMtWq9NSLd4aDO3bpFkoW1fAXSRBjfYhwlc62JRDL3W7PrQB5ZSIvUbnSeEJGSKYeIyEXbYpmzbiuyxUCjWCHZ3/oI8xAFkEWOQh0hyH1qZezDY8RW4MnisfGPjMfWLJwCijrW1wDiQN/+SegRrRd8RTMX4nDO8hG26uLfSnfz+eg4V2QELO2chk8FmntqBhNhCczJTLgH0v+JIR6vC6DEqR+tLNAhGWzAjCu3x43fo48E0tSp7DX3+SyZY2QsafzAa+0a+6fvxh/20yMdpNp2v+5Qp2/1u1FfJetb/opjrf/Le2TsNsl6illkfwzZ3yQzzU+Szwmhcls2LyWdG9XFlHD1QOVn799vb26enphx9+qJsXp2l68803Nzc3d3d3BcdLKcLiMmEq/iRHQGSJpEz1DLKXhXiKLCuV4Li4uHj58qUe/uCDD54/f64S43t7e7KLv3r16vz8vNbqt6arf01WK1PtyhVJLMFQ2aRTcNgxcjGFGAa7mmRjY0Mx2VIANNQxLvTRxBUVk3OWJxpmvYjL4UGKCiDhnmpFbNdaT05Onj9/TvC9tk92eqQs2zpZLppTwhDGeLZYiE2FkzFc1QgOLlZf2XU8hw6DhXPQUAtLRHIjC92qN0aRwWKV9ZLJuWx1NsGgUpBKKdx87khraI2sKaCk0k9RwFILsgHlnCyhuhRxt3gnOEoMLBmAA7KwBcKLFxcX4zienZ3t7u6SB+noyoGRtlWF2wWUQfyyYQ8RVTxHnCmKwW9vb5+cnGjddIKS5QQ7Bh3M8Kk1ISaK88gBxE+iFxHuzEhY3g7lJNNgUb/Vmy4Gch3DoTDj5BJZFg0vjetmQ+vdmiy/EyKnWwf3yeCUWgfQXUODFacITJqiECR8praBTJyjDuH5HFOY8IfWil8tgjmbkVuN+XreZ7bQi2p5AiotT8+TVVTstB3+da1siDtxk5kzWLocPlIOER/QzYawKDnynhNMtXuOOiryNal3gXL+HSyOhSeTtRrVG/0V3fN8OSdpH216fcsra/e/fVsh71X7KbR33333O9/5DhYOJGuO4Io7eYQz+jwzHybj4/BB2L0r7jD3ZLe4FXN0Ai6xC8J/b29vnz17JiT69OnTnPPh4eHt7e36+vru7q5uPtdd9HK+b21tpZT0V0Sp4lJSOPTJ41STRfALX/jC+fn5zc3N22+/fXR0pD8dHh4ul8urq6u3335bl/uUUhQkLZiLzY970bW8a2trZ2dnmotkvGpmC3+nKBwhHLy2tra7u6sMPH1AxsjoKKViGAYVBFxbW9vf308pYePXzhIYcH19rfGUUk5OTi4vL2utl5eXKlqiNLubmxvpEnqdwKKM/ShmxbzJTh7VgGky5QohCmSv5j9RW0R9GOD7EDlqVAl0okLmQWOIbXqokVFQWwOkP1ZNM/R5CVlKkxnjMiAtZnqNH1m4jb0uFmFCPLqe1PdjFCHGhieIWaOCTQppivm5i3LBFoiXQD6c8/Pz3d1ddF1eygRr5JXqh5qaKE2lb7KV1JjvLHbu1AYCiX6SlYdjoeAVbKKoVHh9GTdcCnzraFC7o1hINIPJZtesbdbaYFkQzF1URIUW/QqfBgDLuZm/aIisa0z7tS09oe2Y7splrAbBfVNqWxjbT41j7mSxLiD7ErVToQcOY6d5eic4E+YYrjtcg13moOYD47CUmaHaNYc5W3BRggJW79JzsuWmuyajJ6nE2unDPs5qMB0KmZ8I/1NHtLUNMUqvB9/dr5LBawYwWW59mqFz34hOniYL4PkxbZVS+e/QVsh71X467Stf+cq3vvWtZClQHHJEV2kj+cATQKVk1wI7HE8W4OuMD8yh11WLTZRcHCKzqgZuyzkLoSo3Uf91iXV8fKyRP336NKV0eHi4tramAPHlcnn//n2B2rfeeuvevXu6UzrF9Ryq06duJfh1V4iaYNDW1tbOzo5CAlJITRVxUzCxYKKq+BHFq1ANdaK644uopqe5X19fC6vJNMv6TNO0v7+vcPbd3d2NjQ39VXBEkdzyNQvrI/xSZMtp3VTmXGBdZs7T01PBbu3L1dXV+fm5pzOmAGRTpJ0hZbOVe09m8ZosPTQF2vYwiRoKmMtFh+a1Vu2F4yesRHxfIs3AUUuKsHVZ6wdz2tSZTQtZ6GNwlDZY/BVGUEjdfwV69kGmKA0u7Qs1NYdWSb6gfrWIsvEl/PsYgHMY/ygNAbrKdsGnhqfsiIuLi2fPnm1ubqp0jx/bZCWGCKhgN9kj6QClTRsFhbMyqCWaxdbWlpRSKWwO8ZOlHjox6AFZ+rHgYq1MplY5o4BKtW4i6e5PTqiEwaSoxDJasT9wW21vRHdjAT8H88G+srmzNB2+7DQ9dGbHZ2wNCw4yK+HM4eceYKM2RGaqE6SvQGqRYmrNorXVMUoYXyAqXocIgPnrS8Wt5QjXrnYXLBdmVfN4OEelW7dz81ItBWnuyVJjc0S4LayEEY/52Uehgt/6rFl/dAnfDqjUicS32Mm7mi2p3gW+CUF0Rcs7ZMuyoXz+Wk35TK9pK9j979ZWyHvVfmrtvffe81KDsPXBrJIuWvjgbKIa1K6Rhl+sCnIOG4aHFjj3H+K+Yr2UFEPnViQ+cr3fGBW1GOH29rYMtOfn5y9fvlwsFltbW0+fPh2GYW9v74/+6I+GYXjjjTfeeOON09NTGcUVcn3v3j0VlBCWFXoWqs457+zsDMPgeXjysJcoQicjtOays7MzjiM5YYoEEFAWaiHkgIBgoSV1u7Ozo3V79OgRw1NoDZHNCCo+CIUgjfTSs7OzlJJuHdrc3Ly6ujo9PVW1RBVok/E+hd8/txYmQCHgu5qBigdSa9xSBLyj1dHqUQ4WrFIDBxN9rmeqJXIhbnkdIQoOvj3nDzHchf2M4yjacDJOJm6TBThpj7iKRTul8AxpUxKo+iH2Oa2VqF2jWrS3YGZTF3kjv0IMlygOzXvROqAczU7rQNi0MiJES/7qHLlovGWMKoqLKJrhqpEff0f8NXJbnS3wQ4JDIAkHNI7g2WXQMOB7jCrgKSXtRQrgnsISuYgijI60Or2I8+WYsuNj3iCSIYzKWKnRc3JkNzLxOWJjeR1isp4wvU4/6ZhqCR/gYIUyIVetofgPZmYfiffM6xzS8UYQKjPtVAuWCxuBHpB/Q1+yVso2Keam4OeolEu7MlnDwB7sXzJTZzV89gVx0uI0dSDYF7zbcWba7WD33643/6a+Bnx3W4Ym2ZGfE0D39o4q7qTbFez+d24r5L1qP8323nvv6Xr5jhPpr8644QUOHVLrOV1EiTR4utsFk/E7TIbFrn8fx5ECw/rV0EYmSORQGmVhBdFgwcvlUvZpOWRTSrrkT/N69uzZH//xH8vMvLa2prjt/f39w8PDnZ2d+/fvHxwcTFESW7EW6oobGZVGplBXda6ih8KyspELtNVaLy8vX716dXNzs7e3d3R0dHV1JWAkOCVTnF63ubl5cHBwcHAg+bG9vb2IIiQYgCX5qIMhEXhxcaEFAY8KdquWi1qJoB0s4vqQzIbthrdqprhqnuhqN6JnKxQ9RMCxR03wK7BRCvDkIM/hrFOR49EpAqadODtlQFNQtDTB906iDGYejEHPQ5jbLy4upIxBuoTrVDOe+TirhdMs4w4R3gJ0yIawi+WuAYBILCMUG12l2GU3QrrSOqg0p1o9i7hnG2A92iWpi7iNMoW9bWE1WECfQGogiIg/57y5uam7SHPO0zTpyqopQs8dtTgWIWFgtKJGEMbSio0mA1tLuwcU4vF4GEdaEIwGBvMB5RezkQ+t/ZurTCeLcafnYRi82HydGSOzBTAksz37lwy7WCKNnziOGD9Z2o2hTqLZzPNOyU5gdJUsaEFjXsYtUZw774r18XHCLrLZiafIGl9YnUfXNqtVZOewOIzmdX4qvSuH+36g/NgWuxqJ93ZPFjOEs/K5hdG00oY5+eLMf9WBb1bM+2GzOtW0e9678qVId4HvFez+s7QV8l61n3LT9fJwRofdmBLnLD6bqUBfAuycmyDJZC1bRuGFzlyaLbavkzSMSsCXGEF6gLvpyfPzc5X1qHEneYqqLCklGZUlQVVKbxzHH/zgB+M4CnarQESOCIGtrS2ZnInJVoGUlJICxC8uLhT+USMYVLYf3bh5cXGxvb0tS/Mbb7yh6I779+/v7++rSPbt7a3GsL29rfASIX4tiy7gxFYk0K9bh7a3t6n9J3u2nhTsJphEuEpX3izi3vgS1/pgcUTMpLZ0Q25jGwCXfMOeDhZu5AgeCDhZmppvvT6rbrowpex5BHuAD4bwjThYcYA1RKnmDqkj8nmM4PXcJrRh/UXogi00EaFM2fxSSNbBSlb7SoIFc6uvArBS6C05jNzaaO4n8oVygh8iOoUTOkbAt/TMhVVmrBFp6sctRbSPdBXOrC+mfnJxcVFNix4ij1aPKTcUbZk38hZIl6gJ351itz+6ngN8xMWRWxOAR8TlnFUfiSwLdtNhH4TakVBqE4iz1RF39pLDM9NRMo2fy42jeousvyO2OXlUU9tyGM61et1pIuJOF2A5T66mezgu97PmwM7ZppMxuzxEHrA7mjiSLF22MPRuYV0P546tGmoGG6qAwI44GTnmleE1sdds1vzn8wXng/Of7kiyqnCw1Jrb8+vBdzL5yLBFhLJ6aLJsRyfInD/wrjoD3yvY/WdsK+S9aj/99t577333u991njWYz9GhcDK24rxGYmMZF6GLXWL8Ru5OUYO2tmGUIELMIR3TQXz6DxHkzpJyzpeXlzlnBaTSFdIXAeAF0a6urj744ANFyn7/+98fx3F3d/fi4mJtbe3Ro0fDMChwXKKIW+hlg1dRC0EQJLRiVGQqu7y8xAi6WCwUkfKZz3zm4uLiyZMnm5ub5OEp8gT+Po7jxcXF8fGxAlEEqmS/Pz8/Pzk5kWFbVwXJJqT4crLlBLiTwa9st3LSoASXFo6knQxqax8SkIVgslkTk8GvyS5AobfawuIpqsQMkXLH8Bwf6L0I78lKiOhPTi0uLKFAgIKDEqxiOWpNqNIfk1LkSWpjT7tzMVpssS9XBxEGi2H1Z6RbFjPNsjuurE6Rgjy1mZcquC59L0flDbBOaYNr+ZW7wlkQjqSOCSZJIqaGuHa0WKV/Vz+AVnqRPEXQ0mCRJzlnoshKNIhkbOuQ5LCPEsOmGQl8Q+TeVTa85XtU2wLtrLxrZbVVe4Y2pMHJoJiCCuLMrYFcs5YK7dogahJE4kfS38LxcbrykTgz9Ae8z2whQCjhY1v6kKOkD1MUn3FESEZEMS8By56sHArfcIQ9VrC0SrtPeYiAFqrsu3bHAe+WzgmG4+Mb4c90UBsO4xsBKPfD7gvry+6CrNtEH78/300ZJlzvAt8r2P1nbyvkvWofi/blL3+ZUoM5WjJYDBTgmY7HpShgnMI1nyyMQeBsjAsgxEaTGRV43nkx3WYLn8Ual4KjFbPt5biRLueM435hNwUKDRO4oj4VUnJ1dXVxcSHT49nZWYnbELe2toSed3Z2hDAWUUZNVdiEend2dnRV+87OTg7LmULAqeeg52uEPRwcHEgZuLq6Ojw8rLWq5J+UAdlIXr58qaEKVeecLy4uZDJX7matVSEoWgqFfSODscQjpdy4lQxVIAsBKL7FiGqXOoO57DvCqBHZL4TEdaFDOK+nqOSYDL7X8KdjRq3h1y4Rl8wwXPpizpTQ8loZuY2CcOTk6kSxcOEa95Wm8HIwVDlMaq2+pKwbsQpuwWVJ8ywnFZDt2yEKxLEzRky5z6Ia4GY7lsvlxcXF1taWCtKL2DB/AkZ5EccQ2yo4hvGrCEmNe4W0mEL2nHTCMHyLaxuYm6LAn3wvMAftkQ5OapGl02qxywTqLJGR/GyPFRkiyVvHU+4Uqv5XUwyqpY7AcJL5NIYwpVcD3w5wUziIUvhnkjk0qoUjSx1SXmw1ZYORuA4ztK6SFEnYt3E9Jyc0zeBdNzxveHJGS7H1iaS4JlbQmV857nR0WGdmbJxR7H42nd9PhOgHxDmY1yK3KiJR753bYf6BQ+3r02na3d45zGUNi2n7jvjTXeCbL2tUK3IzQQo+UMzDwFlOrWH+x4DvFez+ibQV8l61j0tT2EnHLsU+RqtZ61B7jr/hvPD0O2UJrM2j9wYL4hyjJqsLeBnYEKvVLF7kn+UwbQp7DeYcH9oEL80F83ApReZnQa7buL67lHJycrK/v68nFcGi6tqHh4eqVziOo25iV/y3pLvubJeEE7BAikiGKawipaRQbK2J6gMuFotXr149ffpU0EGX3aSUNjY2zs7OVJ9EkrtEMisSgtwyYBZiwDcLnOrbgVSQeVJhFeyjO8SBRDn8CdVwcCda2IVqLt3JkiB9R7CrVau7DLYgvsJH4qFKuMXpfI6QVAFdsytmqkTIlXCPaM1lik4tUifwhm94oJQiB4iitAcrFef2Ldd5oA16G4aB9Mpqcfwu7/0k6huFHinUgRoRHE8v2AdJ+PDcDO9whLMpwa/aOycnJ+g5TkiTBUMfHR1JZdWSKrNCF9amsFvr5zp3hFolwzHQ2GQpB75Z3W2Ok5WcT6HmoYeQfsoCSgORYpBS0mktbSwTW+bRMt0mFjP9gg4XcV0rPPDWLt917tcRreMtaEZrNcbF7HMcWdsIGX+ATfFvCH5wnk+MUI6KIvBtp3aYvJ8IDYz1Zwx8z1rhAxkiLcTfwpS1VjqwgG8fQ6c0+lJ0vcHxumXJM5dUnRnX/YHuh768ucXNg90M5QvovdGP93wn+F7B7p9UWyHvVfsYtffee+873/kOPJTcvhR8k+xG0E81O8FgUbkyyQDmYFjOKMElyaQChhzH7tWMQ5PdAjgXbHWWnz5F4hQhFhrk1dUVg0lRS6FEUTnQ5ziOt7e3z58/Pz8/B2Qsl8vNzc3T09P9/f3Ly0slRAqIPHz48I033lBlElXxAz5Sb/vs7EzIQxW1ZVA/Ojp68eKFrqIchuHVq1dHR0fCOovF4urqSoUL9V+ZwEtY5TW7FCybAIMcQZ+OqJzXd9Id1l9rdQRMbzVAm+D+EA2pg7QYI6uPgfFq36NuACWS4RhGtuwrLOWyGmoAZKFhOdOWTXbdjGiAwpRD+LsRbHhpGKqiTcZxVOG8ZBEjQ0TBljZq2SlQiiLV1phOMihQDYKjkKBFaBPljUkG0Du8xeoh1K+uri4vL5V2SVpksvpryG9gkAMmliuFIsGOMIaNjY1Hjx6llA4PD9km6EQLqwyEk5MTGcsVlLW/v//mm28ul8uHDx+enp4ul8vt7e0hat57BIITG1NexiUy1RQD31bCgZZWRlBNB4d8bv40tBV4HG1nQ/zJADGrDZHjdPLxF4uZFriHg6FQ6UXE9nQMuYbDh/Ho3LkFgX2fM+SOSPy4sfXDzDJdIzeDZ5iOv4vDlUOlTKEb0FvXJ4cOFQVXQDfxEuFMNVxJQNhOoDjtpRbaglmdrTm38aVgW0ubwusr2f08Gfj23UxR4NXX3PcC2ua9qVUGIG8H35DBqv3Z2wp5r9rHq33lK1/55je/OU2T7lB04YcQEh/s/OYu3eFiDlAwIZTIn5siRQxeNkXYJR/cYocVCh6kOOYclhtKhcztK8T+ZotsSSnh+x7M2edqg2JnpXXknCXm9eVyuVRCZ4kLWVS3+4tf/OJnP/vZs7Oz09NTxXSmlB48eKAYALnslW1ZSnn58uWTJ0+Et548eaI76mXgqRGqITt6tlB4GvARdOhOYd+XwfzCzu5pxQKj0+z+C3DMZOGwgxU+S600Qp65cBrCKs8F5qkVluqfi2wgJ6Qg+06kRLKa9Iqr0Zfr6+sKxUEEinRrrSI/5kvkt89C07y8vNTtRVBUbtMlRcBuHWRGxEdBk8UyzLr1nyJvWFAbKCZic3Dshy61Ir+Gf0kxJ6JM10/cmJfMQ+VE0mkgxeI6OEe7u7uXl5e6P3WyOjlKGpbSQiVQKX7n5+cK4rq4uPjCF75wdHR0dnb2xhtvqAd/u1NjRxv8C9VpPVUJNJvbh/o2qNbaIBTX0W46nCxGyJX/O5sfpRR5z5NdXACz4nkIg/Uc7P5FR64+zWoKqjLzRMAQGPaRDnryq9TGE2cLIWOQtS2Bwm0JJdJbp6ii3dEGJ5qD4GfHjzZz4b8oSOza2ObXiszwPDiRA/dZVYekznl8BTpW42ubWt2Aze0Qs+8OP/E+vcNkLlyH/t1n/u0OHf8Os7yCVfuJtBXyXrWPXfvqV7+qOt/OWUpkzDiS7lR5PgPdUisvXZB3vM9lLcBFsNhNQcVqFGQre1wDpCaLHxBWFtJNbWKcj6FYWpgwlqJHVKMAPFfCnM+F88KIxFUr2bGU8uTJkz/4gz+QSKZyiAqEC0BPURBA4FvQATSgDFENiXIKxfzU1e6UQYuAyyfj6W6NdmQJRmG/OtidQnKwlezvaNfRq7nsZ3mHCH93x0KJ+l8EQswNP9NdodJ0O1q9ndxew+TCaRiGw8PDcRzPzs6klSndtliUCwZdsn6hH6yVSml98OABeqNDFpZxCKd5an362QzkPpchQlqBj1Q0p1YmGGKMui4/Rvr6iUspqaY7lXk4OHixShtyUEPd1fWovuklYhtSQEBmoYI/indH91sul9fX17u7uwo315adnp5ubW1dX1/r5tfb29v9/X1NiqpHgDZ1qOCuZBixRGhTjgi0WqtKDKHMp7aaO9+MllXJCghQYjLHe1bbZHG6ojcUrSlC/x2l+U9yzuIkiqLxWaAkqIdksKyEWwmaT6ZUj1Haz5/ndc7cHE3OkWg3zjGq5bACQ1Q3h5PgPesAaw3wXcxpcyckHSwEyDkSxFbDP5laFgSTV586MtWa3ggPTDMR45vIwBxn87wvbJ6B79xKvWxg2tfWh4F+4mvCMy4TfSRwmJW1+yfeVsh71T6OTXW+h2hwN8kwYc00KxMLG4IZDebSTWZjgwMiGGBe2TDxFNdzuKGotvawakWpsIVIAKSUgN01bgwRWE8tO8bcNUT+5RCXwCeLI2dBUAmmiNDVX5U4dX19/eGHHyIJBGjcoVxrVQ9TVJ+QBVdGJgEaQK3UAAWhDhHmkVp5VkPNqBYbPViFEHYht15j0DP9sH16EWpJMlMWf1LnGif0oAGrW8edPlpuIC8R3gMVaXZCKm4NdffIZCUpatzfpCGRUaoP29vbGozsnaIHoAaSfoo601gBNetpmhTlv7u7C1mWWRwtZIxReS6MJwtAx77LRih4ZrIIGT2sAvAXFxdzrOwHrVsK5ebqxtNFXJY5mNMDYs6hsymAilxkxw06NTls8MMwbG1tHRwcnJ2dKWJbOqHWcHd398033zw8PDw+Pt7Y2Njf319bW3v58qUg9ePHj//wD/9QgVvvvPPO/v6+cLbjMDxXrLAvKRHS7kzwsnTJFB5f0sHiefSTHL41gka0EXCk5ayoX8em1OQiS+bxc7yYTX+mh2Km/SnqrnJMOr4KifJGuNDSLkOAJpMh42Q4MrWBK9mweLEQDqL2BwvULqX4NaW5xfH8trNuqDHZKaqp+FB9PGrShRZ2i9AQdxsXc1d2uDxbArGCrFjJbDIlzRB5d5rUVbfvvuPVsHtp65f7eWTk3Rj8r917013gewW7/zzaCnmv2se0vfvuu7/xG7+RWo9hsTADmKmzKmdtnQhPd/HK1MoAZ8c5jBzOBPUnl39ufQRoShphT8pmKnPDJMYqZlHNpw+kgBumuNsCOy4gbIyygCrgLVd7MumVLAZG6oTs6F76kNqLCBJiUrk+ULErcgoj72t7ATjr44CDmZYozuiL2QELl5R8r8W5jSY0IGVACM9lhjup/UU5QkhTxGM4VXTD7nZ8sAvGmQU06ZgmR1GXIepdAMdz2HFRz7a2tpZx9eYUubkpANz29jbzGts6P0BYVI7UulZqWE9T6H4pAlRy2DIpwLKw+9vpR5jy4uJiMLP3/CBA0lp2qX+6AQrtgjXk7WPc3QOhSkthgtpinodspmnSTVLJqo/f3Nzcv3//3r170lIUgyGtcn9/X8fhrbfe+uCDD66vr8dxfPjwoWAub9fKL+2KymTAiMlyujmwepHDd40T8O0kpNOHTp4ilRC4KSM68LfM3EHZXC7LuEqGaPgSha6hYbQ42EiJIAoSHIU14YTOV30RiuWgO+J3dOj8itc5kfC9Y74cycqwozGuFEX1EkUNccG7Lwt7UdvcRKZQwjmGOoQFnZUfwjsxWT4xjQChLiy+oxMWf7R8pO681Bbv5hYE88zQRmf51rPUxSzWadZ4Rdf8jXD7+Uj81av2E2wr5L1qH9/2q7/6q9/97nedjU4Rbwq+6TiRGkBzslwivnQk14lVkI3bCeC26rzapRtgFP1QnB1ZWO1yb39jaqMahI1qrYvFgotFhIw3NjYU6essUmLDbwYZoy64xszN4TI91loVuVvDDj1aZYMh3LgwcQo+5ADfgwXZE2xTwxgpjzly2oVrp7Q4c8fKlU3/YRNdoLowuL29PT8/lwOdy260FMpE9KVmGT0lH+SH3TcZIGDYta1yiME7h0I1WZFgsLXAASBMiyYvDaqXJi61Z4jYa5CE72kKIK7yJpA0C+gomVNQrBIZqDqZYC52e46QsdMz2gVPjuOoUA0WxM1sfuLYqeVyqQCPKS63qmbIz6HL1TYqhgADaLWGtRVcBT3knLe3t7EZb25uCmHL46EiP4vF4vnz52dnZ9vb2+vr61tbW8MwvPHGG69evTo4ODg8PFRwS5rdzzIHMVCsVD7OqWvm/nPAbrJyeJwCITOu3HICA7Ql0/ScHaXIUnXGJc1zssxUWBbnaLR6TfohOd/VroWaM1I/mOhCsEre4rThzNbV2mxw3Bckh9cOYk4WbqSH8UV0GwSVOpPxGBVOtJ6HlbEmyXQD5wDJmBXb6tCcgwBNdo4ONsLxsX+orwff/HVoA/M4RzA6X1Ieozf+NGewcF316Vp6XcHuP8+2Qt6r9rFuX/7yl1XtJJt1GX40WYpksbAE5zWdSEizJBX4C0Hk9S47AWwO3JlCHk+WSpXNQ+fWx2T58tiTCHsF01A0UPh4uVzKG05p8BQxEgjdamaPwQzhcGeMsilyv/S98giHyLUqbQhNMug8RMAlGEJ2yhxVxnzNPSoDGQajdyThG8G7ijkleO8Q98Nzmw+B5ikiQ2qtAlsuPC4uLpbLpUIpWFI3Ig6WG+oCr1pQLCG81eKCEPM14LiA7DiOCqmnc8C0R5WwFJ1dP1nimqyY6hbnQzJTvSIEvI7KEJm4QNXU3lbta06kss8lmdkVr8LGxsbOzo7uNJUvHnted0z0jeDvycmJLt1cW1sT6k3htHFUndpwr9EqOeIZYJX89A1xp7ooZ29vL6X07Nmz29vbN9988/79+6enpylqzEuP3dzcvHfvXgqL+BCpC9JR0aaq2fwcJ7mLw0EMZ9yJx4+kg0jcYovFAjW4O3EodcNdAe7OlNgF7SMVh4ZZhBWEB+fMBqzdJNFNxHEejIKWZpAOqquWs+6n0s8+PA2rSrKq4ZAxCzK2SQt+hIvVjeUcTXELry9Ljug1LPfZioo4D8kW3p3DtTi1CceO49PMR4E+w5RZkHoX+O4OVG2xuJ+y+dFD0HSrnaNVk6TdW9hcFmf+ilX7SbUV8l61j3v7yle+8o1vfGOMLJ+O41e7rzu1WT7IP/haB1hpeVYLL5sFIgW6TS0sSIZ6vZMcdwFq/IjbZKbu0cr6IlRyzhcXFykqJ6TI49F4FBaSIuybAhSpNXFhd1/EVX9YE31Vs8Vb86/b9X2+sly6dMHuromTv5UDg9YIPEgWjNjJeBdFqeX7qEM5rIzKnNNlQ54Pl1ISbNJvt7a2uuuRr66upmnSjUKplV5AlvX1ddA8Q/JRKcy983W4yEQGK4cVOmSJlHSotcJg5tpaNSWwRCjLEDEYquqI2iCbK3lg2fLeGImLZ7fhoc/UWokvQhcCbC3ipkONZGtrS8Z7lhRqmeMADUlF/Wqte3t7WBY7uppm9YU6dz/HsENsfvRUovvg4EBvFKI9Pz8/PT3d3d39uZ/7udPT06Ojo9PTU4zcL1++ZHYEXE13RUID5vAjsV/JtJrRUgOniHTKFtqk1Xb049oUneQWdjsmm6IKdQm3ALwumTbLcesMBNB89987OSd06CqW70I1E6/Tv/40Rh62H/BkcJnVGyz6nwcYBmqVU68zZ3pAo4MNamBiHcUcO9XuhBKfHMJBAZWObV3UEkV1/DGYAE+Olo6fW+VnmAXkMMdscTLzZ7oP3VngJ7zUVR0n1Gyx6cl4vm8K36xg9593WyHvVfsEtK997WuyfDuvcX40WFQDOMA/pxA/nfymZYta9u/9yW4AdO7cNqVEAIYbP1xIuHXHJZ8klkqaIPCErjrL9xS3qIBa4P76UoYWLgPXW4ZZkEC3Gv5eOiRggB4wCoLFhzZU2gU8vXUSAuNiMjlE//6WUorCS66vry8uLrBA00O3wtn87PpedSq2trbmdi+A4DiO3FXkPycSFFDrC1UjzJd1UG+C19qyFKoUsfKUnMutzlMi7J5wC9bBTaS51Zp4dc6Z+H6Hsw6zfHc6CkyGy4UXSVTVKyidKSMiO5tnyBvqmqZJcUFLK2SO8saN3L6JHk6jf9Hl5ucFrXJ9fV3ayM///M9vbW1dXFz80R/90TRNv/ALv3D//n3pDNfX18vlUjmjssHrcKnOvZQr9Q9pZcvfEFD22WXLFkiBe5y02FbMq2wcYSpU2q4W3Myy+8nC26BZj5FZkQ348hm1HDIAiXLc3GoAbWgp3LRcZ6rmECFeS7szgT6rlf6E2Pzs679k085ZLiTHnxzsOpPheRRI5k4iOxvtXIiFxSbNHMVGOvKDaBlbNjesM0zGxtnMJptqi6ezaWJ1hoDnh6vO5JF/z14kE09phrNzKyLpBzqZn+VV+8m2FfJetU9G+8pXvvIbv/EbLqRTy3wdSFXDjvTQ2VRqC77Fs2DBdQZJk4VXCgc7ZKlhoqZ/cHYy6CPG3dXNSDNU5LHULkJSZHcly4hyoQLszmYCr22kzZ0GM1/P0a7rW9rdMR7f7HPn546bWTHHIqmVBy5j+KuPKkVcqXCPzNL+ompqjMoskIDFwpaIGBE+84kr2FqgUImMV1dXiMNqNjyE8WDXYYKZuLBGxbz5IZZ4Rd6LbKa4U8llLfhAoJytT1ZMQ2ALOgeL0AkxuI6BOAssuEe937mJSu3NVtWuROQJp68DBN544zRNl5eXupFR9YhUNicHQh0sN7REY99docWi7GArR1W+lNL6+rrSi/f29g4ODn7/93//8vLy3r170zS9evXq9vZWJQ7HcVTYiWJO9EapNCWM0L50WgePUBIl4LWAyQzhNFvYJSYavwiM+zvZQVJLRwusz4H1eV2y5L8pbm7XOIcIZ0qh8OfIE2UvfNGc2HILFmnz0i6pRWNuNx0sNmZsbw5KLdTrWKVmlCwkz+fLsMlmcQbl7D2bwdhZU46guNxeyuMLMpjHiYOWjCdPVgWltjUZs7km6GpoI/dYB5ar3gW+fVnyzEpdDRzTuf+EfyEJuuXf7thCuj4kjtXrzvWq/QTbCnmv2iem/eqv/qrqfBczr9bWNpYsK5+/OgTpbLrJrAWp9d9Va/68+ufCFGedjAQZPEQZvmogXtY+VxKwcXpQDRwfSSzGSlFtpB1IFP2BiAv+mgLFIoRSawsB51WzA8nMtr6+ThAL2BcDc2ojLItdA4m0Y150O8zuaOBDsrgU4LVQtUs+doQybVPcHZhmUftCLYqbn6zOBuUFFVDB+jgZsGv6UomwLh1BZj5+D7kBQ8ha7KGf7Jq2UvVPagSPLqxavJZX0SzD7H4oF71sTQdZUht1Kjs6P3dinqKeJnZudjYFUO7ov2sag2JsFOozB1JTFBIR1u+WvcP9ySrkqGnFZJK8d+/e5uamCtg/f/58HMdf+IVfmKbp5OTk9PR0GIa9vT0N48mTJ/KfKH2ZPrkryo9qSomAhxT1MRgnptBqGqBwPLSarAwIpDtEgEQK0y9LWg0X6i0lMqEJ62ezfNEmi5hfxE23uY15gOyTITZwGBsnjXSKstb80BvMRP9FZ3Dk52TpS6rvtbCDOaCSOTCLmcOdqdawEIuLaoPcJs0InaM6FXFMXJNk7sDrEhEmg1Up8X2p5pXqKJ8dmZ+sZOyd7R7Ms3En+C5myR7M8F8NPQOg04yX8oHHagu7WdW0an8hbYW8V+2T1N57771vfOMbKTgOEMrxX5l5MJ0lqWE5QMA706kGuZJxLkwXCkuQd9tZHj8pbbp9jVhSFeMDICL14b8MgG8QjTln3espmTdYDCgQv4scVYRAZ+PMYctBTLo8BgUqd42lZtgp4jE6oTvn9YAGJBa5jDlqgFQzXPkG5cjdRJkprWc8xxVF/oA3pw3GI6QlhM2OE8mztra2ublJEQ9IJRn4qLVeXV0NVn/d5SKTdUzGnwjYUNgDWzBFGH01O5+WCCAyzar00C2fCSmeIrY12zUo2WIhoDqhlm7LUtxHg+8lmV7HuqFvzNEA4EmzOD8/Z5pANPZuiGuAmFc1L42fr2L1NDVUQW3Na2tr6+jo6F/9q391e3t7cHDwhS984fLy8vvf//7Z2ZluZl1bWzs7Ozs/P18sFgcHB1tbW1rhji3Qcs7LuIgqGZNxhKTVkyuMcI5sRv3Rbp5a2JVPWhBdT+tKLKcGqvP11JfzQpC1hdQMrJgpGqqmW98y6CoFvJva8h1OHv7zjj123zuVzl8H8TjC9kNdLc6et6hPMUOCdoY2bCmltLa2Ju5Xwi5Q2uvYnHpZfw3DqyXCpbuwujlncGrxpfaF5QOduK5CyzMY7Q/489Vgt3/ZPcze+Vr5G1dBJn+RbYW8V+0T1r72ta99/etfz5aiBMRxQQ5ncQGQ7BKW0W5im6zgrqMoWBVvp0+isVNrw5g3eHGxgAFJYmqT1TDrenglwhv3sQStssSK3bQMM3VArFcLxlHJIVlcTcd8p7hAboh4gxKREinAXI20P/pHegkouxhA6iDYhmHY3t6+urpSJLS2z0FnaiNzvHQakKuTLti0prhbx9USR2la0tPT01IKlZtzzipHqPHs7OzknM/Pz9MM84GBaq3X19dky/Flad0m2bzVfKCANBDWyaMaTE8h2jGgkjVbZ7XbAFWgBK1DsiDyFPoAYIJ7K1nAGuEoZB+qN8CBepgiLZKcVM5FV72+WvGfaZouLi4IyKZnn4iWrrSGZ57EBgmpQ7FnZ2eLxWJnZ+f6+vr58+c7Ozva7u3tbSlUpRTlCcjyfXBwoMBu9oIBQxhOb2y0KxXOW+bEXyxRL0VSKZgSCy6FjLwmJgtSWlsv60CfY9ws5hRVA3pOUcME8kgtWITk3Efk3zvr870eoxg22JFFgD8MZkp3eqgtLqytqsZpqjPwTZj7GMHuHu8OmJ6ijntuVQgCgaa2anu3xTxMn/A69ne+pPpTsegdP8XpLgA9WLiLr+38Sae0bl9cZ2D36Sebes/4IXtetILdf8FthbxX7ZPXfu3Xfu0f/sN/CHNxCzcGuWq2ChiTW+zm/BEeWiLDr0MGqfWful3EwagPVf+VDPB8tRzmtI2NDTgjIhlZnsPpyeCJEZfdXfba29tbxExpLaMp3NmIMYd3zHFsI9Rh36gWwu6O9b2Twe52zga7uyevrq6oOcA9QWwi/WRLcSsWzjtGSS/CgieLlU+Gfpw2XPqmuJJdBrOc89XVlS4b397eHsfx8vIyW6RsNhzsc5HIl1EtGcJws5/+JQwXwxs1EKkGyP7msG1PFvx6e3srjDhNk0qL5Jx10Wm30V54zv0trAMx1gAaVnIIy7q7yNFph8gFLOYaAiSlQDDQth/DWqss6Ohsk4XPciS9Bgi/za2XwxVLNh0Xwe3t7cOHD+/fv7+3t7ezs/P06dNaq4p2n52dqSROzvnly5eqZiOKKhGRn0wLyua4qG0AMZTpMItvHF6zKfQMEkpxPa2IQcon6+NQbxHXAnR6Wjatz70rTg/+Ot9N/spJp88OotXWUIqGPERMCzEnjCebsRY66QiVUfGkVHHyNTvoyUuL3VZLqU2dZQr8U6pVKg18SbFVVDHyKfsOgvLRmordr1kt0D+Z2TubpFDTYRzMlZEMUjtVzwnen2Scvsgdr+7gvtOw8+H5vsNj06r9xbYV8l61T2T7B//gH/z6r/+62zAcajjvdr4DUCDsoZhVe2zLQXSSjB5SaykpdvFHJ7lTxBhMUcbh6urKJSiuUo9CGex+OwYjE45+u7W1VSNMNkdtBCIyCcWmh9y6U90G8zrtwsNqUzgKkskDXxBQyCLutKcflgiJohRGjZZwEQ+lIArFBYxEpitO3S7nCLnJgVb1mGsRydCz7O6S5VdXVzVCQUop19fXZEDODW98n80KC/2ktj43BtoOmkvrABAs7eqlavXRRN6sHsoDQfy8S5NiYGA43BQgpME8QvoVI8GAik1Rj3Fp6Gg3hDvWTAYCMFgWs1/e3NycnZ3lnLe3t4mUyBG/zu6IfpzSHItkQ5w8oFjhWqsunLp3794v/MIvPH/+/MWLF/pTSklVTbTjR0dHl5eXMngvFguVG+eNALXRCpU6RMuR6iA7K8eE4++Hq0ZYSGfMRsl3jfH29lZU4Ruawo3AXkBOqNNsa7HbTNU63Ma+l9YkwRlB+WcixMW5Zg5L0Vo5lfqp78ZQIoopmZl8PtoS9S79t6xnaoP+SxTxnCKFd4xLqRSGlCMgB/VAD0xtQW5fEwbDiStR6qdEcyHifNW3mKKutTV5+AdfKOeZ9F9nsNgZY2qZdtcbz2jMY1ushnF6LOKq/YW1FfJetU9q+/Vf//V/+A//oSRTsUsWil2IkNprkGubE9PJDDXHKKmNt5tLAr1LCYhp5iWUKUvudQEX3ZIzxfXLKbByDVMN0ks4klckY/HjOO7s7KSUFJFM+Ap+2GRBe8gbFwDJrLPDLFICXAXEYd0EAhZRbpwlKmGvTSYbeCPr5l5yLf4QmZH67W3ceI+wZGG9NAQblEN3UlqbSoiklGQSFkhCN7gTBCh/dLlccu0LIEYPc1MmFmL1SbhFtoxPBLlLVgEXFAywHSH4aBTsvoMMh4ZqCjth17DS3dnGSC1dRlVjJ2xgFlhZDahBxqqss4O1ZRQWBNjpA5iVDVIRD71a5fwcPPnpIxC8W4o6q6HJrAWMTk9Pf/jDH8rard08ODi4vb09Pj6Wryml9PLly48++mhtbU0hKK4UaSTsrINaSH20eCcnqmRhA5CBqLrTuFxz0w5Sqkh7RByOs5Ex0rX9nM7L+Y2Wo5kCirkGxSIzhRxlW3KrzwxtFASTQseAdYwRrcf3HbyDP7BlHC4e0MPy56RZMXs/DhxwdEUIbBmVufEe8DoWv0a+TacmFfNRcMRYYR5mp/y/HHPne9p6H3+3/viakFmQCie6W6JkQieZvpQMZPswOOZD+DE8zaBEGsPr+Maq/bm2FfJetU9wk+V7sJtBsDTogdGiWgEHgD8Ehkt65/7JDFpwOpgXPxdexMuJyCzhyJaYl0gQ+EZGuq82BRzUdFQoLUXcrfD9ELG/29vbKWJzHfi6hEgGboawi7uy4YgNKFYNo/viaIU1QkW5pEAkbvxDGExWeUNYE5zq9ywmw6YMnmUE49Yw9clZDDbSw8I6yqIjYjXbvXQIy9xahsZo19fXNzc3woUsixC8IiXcuDvalUNThJU7+iSAhLm4RwXoo5Vcxr1IrEYKvMKS1hbjltZER7fuIgdRsbDF4oJKWxrFIU4OXQK0p/8qtwHJvVwu53fBZAs6AkFO06QJSt/g+p4aGQIMz+Gab5MvAi/KgYB1NF6+fPn48eN33nlnfX394OCA307TtFgsjo+PP/zwQ90b/9Zbb8nLhL9iMFcAxMYbISe2vtsX12xzBNCzLH4wp7igNLUq1u3tLdmWsCnG5ivMgoDa2bXBzAqcC3jj0BplpTsRuwUH6F6dDNjhY/TnUbToPLXN3z7H0ywRbycgLbXBbKgKNUC/bnQSLSl83/1F0F4K+3GXMu4k58OGwktbRdT3NLeaYbebOaIE6crJNRscR0/wKTsDZ3j8BPrn+27xWZ9iHjCPeipxRUBatZ9SWyHvVftkt1//9V//2te+hgxILVab7JJkN6cNVm+uQ97ulEe+IoqAPh0IwK3PwHLAvk6Qj+O4tbVFUlSyoiJ8KGbnxqrEXSqONi4vL1WfAfEPPuDV2a680dhcinjQLcKbofp8kTECCoIXLi26tWIAo1VX4DEpJKmNp+cxtzb5mNUVEfO+C7qiHEzDesqgPtgdLvRZzNK/WCx0VaRA/CLu08F8nk1PYJchM/CEMM1k6aEpdA9fW7ZegTSEQ9A0Td6ImqeJo84lE/nVrM4stSyFKUAY4dTJLpJ0RQsXRLYkV0haE1Hkz9IKP4M5ksUSTBYrXyKM5+LiYrSbhgjb9ZPYAXHGRs9+zK+vr4Uhbm5uPvzwwyGCtVQ+UjW8Hz9+/Pz585ubm4cPH7799tuqmpdDA4GEPFIL2gOsoF76gR2iSiZHfjDTL2uLk4dj5VAeX4oMt+Q0OwLm+Rq6kHw1tY0SofPJSvKl0DA5CzDARdT756TrJ6j6qGfMF3WXQ7qwEubVXAFQzpxQoSh98GUfIlTDLSOD1WHUpuuAiB8SpwSxoeeUcC9MVku0Q//daJ0daeNE6s7xOFyOmJ3BDq1RPJudm+nUiBljfdgFZ00+Nh/efAqca+gk2+0QxTwkK2v3T7etkPeqfeLbN77xja985Sv67JgSCJvDIzlGAQE3dVQzqyRzBSI1XZA4Qs2tz1FhCTLoVrvcwVFRihIioDQNe2k15kCHy+Xy/Px8Y2ND6ESWUYFCCRXEp4veZRR+RoAVM0UPURV4ioty8sx44+uwjDpZgyVypQDfYxQnRpD4oiVDVPTvm0IKFG8s0XzZWfMUOFiyMBloTpGkBTZl0SZLXe0ohx0RAVDqu4btTUNSDAC6ED8vbT1EDdLjSlOL8r18BDLY729XaIeAoyyaAOVl3EleLRTeBwOZDa1V21d4jLKGsl5zxanvjtwy5+fnyyjdLZKeohwEVMQ3ZRaqVMyUDkR28J2twjp4EfwBFnHlMLXwIoeJlAWUEfRf/+t/zVYKlN/c3Dx9+jTnvL+/v7+/L9DvvqZi1/d0UI9jxfo4o9BMWSJOYp5Zxxm8w26HvGMEL0m7rqEwawxDmzkNi3AI5axvGddsYfF1zTaHKo5hmBH6pAQ0RyvP4sf5zqM0/y+0l1pjPNtXo/mTKSJqcjgQSA/wmkIdK3BGQbepZW6otTXC/GBfTsaMDaUabuBnzfnqaHEj2fwPbFk2w3lusX4x55jvpi9jao0UuYXdvokp2Czj5LOkw8ra/VNvK+S9aj8L7Tvf+c6v/uqvJuNHHXcTLNPDc/bnP3Ho4MjPeVyyq2SqeZmLReAhNctdNl2JkGr1rTwUBGPzFHdeIn6IfMBkqD8B5hD8xYJqsoVaIp+c/3bGyxzZbwp6AcwxX8xdYwTFpsBMmMQANySSAnRYE4/OdIzCw0yH4HL9SUoF89JSjBZHzj4OVi7aEYMLuWIVf6GHEhZiX0//LRg6RWi+9KKlFWuvpndBXWhE+mZra0vdXlxcJJOUvJpFGCzWfIyyesnkNBSrJfVl5+1MkE1n3eh5a2tLuEcbWswoTm/gXQcBLA57Vyz6a7lcyqugWQvVAaoGC9x3w2Qxx733PJjvXudCaPvk5OTy8lIQVuV0BNc2NzeHYVCkbw0lmeOcWtNyh2wGK/qR2iI2k2WSjBZsPVrEEZ43JuiMpbSGADmUYAj05kBcx4pDwW9LG62eWguoqFTeP2ng7CZnASpS/x3T87mkMBmUmYl9TpPsHZvb8VgOVwlrwtAav3POzglTlE2soZnkiFxyhub7OEb8t9NwivI4bBbboc8qhcQCMhF1laLWob90MBu/0/BoufjOTHJoZfzE9yWbGPK97laYAbtC3m1Bbtn+qv202gp5r9rPSPuN3/iNr371q6kFLm6w8SDFbJW8SxvV4A0WBpvDc+cc3DmsBMZodeJSABrKn/nbsbukEOGLqCOmVwhM1FrF/anJkMNypohVrJJIoNxqAskgJiiBuA5G69bHFKZ3InFTMH3+q+DUZHlU3QKCGFhhR+q6E56t6eSNw1YgvoufbBfueJw9zyzi6k3vuRNpg3knBvOWlLiyUW20WN4U8pXHgPg1kg2ApPwEHJzaDIRaK1eiKgEXZAn58QGqnqyYJsgvhXVcpuvSGkqrRa+mcHP7jk+Ri+nottitqMXMw4soOMMYfEkni1JlZ2uY2/Xkzs5OscRTdqejWF8BJx7/cpom7pnSPaA6NZubm1pb9E8ZSr1zEDzILJnVMBtWZlmcipLxHC0IER2DuThEJJ6KzbJg3J2m6erqant7u0SloGQx0B0xjJEakUx9ovgmWJO58JPRatQ4LO5IPRkHg8DQY+FyHC5nd3ReZ0CcLStmkvBVTYGApRvoRicRm/M63iWALqIt5tpiF+ifn+gBiB8e5VSRLfwptxWvGS1SAF7qmNujrdxj5qeVgY0WjQ1NMgxfXid+38EamTBpxuJcfqVV+xi0FfJetZ+d9s1vfvPXfu3XgE1jm83jotQNdVgNERiOVKrh+GSB4HlmrAK5TlZXJEWWj2Pi0eKnk91hITRD1hr27xo3LSObU5TkS1GLTa72YRhUR8ItHz6XTgBIYs2lr0/BOXiayUg6dDmRw+TfwSYAqIOnHB7z3JrfeLLMXLEaFWak0sbTZ/NaDMNA6RskHDMC+qTwbntZdMrS+ZB8IkhQFBgcEQ7gmIuDmBwx0+B7F+HJoDmYIIefBEorbT27bLoWqweArpaQygIyGN9r2blrxA7hkxEdAsRlVJ5nraW2OnJHAKUUgW+lGvtP3E7JD1lJ9qJGKBe/XUQrpSg6a3NzU+l3U1xQpU1RtBIgtVo97GKFJrpzXdqwIuic0cIKxjY1wpd6sKibajqevpHakOL20EVU/smG8n1ZHAhmU6sG8+3wah+nH2HOIN8nw7IcXnoD1OYwiiu5gmtfna4Gc1k4D8ltBL9zKt6VLJtCNM/+QpDZGDJw03WeydKv6bajzCnK0Y5tHUnkAg+UMN8473LNyscP/3GKhRvQp28ZVOdMiTPlsL77a7dHPtnuAYa0aj/1tkLeq/Yz1b7+9a//t//tfwvH15fOiRBmSMrU3r8zF6i5tZ1LZidjiw5inJ8iywcLY3BBmOI+eWSG5ErOWS5yyRgq1Gr8MualKAudLMpwmqa1tTVdKuEWVqR+atPzx7boWA0wXVujDn/q8EQy7zmm02z4r0YGPWvOAIoZyMEBDiX1zWRFDxA5SGXCoH3XkslXsgARaY4JHASwGiCMEsZLAJnL7xTO6xSeEHknxshzhd6EDFj/ZBDEh71YLGSl5sncIvUhYgxSGKcxcaWAHW6um+za0Rp16ICGIAY3ALOAvH0cR0/hLZEICMp0POrr4/ZCn05KiTtQdnd3VY5msCishdU+y2Znze1VTcLQJSITHPmNEaM8Rbn0ZOEfZCVOllucQkOGfvjAqU/tfYH+uUYGrdCh9BPHUjzgmIzjI1iZIuTs9vb28vJye3sbtZbxODb1CDE/I37cINrOrdR1lVrzNp2XtgylbyUzHYZBToY5m82mgaSWaSRr3UiccYkbULTbn9RnrM45VPHJUjWYy2Qp5v4uIWkdWyUA+MA8LIdOXNP2dXPKZ987HZjHprjV1b9hXzyeh/EnO1aciGS6E7qE73JqlatV+5i0FfJetZ+19o/+0T/62te+5szO2V8y1zAwERaWZyYi/yvPpECEbkD1x5DoHnxSzZGaI3YZJ2M2baFGVZYx0uE93iOFYWy0chnqjWJ/ctEOVtBDD3SYRr05aKPN5ahGgj3Ju2LYxSpqDVGExNHeHBOk1hjmq4etsZrhtpildg6estmrwMcujNlHXu2WPMZA+Q6m7B5th1MlHNyoSTKcMxgpVx2uBc2A9XWXyhRB1f7vEBmxgxnOnbyz1TPhr1pkB0CdF8jJWw+PlrrHqdna2rq4uHDoOUUbLJ7YIYhvCs2BQinl/Pycx1jhIZw/ov8uNoOfy+LugDuFKXGMApGAtrFNFJZTKEUwQzLFe46M+TKZfjtfOl+ZZNEaKQI8ODtsRwfia+s0UBAX2YQcLlTKHIrQYJ4N3+scGDHZLbbdXiRjXJCNfyhtBNpgPigNr1gQdgr2OJi12zVbhufEcOd4fHFKaxYZhoHEAB+/B9LU0M+z2ZJZalJEtJsY7LsS79k8DJwdN1u4bsmT7r+COyXTLjj4qWWtHPYcUiO1Lpc7abLrdtleL8AqlZW1+2PWXnv/wqqt2ie3feMb34BLOqNPLeZzW46zSB5ztNSBiWoWhWRZR7DCZDXsBmupZZeyWxOW7cPQ9RDV7o72wINpmnhAxqdpmlQCHPAHJKpRFoCUQYQ3jXH6vEprqueBuU2LJ1ntEjG1Ui3IQ9LnYq5VfjJG8ZnU4q1saonvTokoYZdD2ZQK3zWXeeyLrwAghgvwUliXq8UFMbwSbhMc0zUqeMjSrz9Jv5Jdkw/YrgbzWihMgpTW1KJV0B7SerLcRxADpwDFgwgWhwip1TqqVUoBTAwWLlxDu8PvjwkwW2Zbd5qgkGLBJKLDUsrl5aXunnRKXi6Xshl3P0R91QAmux7IKbNGyQs/m4Pp2DodChomu5dgsGRlZKBzMHc3nQ53ShNwzdDPPmvOXgOIa9jg+TlHBg8DRD5EdLLzJfauOzhjVLMprQXBd2q07FUfMNs6tnHhqCs1dEIlrTrv8pasdf9NM77Klx3x53BlLO3qH2aqVUrGhztWxrDxPGQDtWpyxTAGehA9lNDAYd3ePyPE5ZXDCzGYCZ8PDsrnG+cr6UQIW3BdF/4Dn092CddgUTer9vFpK+S9aj+b7R/9o3+UWl3fpVcy3pRauJDbOnH+wbmnc0ZnoLkFRpilk8lIf1cyfAaHzVamYLJa0aWtdSjw7dIi58yFMphw9CeX92kmgIGeyQQe/B10C+xwCYqIzXGbdLYLL0gY9ev6vMNkAilZCWSXrHP57QgA1MIWU0zQ557DGpQN/XTboba2tqYohTFieJZxXyMIDNTugC9H/UrZXIGM8mUD9ZisEINeqhwyBc4Sg8TgHR5BDyqZB6Ds6CqFhS+19eAAHMhyFhPycwUDGAq+Z+l8X0ZL7EsGIzqoytJpry8uLi4uLuSiKW3oiPTJ7lpTvbpaFZ0OkdRaFTM9WqA843Gg7MbUjt5kB/Ut0CpBbCm0ETiGk5yHB6SAg7kNCOG9UJTOiEhissgKx74iJBR1cYDSuo/8/GZTWesMc/tI/EtULFSOFKE7vnqAb7RHjrO/iw3q3tKNtlsWptBtTbIUF57BZSd+mIPPuFaWQ61SLXC2LJlSp/Gg+DF+J+YSDj2n7e755XLpOQwccJyc4hLdxg2tOdw3ruM2yXC2W7jRDUDbq0omH8+2ijZZtZ/ZpjrfnWVCvKm0ESYgOUcS8E3YdwcEa9v0q8G8h/qs6svZzK7VjMQl8maEkJQWhsRNZj92UxOd49yk5xwx4sU8mLwUdFhbLFsioMUxUDL57T90HMbaMnHMkIAVtSEKunXd8k0ypJLMwO870m1QatWeaqHbufW3Cq7xQLJ4IdYwWQBrjeJuLDuF/FhtFLliNQ1I/wKwSgtihKBtX8xkCJvXSemarPyOT7/YTSi1zU8Y2sCqUgp108AHjl2SCX7vBDJQJ6PldMqSCoHpZqiFVdTx0VYz/lVTgLUaV1dXjH8xu0dGULtE/vE4jsI0jGQR1fdIkOBEVCswD8UydxZ2tPt0UmsnBrzmNnwiRzw6XSW7ilU9UxlwiNsiffsoqa5OsKDrv5xW/FHZlD02hU13zarbWfXDqewOi2ue/BYmyT6ymJxZnueM3HlUnYs6W5ufUB/VZHV7nEX7Dvqwu53tcPDQhlnzPLxUPxTh4eBiC9SD105xxut0AsfjXZSoYmwAZacHFnl+avxIMlmI0LVKdg2BVVZBJh/XtkLeq/az3L7zne989atfzWa7coAF/nNrDWwxtYCyE8COFPnVaJkxDvFh7o6es5mOUouZasQw5MCyKQIZk6kQKcq3cTU3nQ8WgIv9jHgPnzur4aNFILnEAiI4OFDzZ1zrKHFz9dyj7YKntvqPr5K/OrWpY9mUGR6os4bQSgH1eN3V1ZUS9XhgsPgKZsemTFE5gWQsZJtDk25UOSzlDFuCvFjoCPSJ+U1dCdHWWVnAaiBGRj4o068aQaKn1v/jO+i6B7K8G5LuTx0iRrYbCUvqPdfXQCtoEnKVJVUATh0qXaFaYIkiqZJddqjeGAkBQnTiigTHWfC9hgKm0S6sKrYWUBfxkMzaae81kGixQuODZbty0ln50fJufTuc5rvb4DWAsc2RgP5T6OoOvocoAVktkztFWJGzGra4RgFTlanhBvvBXB85ICMeA5GB6zb5riIqaALO7rpnWFWG5CvDk1Pccl/aoo3JLCOcHShznIXl+BkfwvJdooajlmJzc1NDKlGNSuOUKp4tdrzzK85337UpgD7nbg6+9S8OJVilE0bH7iarCFRNoq0KCH6c2wp5r9rPeFOpQVhtNmOkw5cUOBvm5dBkMCPiZLUyYKxuAENmIGbc7OEYRRy8sxjBc73DEhdk0DNwHHtMsut4HApUs8qUiFak8LBPXHNZX19X4cI7+fsQgYPZ7DE1YH02xSNHOYLc2oFqKAYsKT0Dy1iNyWqb8DoGlkxiZUPegAyeQUjzcz2j4gxga/1paGvhoUTpGXy+LKlPEIyFiE1hnnTdxoFUbq2VKtzOurF3PF9azwBjcweCQ9tunX1Ii7genJFAMNU8+4x8iLy6IWJOprgm08OUOTt+IvwbD7EQ9Lm8vNTrlnGPI++dpknDcJqnn2pB0qPVhquhrrAmOczGvghO517LghVD88ltqnGJK2M7WJna2nO5DTuudptVMnC2iOrdHjygt3R+IcisWHol079TywKbQpNAQAeX/LaYzTgbTPd5ubaAR8WPGG93qqtWR6+bEa3DlzXqncNpPTjEeWy3Pl233RFgx3mM4j/wrilqa+YoQTO0Pqj5NH0kyeLOa3jDOj7DgjgbzG3CNKvKLLrd8bXNka6dVu1j3FbIe9V+9tvXv/71r33ta3BAN/9g6wU/FTNIu4DsJFY2Q/jSCh478qAf/5V3C0938YwzN1lYKuxe7njg783NzcbGBrhZ80UggbwdS+UIKXbowF8XcQWjw1mWC0vYZCHywBEHPWBNaiMmk8rAuBRSPJkYdiPWHBfycLHwCbAdqMiFE3bBFFDSNQF2AXpwyEXn6+vrbkaiAJyjGYyOrIOiY1PcCDiYRdZXOLWwQNHezNHja4e2wgavnuw6SUiF8nZ6kRwjHpgBsGBfGEy1yHVURzBuCmN5znljY0OBrZPdwOqTgix9jv79NE3n5+ellL29vUXUCNfwbm5utG4qy911zrHStnYPTFaxZ2gzBSH1agFCxUrCMQA/s2OkCBcL9eG/bJDiFgCFC7ukHeL0TYRjdGvFwczh8YDMJgtYT1G3fmqvFO2YDytfLU1C/RAMQ/Fs529++pJlyMhGXsNCn+zino4HMgCnivoawE0bwh2Ey6ja9Qsyz8NznEug5xSza7iW5UqI7w4/4THnJHgRnZb0XvTP3JoJqoWBQRg6ld0p8DUpbWHvaiH7dx4i/+2wuhz+k9BWGZar9qlo3/jGN+Bl4EiEH8Gg89himriqPNEY5JBzngrpbB2p4FBVHcJS3bgi7qxXMM5kGG6K5DMy7l0GUxfC4abLIbVlXHOY2mhCrGtDFF1hzDXsah1odplarQFkXwe2HHQWy5HqevNfuYDh5w4ySoS2g2/4CchpsGhj/upCnccA0Mg81Y0ZwpVMrRgWrUYM9CLuSxJtKBZCRTxYQAfojBw6WSwWGxsbGxsb29vbFG4HM3nziUPDY9QzcfMwOXOjZY7yJzYCkAHIHqLkn+9FjiDsoXURQAAOhpyQ/BhyiEopNzc3V1dXArJKlePtJOwy+GTxzUop5mB6I22xmFEWmKhcTICsFkE/YZwsIIuptrGxoZ9DimyNwzU3jrrOzCzGcdTIU0SYsPLOHDhEg8Xy5lA2qJTCvVGuoDo7YjyLuIErRUroGAHu86BwP61OACx4d4Q1wsmikO/8ubOCPMP3GImHqDECA6yRgFvb5nOstarKUG51HmcLrjIxMOzNfky6n6uxUGMk/nY6fzatY2GXD3QMMFtMC3/yx3xS88XkgWEVZPIJaSub96p9Who3XHaSD0E1zCLqcmuISiEGOpuWBABiACOKflLMH5pMcDqbTmaeQXJnw+h8UyLsRFKz2n31OczkJZLhwCsAAkTjMiqII/JdlsuCKJsWc2EY6g35V81o7UgLiaVZ3CktkoWyjJG/iKzCDucL4gK7mr1wLoP5iXpGbZg/PLXxOcmEGa/QsusaUax6igwRntYOAuaSAU13HA9mrvbRglN5oyqcqF1cXGgv9HyHFe4EBNlupSmtfwBgnU0H4Jk8g5vYMlOoHChvTlfJlDfIifX0zXKimiKQukTMyc7OjnCk1lxOGNRd79MRm1MCx20RRS2TmRLVFUfGP7O2bNnm5maJy7PUFcpVaR1Buc146zgJe4G6Usz7kaJ6XRefAFMCeNXZxYewl4Vdl5PtHlnWJFsmH78dI9CfuYyW5JDbxgKmgJJak42Njaurq9KayZPpYz/m+NdWl87GObkzlQOVQ8eGCxWLb/E+xf1qq2N3J04vwunBHOkTx1G2cDjfuGJJuoQe0VyBcT7gA65xoRVaWW0V1zspat445qv28W8r5L1qn6L29a9//d13360WqotRLVlKk9v2aM6Rx0hvrwE6uUPbDRXw/RSpkA4radXAN471ar5+ghH1X6W7Yb4tUXZjjMJ51YLaq0U9uvVrsHq92Hiy4VQQhl9C6cy9mnIy2cU6vHdqcyhra+VKFsSS2spfjp8IfvVYGt8UcFJqpXhtwTd7wauz4S0Qg/c8WDCAvrm5uVFNN0SsoHatlRtGmZerdsMwyC+/ubkJuGdDk6FtH6Q6hzZY0k4qp9aOK6zAUmDUdH0PJafbWYAF+hs6FaZ0xiYnjKiI7MYUquNg/h8m6NvBMdEUwC4XFxc55729PXQDJyogkUOxYn4Y75zCL2NUL2EZGcxgwUXJggqWcS8SnhC/bZ5Tg9oAqaAlQlrVYiRwhrgujR2X1WBU/goAsUdcYBQf4loAx5EATd9lmEZKaWNjAzpEwWDMY1zClVtzPkdb793c3KQi+2DuiHRX82k6lKwz/O3cJlu9Sxm/yS4opUjdLdE4FK7GzNckRahJsaxNKCpZsHieBb04PbtSVNs4/m7ikNmcRRczqHeD9Ac6G4e3Fez+BLVVtMmqfbrat7/97cHKCSerAzhFtYpiltHURhLzAQGco4qfXMkuMObMEd83nvTuMQfBg7n4nSMXq2Ct0QoDYQciQNZ5MbITW5HXz1Jsg17nmMYBDd+4eMutGdJhhy8XWIFf1Rko58scrnBfme6/vj611WSYo4/BX5eshB/RAi4F6QfwwSC1cUMEKdXwAODx18iLhbqqcJ7qReIuT62tdC6qGdX6+jphJ7pG28cJoRI6klKSetCNHA9JaoMQKCCtPaXOHWmO1ayGIM4h/AM557W1NWkUDu8gJNcTfIt9bMnSaqdpury8PD8/V12XFDCuWsAVMHFqb1B3UkwWqJCiHDWEUQ3E+2IO5gfTnwDcKSWChaa4x8fflVqEN7ZR8hAV3KbbFMZWzF/h/IQtWLSXfaJTdSe0OxddP64Z1gjeEICGE1ZTO+c2BRaWufu6zWm7o3Nf9jTjllBdx3O0I3C57ufMhZFk0wE47BwZjrAfjW4A2pdpmlT+ktWjLBJjJoDHmbZjaJ8458KPGEvE0jlVJAsxT22bLCt91T7+bWXzXrVPXfvWt76lsJPUpsDDweFxjpAc+3ZyRcYV7JGpteC669YRDF/CRiXOsWcnE+HVrGjJPNHZ0oAEC7CS8pMO6tVI2Uzhi1dUQ0rp+vq6tgXXgOn00BmWfN0QIUMbUJFCYIBUgB0Mr4aFL1uR46F1PnQjSTNhrzZGoTdENUsxWPRIbd3u3buyYXHvPOesVD/veRgGFcIbzDqIegOOIeZhXsqwi1LIoatoCipiiMCGYocIRagRruDr5oDMzaWOUbRWorqcM5EVHstULC6FfIZkiXT679ramqCJgxuWaE4tfu5ygFFyguXGYQenaSLVcpomrTZ0DrR1xONv1DdYeaGTTm2rbYDyGPXLc5g8U5uzMbQmUn8dh4i3+DFxkp6zghx4nZVkbOMsUUGxWEurwZ9a9jLMknF9yku7IopD4aSSW6DsAFHwV3aEwSpbJzNP8DqWJbV6VzKlxSfrKwyezmHyWETR/dymvSbD99n0QOjEf1jNpk78FdyDswm1lIh+yeFOIWbPWc38nKYW0KeWkVZjYiyju15RL4fwzboqm1aw+xPYVsh71T6NjWonU5sWmYJ7EpAHhOJPY9TzcuaeLF452f0LoBx/ewcLkhVHg+0ihIDdSDW4M+A7paTb/mQT1Q+VLDW1WZhD5CoxBtysoE8XYKmtNVbMM874eWC0cg3dlJGaNXD/YPcZpSjwPLYF1AaL93Cp7Lg2m+5RW2trakPPkyESHy1wLVn8KG+UaO+iWTz3a4iAk2Si15WTMUrdsWu+buwgr+DVQD191oYCOiHCZVx0z8C45sYhjq/bZEU/9DCEqqgY6A3zdolqHsXS/nLcP6JGUDWd19c43x1yQUg5lFinW/QiDMMQybxPp5DaJrplq2mNWgvZ0Bt0Lu3IcXY2mzoRWcyCt7A7yTSB3OoeHuXlR2k+l2J1NglPh843NzdzzldXV7mNT2BUKA/F4qlyW8RGqj5BZdk0BOdvMDfOJks9jqOuX81mthhauy9xHa8jgO7I+2D4E9p7t2jVkqR9/Oyv/guTmSKe3sPG/BB1WkeKW4381Si6HRk70GdqjNOXiEEmYwgwz9KGwI1tssrrOO2qfSLaCnmv2qe0feMb39AlO3DqwS79ghd7CdtqsX11ZqGBq2KUcpDqnN3xUDL7R4cOkVjK6pvi9mY6kSGwmjKwjGtr4MtTFMGF3ZfZdWuDNR9YtuvWU1giHRBUi6BNcWFbbYFyB/6IlZysEoLgHfcBdQuezBo0RfmXlNI0TYrwYVRMgTEXiwAezMCZW4M62B2smQw1Vqvj5iiKYBWP3KVANYLT1R5eQZosF98k85Ung25AvW5eJYzEhFmzmNkcMp0tE2kNuaLvyfKd2oBUBpAj9H99fZ1acqQlaNE2Nzd17zpbz3ZUywv0E8TrHHmkMGFOkXpRzeQp9cDvNMmml3ahvd12+ytc63ayrxbizOBz60lwqvPmu1xDAaiGMjkaWGrT6zF3t2UldHLnTiw+7Avlp7ZaJa8ubXF9AnjSDP9x6FgHPzIcar2aXBemw1+rmXV9pt2HbPbjwcwWsBS5XHT8u4Wt1vyHybSIGo7BWuvm5uYQOan+zBiJJUNrYPZz5/zEh+cvglZ9yk57ck7Ol72GbZ6D6RyG/7JHadU+gW2FvFft09u4ZAd+7aYyZLnXu0gtYvbfOhPv+kwmcsAxqbWFgEsYXif2JFwnK6rFkzLRpSj8DLp1CyjTSXbNNQ940AKYzDFfCiTqoK2GhZ4Bp9Z3zFLw89EumtGQeIBnklnlXU+gycas9QGWgRpZRvBNar38nYR2SFENdLLvc7DiOzJEZluxiuauwpX2eg4mjmubHthuB8SME0dKisAkEoJ9IghvNYR3Z250dKIsBcUMUEGFnnPOl5eXo+XdymoIQQrNyHSqgCVSG33RHBDP//Uh5XDjKJQCKFYD7vvqefQLh4WFZWU67cvJyc8jD5fWHO541Cncp6DeOO+KmfaEWifFYjXXHbr5K6RduIMCioI5aPuU4ItZ1M9XMRv/nSiQY5jMRu4vghv4NP2ZGt4PkVCeAd9kEDO3Spfvfm7twX5OGfnY1u9zvkoPHR71jZayKiuGeGY2q3MOcO+ajBNnMq8LwJpZcDyvr6/5zBR8tHIRoDVlkwLZ7NnV7PGEpHvUU1q1T2ZbIe9V+1S3r3/961/96lerhYpWa4NV/kLaufSCpzvoVOsERm3xaDbkna3iWDIRRTW9FKAKIMUzbnEZwiOfrDxFDpWAGACXasgq8JZb6dQGi/v0bCpelC0NyGWML1S1Ui3eW4eraq14vdExWPwh0qqENhT9DHDpBjZEJIaPIZkgnGMpNkXWdyYCNAE3TJabSy7jELEruVXhPFUuBS5MBk3ANwScdFlrvp5EZhNZngIw8dcaCDXnTGQqMTPIcpYi2ZVA9INdTRmio9XCczSm77lmaHd3l37cS9CtQEcq1aBYietsZNjWRe6d7dZ11Gpaq5f80+dkiJOtHKO0i68DJ3owvw3kigYoH1SJ2AY5o3KrM6QAiAQzOHE6K5gfRrSITr0p4VFJZgZWV1TX4Yj5lN0h48ynI2k/8tnAveucfpQ0cbRKQf8aSpfWeU7q9O+M1HffeaxTiy9v51ujw2QF6f2v1e6hHCJDUYrr0NrjOdoQjw/AWXEyLO5NJy612ZzeDywCJbZYjLiedLpFxfLBlzCarNontK2Q96p92ts3v/lNwk5g+nDbwcIz9DxiLBmMK+Y0zJFWlQIWlNbTCnChB+RcsgJwwkwe851btyPjyTlfX1+nYNnEf1Nwd7J6KR4nKms3hW9BjR5zjBBNVp3QpU6Z+ZHVOlnCurFo1GBhEXKoAaPlF5Zw7iu2BKy5vr7OvSE4Z6nxksPw6TvlyLLDQwhabEu8PbU4aYraJr6DepfkKKIdtS1ZeTiPkPFglWRCHdHrmgnPCHPre6pt5BZcEtDC1gwRJtuhAZ8jCE8TvL6+1h5he+aHIAYAljLtcs6bm5u3t7cyflfLW/AJzjEoKzlYWLmyF7qwdbKQ/Xw5rqqmuogwfO5z/dmxF1tTLDYGgs/hbwFddVei1qgvqSn7RfRAw8GyCDjsjJ8tYwy+UFNUsKGSjJ7UBjEqZuSt3GV1TgYoWYEpLrbkYVebh4hQhzjZHWdrjK0a5nbC8zE4tGW0r+uEE9opTh4ZIhLKFk/FsrOAycL6SyncV1XCkj1YhFJprdE+IxcZegucam6qoDeOZI5UDe+hWFpz9/YV7P4ZaCvkvWqr9v+/ZKe2QdJp5ipFfDokdZGzsOstS2v207scZOgbRHsNZyLgabDEx9Ra7+jZm6qU6IdUoGPwZGiJpwu5cgtMDSuaZBJWcI9nhfu7UEltfUZ944J/bqFMlss42J1//BCpw9SGYZAve2trCy+88LdwgD4A7tPr4168IdvQfBwkJSujq1bbUiHsFFLTdQMGz8ZRBlH/ytIsM2qHElJrlQRTCmbhK6+1qvreaJfj1IhnlfU3Gd5igiXChDpSFP0vFgt5zHVpDpFUrKcQw/X19eXlZYdiVVxZ1TOhOl/wbv19UyAVtkOAHhv8FJdN0g9GyhSXRNawDdOhn6Pu7CS7fIp0iI5+eItgN5TPmqCSEZiu713BS2HTdaUOvSXPbnoCWaLSsAugRra1w9mgTKiUNcEWW0x/9tPn3I9zjcKWw+DKG0vciet7raOaDJR365la8O2H1CmETv4/9t7sV7Mkuwrfcc433/nmUENXz+320N22mwck+oEHeIEn+BN4QbwgGWOo7q6qzMoa211gjCVeEH8GQgghWQJsBDKyMYMMsmR3V5ers6ryZt7pG+93In4Pi71+K+LctHvuGmI/pL787hniRMT5Yu0Va+8dhH3QyxY/gHwHdULGXmLvRnbPmjz0hY+vjpy5kiT6hgwfoRH2HT+/VDqxf/hERNX6g69Z5zml+avb5YlNYhWZfCisIu9q1czMXn755eeee475s4v1kksR96kLQSRBDFlPMp26KPK3XtcSk0WUt4hCuPJnl+sHYDGvWaT4QBuQhY2X1cWY+BsLJNeG5Gl9uVduwjnp4kSvgC3nIs2GqbuSeiwj/wWoIiVcrMRg5VuvXYL8LUAewHZYEdkzrDHJZZhjRMBhuaugz67resqpUEIf4gM9EfrRmAdoKvhmhnIWQoqSDC6IKAVdpD1pEs4VnCtljfqmaZDOj2PKdmJRV2qwk/BHvVfqcZYMBtBj8JmvAMXW5mgGF9lut9SfXGshx80KAYNQyMAfAHbc1uCbxRMVMRcYVEcqiPcVJclMFJqfnaPuIjcr+Co1sqPVeSpMHEzKOYlHQWjViIKcd9GJpA1oPBaZXl+UYoetZEXEm6izRRXkfGGxI6SzwvISLcWrgbPoqHAOYyLx81ZKfSV3zPg47Hz7nsG3zreY77Dx+OgVxIpXhn9lZ45GI2UW+HvFecVpwOvQo+YvD+eG5d6j/rqaq7b4p+JXN+RlR9kDrcepc7NRHQBts06qah9cq8i7WrX/Z6+//vq9e/eSsIwpNxyWRBRuggCCR/CQn4MpzqYkFKbop//fwigmNk9o1UplR/PNaNBj9AT4+66gVo80CVlLXqUCiwFIcbaN11GwyJWmvyw1OS/O73UNRk8CdiePlguyt0AEFlzD03lqZz6L9i34Y2owdOGMudbFBN+YbFUrFNB2srVbqRHIbg+uHA1uOiicNoqQOGG4JOOhGhEY6ODC4GyMx2PcC6Faw+FwuVyC5GY/kAXvzyJ6XARPUTQtdKislwbOcgABhXehbOk85Y76k4+z4l0LskXTegbl8XgcvXQrW9h4XueUEqAV4tU4phwdxr9yAkQPDtYMjzo/FVubqAKib9S0kmjSHLcFdxQVLCogDrmKQAFWwS6DvGcLG4nqs+vSnlj+O6N1Z9mZ+Cv3IvQB+TqwzeqQq1qDs50wEd4jfUg+i8nvj0747x18B0HDxesQroti18G1/M3lhOFhaDCmkPnryb/q3enzcLrqMXxNGtEpcRZZvu/BHyI8RZtHahZ+l05a/I5VkcmHxpq/+JBq1T4yBuRdgAxaIzI7rrspF2siy1sjm6QE4snlkvx5bT1bBXF8ykm7ogFc/oF4eAzZL6hHgDsVfPCCfDoucoozyPRQhdLkdRZ5TWK7QjDdSXqy6Nb1yuwpC2u91ZffxBhXqxUWSKxqQFrL5XKxWKB5QBJEV03TAIwSiBAqEevw1lES1TWerJC4LQh6jp7EunGhtnZdcOavy4tcFCjQPPCOngYdj7Ub+4TNLpqBAzDNQgij0WhnZ2dnZ2c2mwFDaB0iPQU3NTN4XOwixRA4a+jGuxRPERwWd14RiRN4u90uFovVaqVVWgvYpF8WM0H/FF2tTqBsOXjlVgmk1f2Xjj6VIlG+qkEQvzqinBs8cjweN04Y84AC55mzsOv1muiZrcXd8Szanzq4wbe88Fc6w7y4ecL1TtK5qBvMHbkgTkIjdXb5Oqv6ogCRjch11CMaeGl6hbYcGg43HTAeoyPLu4QcOlsP1Ba/UTT+qZHM7pio3H4xcZ+CJxfC280Gc55wPuO3ha8J20NPoxh6NX0uNICcuv4qWp4WvfhV1DdFfz0wJRDJU+3DYZXzrlYts5deekmZb7uu3iRX7oFUzOYxnUTV6C+ycipaviQJ2o6yP6ugXK/fyKYq4IISJHbdPmwSEogSgoJWMVkOAR2ib23HPHkWYE2x5JgAJj6LLl18Fl16cSTWvCK9hvkuP+6C8oq4JvANEDZdICSTxrks7MdFNEktj+C5wwpngItckF3pmCfQTSLC5pTgN0myQJosnzHXQiSnrolmFIibiODjdbpSGDNsNF5Bk2u5+cJPYFFMM0K0omFBvDheqvUMx8RYnMOd17tpvJwhENt0OoUgShONc57wjgq2kvilyTc68KRJyMvOq0uaYPfoVaXYJ9h6MsnPSK0IjTl/MDEweRpJEGROmXMSWg5GuaMSJMkmegBi9ySbSDq+jVcD1feao9lKeDEfgUGuUYRkbAm2rRrfj8J/NZqWV1ZRE7xr/hToPGekcnItcuN7RyGH7Przwh7WN0t/04pfDJ4besy3jhSP4TdBvHeqfehkBje9Iyc56f/WU6oXUJuzkS9F6jkPOjoFt9JKPWPtXnUyuY5waNhUnqg/RBV2f8isIu9q1Uq7d+/eSy+9lK5jMnSxwY8sFjnGI3aSvqpYMJRg4y6n9crd6Vm6GHR5YqkkUXqKzomE+nvKltfe468/aZ5Ggh0VRqiFPMBfpcz8shDV8BmL/tR1uvFIo07KFvLxEVDYStxe9BQoAynjDPCnWLlAANw0wKWi7+SqdgX+BlvI0SHCA6gygUq6oLJD9NZBtpKLnmefcOB4fCPhhrHHtnLOMKMFBEKKBS3HK6AGcToT3oWcfSxQETFE49U9CNdwMG/XNA0izCaTiZmdn593kv7CBFEl8UB0VrQeQxncwdCe1KnCRhYXHEhln5QXxMEHBazkuela68OauFKcDMkFUTiAOViSeLaQ3/CRcTDfryTaJH3xeUeOCKcBju+keGEIAT84HALcrpHclKw2xdGkz7aVylP6svDWqkenJ4Bfif5s0UsRO+pU7/948qwgjgGfOgnM1amuo8AXBH/iiLOLCIU5iNHlQCZ5CTtJh8KNFFx/u91uNpvRaAQtUycxBvqwjeynRac8LK9mz9llwuNwbhevKseat6sikw+fVbVJtWrX2IsvvmgCdIiu+IOLZRt8CbmrAsWSJlQNBn7uUWWDt9O94CBI3WRTUo2HYWGg/rURGhsrBylhLlQaA6Ro3kQuUiAwk/RbRT+QD7NcAazLJ4xncSlVgrm4WiPseBIfAJgDPY/UdVy68CUX8sFgMJlM0DlBqGJCYQVwCiY4iJ3nVqMOhKsmlQxBgsmCixx4Cz4vnzrK9oKZgSTmBOPEIPppRBgQRMCjDS4UwCarO2dCn3tmhxet0umqzs9qtSLlqUBEkZm51oVbLgov9L86uBwy7ShzoMYKi+rnREk7w2fkq6dGxhoHaKKe6CIEnRXoTyhtOEV5r+R4nVfTjuWIMMcfGkxvMLm82Fx8wvaHECAhoxPIdzBIHGQQn6QQlXFK8wD2VRLIy3Q33KlQ9TyHtWDH+bOgA8HbMT5Bb9d/BUzAvXa4CejUg1Puqeo84dDra8tbc0ALvG7ibJj7EiYCs+geJt++JPklcQtzzRj23DSKIMg+Eq6gP3E6EPxTI7Ef/N1rxfpTutqHwCryrlbtemN5S64WxaLCH26iGZquK6j5ggW+9XIkKc+dDLyiP7gETya8EVcd/spbTiBxzUhexhzLM7le1lXh+oefezDK6h4kSR5sUjWmEW6ep/P76KpWXUG5okRhxUJu+rDEr8UyzAqd5hgR4FsRDI5HP4MDJkXNxZjdq/3MRZErYhB1wXq9Zv6Q6KpWLo2E3fo4raSe4C0KlGb5bgBQnYLaIG4JTYEFQUDy7Ncks3FTdFGhIUm+X0GdT9M04MuL6YSRZR4VnYrRdwzQz9woICRl73EK6XwuesNEtZwcKMPgQPLB4XRpaC/Pwgd4XNHJTuo6AKk5NxrZPtJbm8uBkmfzKAAcGmCCj9kt+gH/aoL5TsIAuGPGucfmcXpwBuq4m3vIXddRXsXD6Au1niq+FUk3ZzgfnL9IOkX1eXlx/EYVXkp0Sr5Qv/CvxW9myH8nOR/wgb9sxV+DUONsp3qhen3+QOmI8PtCv644mx3LfkMsDd4pc9ROnzyKdoUTPkiEsf6Sc5iChMC2vQwwnIGMFO93V7UPgVW1SbVqj7W7d++++uqrikX0l12RExa8Lo+Iik4nN14chDyT9RLw4ZeX+9dk9UhfKbYwWVHaXHFBmMu2bTabyWTSyJa35RJqRk21ef0atgQqAm7lN6I8Nl+QuK3PnoGFHqfFgxWBKQAKzuN2klTBnKMipEjChbceQdX4djDpfFycEWDBNd9JNNns/wIcMN9251GnwB9QKTCDeCMMfRRCt/VEInrZJMbG66xDJ4A2TlJlKeb54BQjmlPO9OV0ydfB1VELkoSe/gaB+0BqkbATtMGK4C0vcRolrLDN9/05BPovP8Q8osAcvLIP+QLq5owCstazQGh2l+Ca7LZtN5sNQRgdA9USmAug+eqxx/jKBEkjGHrCnsbVCJ3ryBWkWu6g6vMS+LIn2YEm2xqKofUijejRMVXMDOkdeTtcB+4o/eqYy4eCMMTmANFcGc/r4Cz8evAsBfEKxGNvJ61A2Ops8EidJyauTv9HhrcrbhTy1KL8WdYfZx3BIPEzA68CC98VMwo/BfzFYOBm58qx4LG/8KP0R6xolTLu1rPlctn/stqHwyryrlbtz7MXXnjh9ddf5zoUevRMytW9lEJG37jE8W2e1URPKSAFdxijZFYOLkM0iU5rZMsyeQShXopwZ+tVLYNDWBP2JebboEF280HvERC0krw55Zm2uLylfF+VxiVTaSeuOuSSlbIKgtp1YY6+O2+5tn7glatN0GGT76SzkUQtlnsLvEvr1RDhcmADoWkauDEEwfQieJHgmqLkpJqG2dG0G5NwjcF1CFqzkwcXyANuTPLc4QpcGhcEc/IUrDOHidF7rQtX2FruM3QSNwwyj1IZy5FrcLK8k5zTXV4mJuTgW8dX0Qn/dHV1tVqt0JkkX3kKyfgkqhIkewFmwnNBMgQojJAA+p96a50/Oj2CU6G6q6A4j4/TeXgrYBlfuiS6CLySW6mnSOFKkCiFkId1FnPMpAyQdqb+lzNE5zm5XsbL6vTjf3W+dZJWnD9Z0eML+/6n9mpx95SDZv5oWA+OFwfbY8A3G2xCeXBo+Lu9lQIFjcc36y0aUZUk2Y1Erp6QZ23vu+s4ESXM5vP5ZrOZzWbXvrbmXn3qORVoQw2p/HBbVZtUq/YX2HPPPcdFtxEBQCNZfpUDNiGkuSQ0vhdswhhFT2GhK25xPNnfgpVRalxXIPMfcZA0XNR1M5TE1daT2jaykW155b+u61ar1XK5VFF7sZHKNUPxPVffYuEJkmfAfCObTDZbQpilZG2SWjCpxySp0jc5/Wm5cEJ3loOAPOspZEwQqonsBIsi9N9MV5dyFXt0SylBbqQIwGTHX0EMe14fUy+uncx7taLzxqWoWukkGYXO0iAoXLuCkyo5X5vc8YNxUqlKIbm4GQ+FAzimnCSWg+kgaLV4a5SMJHCHE8iZrO8a/RMOASYtX4SmaUCcmyvRO4lt1VtzTgYB9CZJ4vTWKU9lo53JZuuLhgMwENAItV6wFt8zcWGBxnCMyh44ypDiKAsbBEPzA4ev+GHBeFERFwRKqtKm4GXxXw43fw36aFh/VfShFIXrT0Qxvdkefa7+O6svFE/nC4gHpyi/kSQ5RZstJw6ibxaxNjAhOzuQHaKKO3h3jYe562+Oyd5FcSNz/XcVmXzorSLvatX+Ynv++edJh+giwZ97ZNHWCL/UE4+2LjsJOdGiq3uxApH6UozO5Ufhvi45li97QGAkfbkM43QsKgXyMF9cGUJkvq3Mw3hHHKmAjA+oTDOeQtFAASV1iTIXkFBA3In1Byi4/JeAO/hecHAWcDQajcdjAsRGtsXZjOQKWkXh0TUt4LnX6zXG+sptK2VEdGR5fQUu18IR/ZJ9Rf06r8x28oK8F/TuUeJNVZDKsQD+UP+EQ69TDuf24zLZVHRgkSJa0T+xCBrf9LYyFFfR9DH73cXG9xEesTIMaRa5n5Ncq0NfNIlX04hXzBFpcl+UV0OAbyeBy7prRNzMNxdqbBDGrUuuGZ9HB6aROjhRArVNVN3bPGE8O4Tut85AOnL6OvDp0GwzG4/HbEkr+3Kt78gVCLvIlM//8reCs1efl+84n0hbq+OoSDSIV6ZvuuUQNvXqJBSHBRcsmVAYGFB904smNV4vqfOsha1oe2CMYg8emIs3kWo0/FxEqZur3EqTR/7gIqvVyqp92K2qTapV+57sueeee+WVV0w2/U1o10bqkA08bzRXkUayd3GVVY7TJHirEZo2OVtGrIzrt167Xhug8IhEWrESq9LUHEoq7DDhsKPrN1iSMImO0wQhcbXmFZJvu/N5LS9Sk3LWM7g4ksAuCLKnj1E8jgmSiBJ1SjfJvJ48V8eQZ3tgawdenFyvFlzunFw+hAFiQmX8l4RfAR9NYvUIpNgDnEvqA3SSww5cJrsCw81HaETekwSgE/Xqk3JiNB6kqP/VnjTXO3XXCalhWy/VaZIsopiBwfMMcledzxjEx9DrF2AriCpXO5DYju+U/olvBP1A+kVB1MZ0MFgaU3tAP/CaA8k6j2jUKEQ+2sMdIXxJnMefBe26gpTlkRw1xYI8i8OtXQEEzBeEvy06D9VlVWUa/asoIRaWQ0yTNNh8CrwaUZT0+nui46jNCL1djih0RvLdHh7WCC2tvxgkI/BXyvwst+BxLAOvYGVOUQensYNYMS2bpmFoNUaf/aOjRscvSibKIDmXdErw7eA0Y0zFfD63ah8Bq8i7WrXv1e7cuQPwzTXShFYhDTkcDreeczp6VCWXoiBFH2JOWvOHG8dzDW5k/7S4L5dty0M2YcUqQmmE8ltc9pp8N1lxQ+MBiwSalgcj6mddEYn/Qs5ts9lc1PXRFJviXCiGU57+NknwZXCAjg4nWo2u2Y1CtyuUCcKm63qvq35w4XXjkbJ6FxOElCTKjf6VgongkVW67rZSe88E9iXXxJMVYyLFlLK6M53rlYuJZD2sQ9TYSbaQYsIQveldFB6ZGcBE4cPoLMIc42TYelUXXoE9rC9RMQQhx5rBqUdeBA9OdF7MEKSBDx5T23mV+1bCFRiJESTMrhiIIFEZ5ptXUTJd8oCiwZx+BGEpJfw+dJ6lO3mgsP4aWB4ai9vh/QXPylQzyTnyVoTpIXeJgwcLRi/JqZItcrFkYaMXKNCRSuJWNbLFgYFm6C3T/vDHh32YcncCtytYfJ7V5hoz/Snjb0gU95vvgskvYZKoEj5OlNK8OuK8QhTGna85e0xdaDx7JzWMuQqQTefMZCrxKCyM/jjUkMqPjlXkXa3a92F37tx59dVXyfMpRjEpNsFlWNdg8iJYJ6KoCGBcbxR76ba1SeAg2TuFUApuOtH4Jkli2IpanQ3jWkVQm7x6HzUPeDrsrbd5/Bnbr6sjVzveosklB0X7daHS/5IsbFx3TkzDByHG4roIFQ1vR+abS37KZeI8sZXoNPNygzgdgZKNpAQeSPZx8tOWC8RNeDv1uEIPtRM30M3gAbwOn5dfdiIl0pmmT6FX4wxsckEFp5wJuAzi57B/OC07EaMHcajUY+Tc4HV492L+85UJOUaPolkiZMFfscUPWKMvBeeVVpxhH5rrtoMnqGGCDk5povPg6ckHkmk7evAxsBe+HI/HxbMEqd8E7S+nQZD9mcZJejp46uiq6zLwYkbmVYEAxIMLfvikOu6NbK20XvwL3xQwlL2K4FSdfsVLzfnTShgAe56Dbjl81986k605TuwkLEAnWvwgwNpyN6B/8SSOnHplJj4J30G6/Ty3uBp/WKJI/jjZ4AJpVzfC95PjgK+FNIVai0p/ma3aR8Yq8q5W7fszZDtpPcWBos/khTO4MhFeR5Fw4Kcc66UuNsFJKeIwrkBRto/5V0X/IRendhKRyf8q+EuSZk5XiySkEQANV1awWcxhxwy+xGdBuFUSRSGXjijwaoSlBnKynARN7s8UHLYSurqGERLhTwMvEVI8FMBQFLKfeIIrOiEy1k48VCcJOgg6OUbD4ZBPEcTzaZwF7yQar5g2loOkJM6J5dCTQ0aUE31Hu/GdCizzKn6NTr0Ph8PJZKJIlLfTtV+hoXZgcRaboac3LpBNrhJer9fFMcWH/nsUhLUlOumk2DvfAubeUakD20l1wbWzjnM7CdOpj2xmiGJEbuu7QksAAQAASURBVD4zg3iXLwLdQn1kzgreS10RpajZ1IGUw0wu4E6y54CLg+OntoTOJGlUZgQ3cXr1JwKzJTi8Zo5FyzfTcCliX+1YdmPxofVgzU6yMPXnDOdYcU3+lY9mPUit3+h7pI008Xv1de6k+Kg56Ndtq9BzP3iwJgalr0UZSep51PiyyauMYQ5jwlC/VzxUtY+IVeRdrdr3bc8999w3v/lNk7oMJoxd43ICk7RxjWSYbpoGgYNIc8aF33JqR9cPc012EvIySPq/Ls/VoJftw0Tw1lpixuTXnwCOKzr4YyKD1WoVY5xOp5o0TcFT6zmVTYCdfg5SxpmdEyT3syIwtErXVKpHmHaXulucC1YpeoYvRXWEaE0uz+CzW6/mvAkc4fdJyCpGlyqtTlZMfSpcn3VekkBzhRS8HQcRVkAH9DProXLJZ3eZJG6Pvm2yWq3AzqZc+8vuVdDDRhKI4HYcUG0kr4B2DrwIIqY652d/cItJa0KC8hQg7CgZ3E3cFVWTEw4GCVxu3CzPStlJYhAFQDwmSGIcvtcmKWVUN9I0zWQygSyExmKWJrIovsvBCVGTtHfBFTKNy1r4NnF02CFo7WazwWzXeav7D/00drp9xMPYq6ph46RqPAs1eylJqMlwOIRkIgn05+Po3E7uEBYN5g9gMT2KmdMH9P3ZpV/ySM4rvrzaG5zkfGd1HFWk1LiwEDlDQ+7vBeFB9O1mdzGqpOjPah8Rq8i7WrUfxL761a++9tprXKpVBkoAoT/6XN7wY82UwEFYSYJLE/TJFTQICk+CknFkJ5F5ut4UW5n4E1d6gG9dq5LTzARqCjWia06CB2YV2hXewqSOTJLk1nxkRSfKFbHrkjBYfMwkPBlbSAjFpRRgJYRARawuoo1k4yYfqYMbeipMfm8CnpSkjK7iNYHvJNV0ZNk5SSKxTLAmjyFDVhDePKyT4h3a8wR5dEgA0HEdJE9gThudTryOTr/oeSqS+wP09BrZY2HLg0gskAcmiTv65+Aq/ZBkmwhXBsUYQug8w7o+u07C5HHJjcshzL1T7kdRr0+BNfUzSlLi4vCTi1hMnVFsyXg8hldDBUjKfbzgDDfeIzyXmSEZCznU1pMzkkwtuo5PyiHApgf0DBxBTP4C7eksSg6y9focAnO0mq5zEdkGvhTweHX+WJ7yvBhlvZHJL+e1P6Q6GYoJE6QYll6K91V2OQki5/Tm4/AwbnDRZ9Nth9YzmfCXnBNS/f+UEmkLZUwYhV/zdn80rSLvatV+QHv++efv3bunP/FJIKzlSw4Z0JTLM5q8Xl1xhSSRiAU6NMHK2+1WV25yjcVmsXl0EQKhwLiPx2MC0wIPcWEOzoMCnbB242azab3GciPhSlGEHOqTNF47kH8lYNpKrR+FX/w3CBvKBycEh/KVAIK0PYy5z/hojWRstLwuYMgV6uw0Nh7ID1k7omeMIWffiFzEhEVW7BVyYo+9UXhf0ZW+Oh8UeRA2UWFCQEyuNHgyYz0SGgMs/9Shcvj0Rub0KuGXij306ZSzLDYHyH8XtKuaTlQ+l3YUJu3V1dVkMsFAqMSWF1HkTZVtkp0iXrmRMEGSzZwYIDJx5c1mc3p6CjYXfXtwcIBeBRxnfkAzWywW6F7G0tF3pSnF3nrCPry8jQjMVLdmAh85hxuPfOCXkDzxfQzulrQSXqJvN9NuJqGBUw58iRr1dPWiTfjg0WjETZjiZ0fnzLUvuOWgvHhB+GUQnK1DXxypU0sbDG5bdSZqjcTw6I+YXpACpyB+QhDPhClQOIjmPgxfTOxCWLWPpFXkXa3aD2737t27e/cu4YXiIS5RXAm43lu+e2tCaoac8kmuD24l/UWxYESv4Uzhdcq3tomZFGC1XgY5hADw3fgmuAny08WSq2/jmek6L7YCnk+ZITJJCnAtX+f4OElAXhA2Kwgtx14NjtTNSzcz24M+NR8WJ6r+1XIQE3L/x/JdaR1BPqCqjbkz0EpYJBdsBSuKxbUHdPFWaMJWFV3RiJI4uFPEeYWDtTEUJQfnpzsvsqizMeWRA2xz69kbkmtLWs/WxwOiZ21br9eN67wxN5iMTwFc/1VKwuIX+CnKXgqJaoqvireMI6V9S2qTzsZWqoTiRSgUO23bTiYTpOJer9cnJydnZ2cxxtFoNJlMLi8vZ7PZdDoNEmO3Wq3YsZPJZLVaAYKzYy1HmcUM0WHliKh8iM5tcseeF+c7tV6vkbeexyRRLlnuMiXRrgS3mG8B6VncBFCfmQ1rmgYib/2TImad5wXC1iHjHRX+ph74Lo7RS2k/67l01JUTUa4aDwgxmCp/9F2IIp23ntPOViHwN4qghbfDm1Lzdn+UrSLvatV+KHv55Zfv3btXrCUmv7MpD/9SGKdAimtqsXjoWlusjoopQZ8g/EupU94F10RGMwaHdZ5njTv4XOq4QvCJeEeTRQhLVCsVDdlIk3VLyTlFwLxdK1mEwUpqWvQkMmUer3gx5Qpg7XxegWVflBhuPF6N2Cs5NcVW0ScJwvhy4JRCQ4cwBssECvR7RueJDpn2GKUdTH5nArl4RxWa09fSedXkOxJMyoHrM4dGf3qjPZo3Rvls7ZatFBuKbk3TYLed+A+3LrC1opOQOzxJfBLGNBeQC43HdCUq4uNoY9hvbduCmuUkwbYJOmo4HLL2ymQyadv2/PwcOPvs7Azk92AwePLJJ2/cuBFjXC6XLKg0mUxwevHa6mNivgXPmsKpUsDcQgmm0yaJq89HwFCuVist+8JxbFySzt7Qq+lwF7crZnLIWXzMosVigT20a4/niBQer840dU76wLr4Qev/gBS9lySCXO/FHzSdVyaa7CAOCV8KfT21ElNxEQXlUQov6DxMniPcqn2ErSLvatV+WLt3794rr7yiwLqRIKpiHY0iK+SyoQtesQxbToPp6kUMEZyYZP47gDZQwjHfZ0f+DUVRq9UKywmhs7bKpMQGlhOlP5lj2IS0CxKYSAioj8DLEisr4cdHo6yF8FHRrXmKgEYqL5J71lVTiVJzRayZKVo1SSFi163E+BMwjaqBg0egErsT9Ci8VsCdctUsi3roX6kDxjeAaNZj63WCcTLwQdiAmGsSuq4DHctrFiOuRscm+VZDzElodhTGJTnDzcaQXyf4sB7AQm+0HvKr704j1X82mw1ys2Aqhpx27ftmSaC5mUE2Y0496tSCkhuRoNPpFIqC3d3do6Oj5XIZPczx+Ph4u91+61vfOj8/b9t2Z2dnPB5fXl7CO5pMJk3TrNfrVoIi1NXE00EPjQYwPq8v/Aiy/0CsHGT3Kbk/Q/AN/n61Ws1msyToXLd0+GugQ6n/KoRVdI6fF/4JQ0meu83zu3NoOAqWl8XRRyheFstBf/8NKkyfNOacvV5ff6L1V5RXiL5HlJzU0N7m+6UqPr24yW8IRraRnSi2rebtrlaRd7VqPwK7c+fOyy+/rN/wRxkfmKm3WHi4KgMEhDwZVhDSWtGn3oVppINHPdJirh7hKkjwTThinh64gGJt22LDnTiGQMd8RQHVp8x3EIV0AYYKkMcmRaHSuUqBTjNZhvVxAFzW6zXRMOlbhW7KwnZSW85EYgukyBIndt2SbwLiLadUMQTUFhcH6JLPD8T6BM2N6FsIpi3X8CiaZNu0hcGFuUw9zu4NQvZDQdG27Xg8pq9SYJqU+3XBk0mzeQSCwbPXBdfYdF59E/TearVqpfBKgY14O37Jx9enA7SlLmu1WkH4kdyt1RnOZ+G0TO42wDqpLhlCGI/HmEVQa+BxZrPZ0dHRaDQ6PT3tum42m81ms/l8HmNcrVZ/8id/cn5+/tZbb+3s7OBcVGJnlXJzDJ1EmkyfHJHWwfPzcJ9EXwSdEhxfkx2k6MGRukNC/yFI4SE2iR3VfxPZ+X1yWv1Muk94uWKMDBvo8hJRxTvbH/Qgrlf/MXVW6zW1qcV/eWQxl6wnQOKXKdeEqKnzk0SbpE8XvDJa9E2V8XgcnfxWrX/oRZZX+8jaNduL1apV+wHs7t27RDlRAu0L3NZKHRD8Uiv6JMWrWI1ggssAPpOAISNrkuIDazAXct6UsMk8K4iZYbVG+ovGBRjqJ5DA46JrefpwKsh1J1oXwpBLn4tv+FyNJwYmylQ4xQviy8lkAg2AdiDyjkfZ5IUYI+QaVqyLqtLuI0KOHXEVoY+2NuUsL+dAyo3jEoWTbvI6dnBd9DrsbeZ4Li6I5iFNDY1ojOxpEJEAB5ckPU4hSjPxgtgwTl3OJT2xkezFo9GIaXMoZKJr1Em+HT6LfhlyotQcDib39FJKlItoShl9ufgNrsCB1otzUhH4DofD0Wg0HA7H4zF0I+++++4777xzcnLCP41Go4997GMf+9jH1uv1gwcP3nvvva7rDg4OQDPzLYsuLdDJSQ+KXa135x6OVmhin+uLX4hJNpsNZeUmcJPdy58anSraS43ocIJL+RuxYnYF2epJomfjjXSecEYV71fBMug7oj90fUzMU/QXktNAf7uSIGztFl6KLwsbrLfgKegNvOYc0Oi7durhtJ5Vna8Mp3eF3dVglfOuVu1HZnfv3n355ZdTTp+kfC8S3KquK41H0xMWxJ4iBZcKovAOwn7pMVzs9UhFwHQMWFg7uc41+g7+eDzGsgGykMCatFkQUqrJZaZBeGs+XcH9EBk3IqRhbyiFT5xa8H84oMtz2+laSHhhLsXmjXgR0tXsWDyv5XQano7wPeRUHMe3kWpExCIETMVMSD3XhX8lfuJkMHeoGuGnk8Nx9nMjNeGbXOETfDejuA4zhOgd2Zn8rOAmSsaMRvQPakyfEiRggD6Atirm4Q2K1ZJTxZxjEDFjZDEcVGhEId3Z4dE3kYAO+Zi8YxDvF8h1OBzu7++Px2NIsOgJ7+zsHB4ecnaNx+Ojo6O3334buU1u3LhxcHBwdnbGntcpndw7YlYfQjFqiviSqgcYJTEiL6V+VHJnmz5k9AThqP4T81BCztu2J4hSnZVJdG8xi9AbeL84/ZLLsYJT9TGnzE2cnJRzCiHfQLMcFoce5i7+FHuikaLb9feQncY+Cb57xhP15VXYHUJg3nd9KXjxfpSI/hJ2NaSymlhF3tWq/Sjt7t27L730En/W+evPlbWTpMJEja0oQbGGFSSNrlWKs3WNMV8CTaAYWkKQHXMFMBfLNtcHc0VpmgYZHpLwsiZlRNgMLMms0QPWnEhLZRJB0mUU8JTgSYGvSRHmYkWMLhpJzhRS+mJmEN2yK/Tx+YwgksFmkRdnZ3Kh5YByn0H/yuMLVBF7shPLCxUFkSMTivEstpkXpxZcYXRwLXXKqUfiPDavkfAvejLQYygkCuIgFdiI+FX7JORYv/Fdi8alJqQhqe1hAW32j/63QGnavUDeCGGkLIRwtkBvxSziAfpOmQOvEMJwOJxOp7PZbDKZbLfbxWIRQhiNRjdv3gwhKBbf2dnBn9Ce6XSqQgvego8WJTEl28bxCi4Bii6I0hnILuW87fI8pLxX63U0yaxzUysJ3IwetnHtbwK/TD11nN5U3Wy+U3xHmjzYI/TAd3+wgoBsvWN4PPjWn0E2TGcmf2FiL3yTh6l6pLDgHnUUVVgQ2B1k18tEYkTqhK/SfD5/3F2qfQStqk2qVfsR24svvqi//vqnRvLxRdlRbXwzlys0sZ0uQsVKE0XPYD2+kMkWSIkR2KV8PxfZqbFDSo6ZC1Ijm/hJqHRzLhnnDrwqMgwPAvksoRh7g49Mgk11Dl0eDca/NrLhTsCHKicEdmDrASihUMf34Ec154PiMKAoMqltTzSidGmQ3QkFWGwhB0ivwC87SQJIZGBCAFNwrzw9d/nxaEyMnRyyK6omnlPTxhMCRtfnkKvmVAkuOWhdf8wvedOY63OCqBegICctDeMoEwBx0rKFvKyCucYTAppTvCklSCzQG1rhUt+dRmQSyfVFBdSLro2eTCbj8fjq6mo+n5+fnz969Oj+/ftmdnh42DTN+fn5xcUF5vxkMjk8PEQyzeVyuVgsoHGCXATdqA2g72GC+Uy8FMI1jIUKFXSgqdgpHgH9nMT16vLanPonTlrVSLCTWZo+uI+nvhbHkSPCGdW4rKJwHhTpFu9109sf0FdbPU+1JK5Lf4YncVajp5IkC1AcTzDd9DZb+NMUZKex6MDG5UwF4g++rYFZcX5+btWqiVXOu1q1H73duXPn1VdftTymvsk3VQugxh9ryAS5gPEHPYr42yREzHICxnKdgAkRzsMImJTLDM55r9dr8NZB8DGXGcpqO09gp0uOeQkSLM/Me8CeYdtaT05isv0d8hoZXCzRMKVmTRCwOVoNITBPHEt2c3UkT8+LRM+RkrzaH7NSBFFQmPsnih6CJCchfFEkGhzxEIgoKuJ1+tVSuOmhHct20ncKgt54WYJLNtvEzUjioXE4dByTZxdJQsfyRF6WQD/lPDr/1V2d6XS62WwWi4U6dfp0OocLllQfIeTeCPD3arUCxGdOQF4tiMQiijaXb0oQFQfdLbDay+USh00mk+Pj4xjjo0eP5vP5zs4ORx9Z8E3qKPHNovCjmHucVLplxOMJnZFCBPG+OnZBJEMcKZLiKljSuRdlWyDk2whBdpnMd0VC7uKyMxmfyu/pBwLEp5RQudNky6X4DbTHCEKK4eajBdnK0Bdfp00xTzgbkyQ4opOgt+tE+s/7Fo6rXlPfU32E1KvRyxZ2XbdYLKxatdwq8q5W7cdiL7zwArKdJEl7p4uo5cJforetF75ODsSJ54icCBy5ikfJnEANiQl+pQJYb8pd0a3X5Q5SEpJ4tJXs2sH3l7lsKxuK1GxIrIEEC2QceXHFXgqV9N8C9uEslstRGIHLajTY1dUVUAtuh2aMx+Mg1njtD7Kh5mGU3BxAw4gXlXZV5JpE2anRZoRiTa6m6GPKlHPquBddCPNg0CjCfYULBXgidEjipxX31c/kmHVjwQStmoCVIJS50rrJN+XV1TFR0K7Xa/VqdP7zKTopo9OI4ojNMMn4BpDHeYXO14mqngDOYvbG1rXymIpg5ZELH1GVuMV4PIZgmk+NiF5U/F4sFq2XdMW2D2Tio9EIngBnu7lnyMfBEPO97iRfO9L2mTt78GPxDV0mnQaEfTroOODq6gqPoJqTlBPMJjs2W6ljWrhGBXwPEpyg0wMkOjqNvzytSOn09OLc4uL996Ww4iLFXwtvvzieH3Q3T394k8egs7v0vvzxoW9guUPLYyrsrnatVeRdrdqPy6j5Vo2yXYeGuURh/5p8bYFBLdeccJEIAoK5HCp5oyAG57I9hJhdnoMCzDcb0DQNYqqwf2ruKrABIQTm+sXdIfaYTqespRIkazXZdDaSqf2URGR3JWeIAeYUIAbhydAeXIQoB7FN/cwkuAL3+lNKLF9HiIbG0AtiEcTkRCA7XHE5O4GaAXYjnyuIp6QLPGeL4tooAgyu641viHP0NQO63sgkE7xOmCR7IF0eIWAOvqk3oNqhz4kmSczCaZOcpu26Dkm427Y9OztTspbWR3vFdCUgA8DVToaXAswHB4l/MiGVzQMe8AidW/I8myEEFICcz+fj8XhnZ+fy8vLi4mI0GqFiJbKXcLLBQT08PJzNZnyVNJiYkZ3szOClWDj3opS7180Hsvj6/vLF4RuhPaazGpNzsVgwsTd5dz2Sww2ITxDJYSUyLtzOTrKF0s0eDofL5VKHkndJwlvzd4P/VSfTeniap5ggdeuBb+0H/cUrNjqi5yAqfmEs37dRNM93DQKSyWRizlbw94eNjB6rXUUm1R5nFXlXq/ZjtBdffPGll14q6KggtRiiZ60mygHlxhzbyTN2E07pb/1AKsZbTiBFrx2DJZOb0bocEp3DCGrxPdZ+4uZO4u10mcFnqiC4IY5HAP+tUuzoGVTM4SA7hAkBCzxh+VZvH8WSRI8iUqdnst1uoR9gunGgBIJUDEGQZGrqluh/G0n5xyZxfPHs3GfHI6s+hIgwCM1m4gglqQnChBXXQiueToIZJzKRSPD4sIFX3VOkwqsRK+hWu6J5PR435Rzoi6eZ4aGYM8mJ6k6ihxXiFM3TWc3vcV+NfaQEovV4AzhIyqCblE0FFIaUeSvlwTGsoGyPj48xFZHJ+/z8HKru5GoKhFemlC4uLnZ2dhAhgEdjLiA+oDpOluMztDnGuFqtcLwSrkDDravqOTd0LOhCBDHtQ0Q7IPNm6GFuenfUmutg8YK8rzbeBI/iy+VyyfcFnozO+QL7KsRnFwXxMQokzatZbiEH39bj9QnxTZwW/uBoCzkNzN2n4hlxr81ms1wu+Qum92LnVJFJtT/faoRltWo/XnvxxRcJaAr4pUi69aJ3QAC6QYwYsgKm6DqkKyhBJL9MIg4mJuBCEj3sEnIOc1UxFQVAw0ES/SKoMTh0VlrOZJ+XqyxzXWMvfuBGuEmS1XzN6yQqlGs2K1mw5SZLL8LauLpzUSfGRTQewAouBWEAgDJjy4JvPuh2Mz/TMaAjQTKMXBfjSotGsrcLKEZXp8sTzJmAEsvlH1GCZXWI+wismCoKo01wJx+TYEWBiOUi8k4SsIQczVNpoBOMHY7kIcUzKrxWBFMAKX2c9Xq9WCyQz3uz2SCYGK3abDbr9ZozgZOB71Tr+dfpIOmbgkze+/v7jddMCSEglft2uz0/Pz8/P8eRKKkzGAxms1nnlYO4f4KnaCVUV5+Izp46afAczB286XSK5DwFZcuxK6AhtyZ4GG4NnQ/mqk4PnX7Jdyeod4fxpeAPCx1X9VWapkEXdR5yzfeC85wTqfj5CgLl9ddMf+v4U2nXGSeSTirtcBMUjpFigLJSD43n8zF3S/RlYXfxh6uYw9HNfDOkWrXHWUXe1ar92O3evXvFMmD+Uw6ICXq48R1wLsMAWKSjeMEoOhCTJadYXxsvURm8mp05RizWFS7AURTbrQSQER80koeEyIxIguurwg5CDazi0+l0Op0SfOMAXdcVCXHBaz2dn+XlstmfBK/hMfX/4ANQ4dN6Jpng6fOo+Sbm4HaB3kUTxSio5X/xaMXSHoQPYz2O4rLFgCp87yRGVhGJOUoo9jQoLVA0VmCFAoUnEayz2YrkdAIQnxVQDJKkJElFOFUwpWezGRTVJg6JPhSbp8iMf2XnYB9jvV7TKcVU5+g0LjuhS4YxbT09H70pZDncbDanp6cXFxcppYODAyikp9Pp7du3j46OFMSb2cXFxdtvvx1C2N3d3dnZ4SvGuYT7ptx5SJKMj3p0yuXpbKuTjBeHLW88/Qicw9Yz+gUPEm0luqPzNPxwTpJIwJPs2LCfW8mmEoVj1lFm/7eeCIihF0yRhIaF3NgPxZWLt1iPD+K04MuUm/58cS71ZzivmcSJLX5kgvDfBRY3d7k7D6NkR137aLU4fLW/0CryrlbtJ2EvvfQSPjRurdQ+5O9+cNkGATRWU6y1imWJhi3X5pqvNEzzpwCRWJAKAUVpxcJMJErmmyxvcHwZfDOaSItkcJDwSoK5sRvxBBOosZ625ZlbYIQyrahmFdea5JtrPHV0cFqdcG21WsHPCc6FD7xMBtAJtRlsYRCKixCK1K92oLaHtF9hnSQeUcTAp0D/K8toOYzAwUQkBWpn8kT6TnqioqiU58NRlY5dh04IZxmGqDCXQ8+5CiNSxA4D1UeKh6wHvgkB9a/aXfCjlsslBSdRkruDC6denyVaYcDilnsm8MQePXp0eXnJ4T46Ojo+Ph4MBniPDg8PDw4OmqZ5+PDher2ezWa3b99uPZ18K3IdhbaEoeZpbQpfGi431BoF/uMV6Lg2ki69wKBtHlStThQ3fGK+2aI/IH1aWn9bdLo2kn+QvzzJhVJ8AemKRAlmaHJKvhhWEwmKvhchL3ff5Kobuw58823Sv+qrp28lXvzilUkedqzvu8kenV4Nz1JFJtW+F6vIu1q1n5Ddu3ePqw5ZE/6V6yW13di6JYQaSJ5prmGWJ4ggOUquEQbwAfTAnM1cSFLOfQbZgObqhfYkyZzFJUqXUq7EXPwGkucbHkUjaSvI0kWXvRLZk2QimZ2Ep+QSaMIEEyaGPNsJ11E8O7AXu9c8mxi+J5wl0KQKhU+q+wbE6IQdHAKFXBxlXr/odna+ydKuXapt4ASgQ8K2NU0zmUwAc+26LQ42SZEK4Ds1GDrN+hY9dWAn0n+2kAOhGNGEFzQzCpb0cYKg8AI5mWBBNhiTCoG8MUZga/716upqtVp1XQfhUPRKlhTB62Ubzz0P8ISJutlsLi8vF4sFmHWAsxjjO++88/bbb19cXKB0ZfL4WkWroecMN64JYe4URd5N02D6wXUx8UAaz5KJV5jDRK+PPyYFOtSuQEexezmU+o4UWJ+yimJ0ghPeCvEb98b5yzOZTBByoC9mcuWJzpNrp1nRmXxxdAY+7vV53JcFbuZfix9P9kCSmjjFby8bafKSVthd7Xu0GmFZrdpPzu7cufPaa68REiXJOBs9xQFWr84TjfG3nviJa2HMIxG5OLUelcU1VTnRAsFYvj8bvZhLIxlXou9chx5jijR8neTTIJJuXDMN1A5IB8ozeCIUk2Am87x+bCH/5ePw1lw7+dTJY0PZ262nyes83DP5dj/yQLN4EKBY13VAJ41U4API6PIoScVMJmJWwhH8FdiFgZIm6LMPJviMXPJNQAApQz47GVZ+g4FoXY7fevJ1BT0mDKIJdCAS4sUt321XvM6xhrTXcjQ/GAyK+0bRqWPcmfiZTVJ4x9EMeX53HmPOEyOlBkBe9BIzyKOC3ri6utrd3Z3NZhSlECehA3FlJKzEU5+cnCAgYTgczudznLi7u4uOvbi4OD09PT093dnZuXnzZkoJSQY5E+i16mvbSVZKHQ4e1kqZJHZmI0oePA4DWGGEvJw/nBJdnjOeYzSZTNRB5WTQd59/Zf9oa5PL5DrPz5hS4p4G7sVE/nh39El18nPm22NAc/GO92dCMSuKKWS558bn1T7k42y9mCsNM2S73bJsaueZ2otHCCFcXl4+rv3VqhVWkXe1aj9Re/7551977bVi2cOf8F8N1SpWUMv53SCUIS9CwjhKmRilq00y8VlvNxaXQkpswi9ia+hZuY/MtUqvYLLakTnGf4FrqQeFd9FKNkAT8B3yavaKRdiZCjWaPKQyukCWF6fUFScyD1rjUZv4sFqtGFWG70FSFmt8eoxZnuSbWBxGDKTHm8MC3F1JYpMMLYTvuDLhfiOiAh0CHtYflyAqfJ02KS8brtNSr9PkegAFNK1U0o6yF0/ciS+pdCdI4r/8ULw4fZiF8WLimlaSFTI7JIAswjrZnmLyQGbAdOOnp6fr9fr4+Bj0897eHuZ513WLxWI+n19eXo7H44ODg9FohGjO3d1dTlQ+BWcmbqpuVQHa9Hk7yZ+jcwBDifeF21ZRNpE6D4EtJljyrDK8KcC35Ttj+CtupHsC1gO+QcItODEaj1dO7l2bi1KKW+gL0kf27JPilAIx6wFB3LaiS1MvPIAOUhASoZFUmDyGf6Iun69h6rkKFxcXVq3a92wVeVer9pO2559//uWXXy6wDlcCIi3u1XYi6TZZVwijuT61HoaY8mKEuoBx3dKcdEk0mp2X+dAISEIiTZkcPDXyYDAo2Djz5e3q6gpQO3pSOVCSwO4mJVT4dK2nFoGcIAnDrausPlfM8wwqiQ7ql7V1dMNhtVrhMaOoI5CIjVLpziuhJNF1KIbTlusuhA4KYbEylAq/zLlY1iFSoKPQlg+r4EmnUONJOYo5EGXTQ2eaAnp2qdLDJvgmiJ6egpZ+U9kGbjtwFjFXPYe+4Il1YsdcVFCAb3y4urrCLv90OgWuhchk4CkyQwir1SrkiZzZmAIjtm0Lnhu7T6iS03XdfD6/uLhYLBYnJycxxuPj44ODg8lkslgsdnd3g+PszhP8cXyDZzQfSD5sdZxS7ma0EnTBWd16nsToycsxaaOE3jZNA+ENsDjexyj7Y+DmcUHuLOkL3rjhx4ePoP4bG28iaAm+z4b3JUgeJL5Z+lvH4buWAuB/Uw9V6+nFf/tomAPBpy78yUbS1+gvjDlbEZxlIOnQeBoiPbiy3dW+X6vIu1q1n4LdvXv39ddfNxF4tJIswiTnYLF+FHBNARyXt5SLMXgFLtImC0+S4ucEQDhXNRIkVpNHhZK35lqrDxhdecKziDYotyV6KLCIecUTACMYnQo2XruLeJHPyxN5DDEND4bvgfKW3CUAamE9QjQjCNtX4D9d9QkXOLL4PPA0z3ouD1C40HhtHR1QcxUHO58Ha/cSjnSe3E0xurnSndeEi2WOM3h3DgrnUoHSdB+myWU/Ot94cN/fULjf5bHCvJFS5pZDMbZfx71tWySujl4HCidCScJXyQSxmReIgX8YQsDBMcb5fA4EP5vN1uv1fD7nS7S/vz8ajaDwJofNYu98/OCaH33L0LdEgYoXtff61Hhy94mDyLhPzNvO63TquZ3kmkxeGQCOJbtCZ5ey4Ira9cfEctzMNhOOww/n1fj4SbbmouzY6BthAqM5Q3SC9d+Laz/oa8U2F53Mzon59hF//VrJoYSSpfyV45Hz+dyqVfs+rSLvatV+Ovbcc8+9/vrrKVf9mkCNTso9KgxS4GVmzEhIakoXIZ4LxKbkKDndrZSOJwImNuKNuHACnUCwq1v8PLiT1H7mwA5ANroGAEjFJGAruhgjiewk5DoHwguT5B5BhKpJ4h0bF852knHPhCAnScnEyVESLVNaw6dovQxHcjWL9dIPcwRJSaIlAy9dzpsqvNAOLAAu50DrNRr54ARYRBImvhYq7aFKiwnmUBzMlivmRhuYWzq6XkjRavK8dSYKE9yiz/F3EmaHLoXgAcJZjU1MOeyGpdzx0y/ZA4iGNDOmYuQbEUVfHoTp5DwfSO5IPuByuby4uNhutycnJ9QuT6dTMNyQJHVeed48bSKHFaegZyBqRzv7blUSB4aPT28huY/BBvOJCOujl3niNOg8n6C+IyaJNcHoYzoFic3Q3w3rydKiiDH0l0RnchA1GuJoUUFWx5eTnC9p7MlOkhDebID1AHTKeXH9CQ2iUw+5x8VfFSTBVFeTt0DbqOrhS8r+DFXbXe0HtYq8q1X7qdlzzz332muvBclgwHWOTI+ZYX0lklCEjXUuelU2XRW4kETZKVZMQ34LBBViJS3nj00gArhqnBucCW58K5wwGrcj0OHjwMzR82azYVoGrpFtnn8N5wIrKAxlm9k2BTEpp123UmFR11S0GVikaRroW5TC7zygjV3BxyeBx/30AuJoR3EoeRZhRxLDMfpBYYpCcIUdSWC3wrjgQqC2bZFVxhwVcV4F947I/Onk5C1A/sWcnicOLrwm7mNwZEHN8nZwFMfjsZldXl7C62MwKKMeOawmnGWTy9YLOAU1BWAfvA4FTOiK9Xo9kOqD0fcHWk/xic84Bc4h5iS04BzH8/NzUOzUI7FJ2nKMiMbd6ssYPKWM7syY71oAfOtWhgLHJEKmRgpJ0t/jtEQPc0whvEHdzeDS/MalLCHXXTSiJ1HErw6VTj9tapCqWyQRkmzHqTdVdIvl4FvfKX7uH1ZMGwXKSTxD/VHi/gB/yqKX/g3C4hevIdpc2e5qP7BV5F2t2k/Tnn/++W984xtEUUROCq30+/6fuAoqI2gCrAum0Hx90iVfaTDLt/hNQHAQdQcSnEEIq1hZ4R3XuQJe92EivtHEFzwlSt1H9ABZQ+1JbTMgNTUeMa8giOM7KTPOaMsQAnqgyXPCEJsSgCqfWvSwcs9kE0NO8nGAoDUnbFK4kyRBTeyR4iY4g0oGOCSKb8DqLRYL5Rc5bWDk+LlXoPiG+AzTQz23VmqdUlWCi08mE1w2uow7SQCfed5xJOyDRgL0PB+fD8uOJZmtT0HnJ7kMg6oP0sadJ7dBhw+86EzjEYHBBR58KVBJh8h1PB7HGFEPEo3HFGK1Qs6QgswOeW5yTkKOrLLd+o4oEUvj29T4npV5/SBenMibs51uJDa+8NpiT4khzhzogufG94zjVA+zlTo+jYi/8dfkWb0b3wTTtC28Pp+L3l0xz/lvMTHSY8C39dzX4nZ4dgxcyrdi2L3UDtE1ZQ/jXatsd7Ufxmo+72rVfsr29a9/3YRpVqQYRNBszhq2eY1oguNi3S2weJIizOSeiVBBOqLKTLGCRs8HXDQSC/lqtYLYlJclCx4kfZvJKqjkN5c9lr5rXJjReDUcpRuji1X0oYorE8oz7TGfSDGQSQKQrutQEDG6jlbl1PzA4VAusFjm1VXA9/zM3iCY3nr9wv64t25EA7wgm9FKVnjdLjDJ3tB4HRZtJOdelAI6Chy10yiSJpTk6UqXUoDEZ0yeYdocppsZXDVcChgIE8ykEAxnuzY4CHNZjD4hIwd9tVqhyA4dJ46pAlm2ih5CkMhdgGzAa7K2mFrArHg6nScx3/pQIlmHDO1hhnty25wGYIu1H/hB/8s3vZOkk53nbNHvOWlRz/L8/BxvtLphxU+K3gudw+wlOpk5/VpPjY98nfwB6STpisJ3ExZZf+V0fhYzQX/Q9NXjYWrX/slkDyR58Dp/OfFQKn9qXNFHB2w0GlXYXe2HtIq8q1X76dvXvvY1hYPRzYTZ5epIXMvvGymoBuNFrAe2dDVVa/KwfZ4SXZdcXNZ8mQf5HV1goFCplRAlwhRNi7vZbFBdDzxT9IzCRHsobAl+VP2NAkKZYwsyjsUxiiORtyQ48Z9cmLtYLJCfTrtO13IlGlNONgfZDaA2mtBZO0TxtJKa2u28HdXhHLhGUs6xnQXA4jU5Z9B7iicU55nzfMS+wKkpJZyIIYuex4bnFtiOPQkDQ5ykOiBcOOQMMSn6k7xSTNdL48Mr61DyTUk5C8uxA64FtE0uukAly62XkaJgqXHmm/8NIYxGo52dHYQRm6v8CSjNq8Pqe1q8I3xNmp4wuhH6tpVqo8Tu7AQ2T+ckjtlsNsvlkm8TB46twihE2TIKLk7jnOGkUqysxtsBelJGz6nI+UzRjl5tNBohlxGnJX8HCpQcc1GczgF9R9TXKsC3Am5+ox9MALeODl8NIOytF9tCN+LzcDi8ffv2jRs3Tk5OrFq1H86q2qRatfeFQfONz8nFtX1waSJ4xcGkEgkyTOKZGH/JKxPtESgQ2CVXdChYDJK3RBtAQIAlCvxl46kqCgiop1sO68knMSitETl4cBFI8N3tTsToRasKiGZOxSVR9Aap0GnOhjZSNZOJI3BxUtFEq8F30nFTBmnpoyVXgSuGYLcozNJuV+qRI0Vwrz1PIYcez2ZHV13zFKQkV2Eu786bciagH7TP1bVrPKUdsKxy7YqrzGP+Gs+MjpZHSb0CQDObzQDK+RQ6T0IuOSigFWdCcQpRNecAHhk+gA4oqylFV/yzKwC1cTDOIkVKoto8mJJ+V5QdEp2obGfBFkNKbuLLKcTUmFrOrpjvk/Du9HnYjJDHaptXd0ruXNG1a67TcujviU5IdmAxNIg61UqiQWKUOfGSeEom+zn94dZ3qujP4sg+HOePnt638ITp4cdcEB/EQTKzyWTy5JNPHh0d/d7v/Z5Vq/ZDW0Xe1aq9Xwyab3zmUpdyQpEWxEwWfv7VPAyRa23IGcRWJMhcmcyrnBDzAeRRWq3rGY9HUxGkyHvhM6BD4yGYJkCZ8tPNZtM0DcsEEjQTkgI46kqs3dJ/NH7ZSYmcJKn3mjxOses6QhAF7rwsIU4radeIS1ROQ7lwJ3k/+hgxuD+TJDNd31fhkUFi0YiVredvoKv5sMTWrddmMvENCLg5piYOD54CIYncfwc8pXcUvZKLzodW8kuG3IVAvB02OtCqq6srVouk9obdey0E11kEI8rkqKETUAce2JpTayAFfZJ7IwUg4+ASs5Lyx2EA5SZZR+ir6HXYjRwvHFww3NHTAqqXUvwCRN9T0h8HDjReduwbJCfI2zyPIbXaeCshO6HQhZC9leSbxNna4fpcXR5xkVIC+Gbu8OBuaieZmkwidPkLlq4D38VA6+drp0cxfHrZ6EL8YgopiZ4kM5J24/7+/s7OToXd1X5UVpF3tWrvI/v617/+67/+68ml26RpC2RpZsATBEOd1z/nQoJlQ2E30bCqQgu0F0Q1Yb1wK8K16CFH5ksXiC7kASwuiDtq8hPSzET2y+VyNBrNZjNl+KjBDXlSDtLe1luMtan4KzjFgn42x8SdJ4ZLkmzEeqUEW8mBoJv7/JKoopH0fIrqgkT+caUn2zrwykTsk5Szp62nRu6kUgmFEMRwSsrC20nOhRO1FyBS+0TRM9Ek+4EIjDGRhH3sbcJuHswmAa1i6DUiE9dhL4XcSymAeB986yn6AXeBHmM8Hs9mM8ylzWYDvTLxouZrV8TGfmZ2juD0cBT1VOvC/WI+BAk7Tilhb4R8sL5WfBNNNgqSRJQGyYodc51VcOUPIxM6DyfVAUUL8RLxQZbLpQ6BQmGd0kFcO+uJZ3T+cO5xMmy3W2RGp/elUJhvljY1fQ/gu/hRKqaxduy1xwTZteOIcNpwVyfJZtQf/uEf9m9RrdoPZlXnXa3a+8u+9rWvmYS+aYxgsVzpGqbQh+wm4BdhWYGJTVgf3oLfYP2GFMRy0N+4XqJx2bR5IBozSJgseDEPH+QHcyYPlPZisWCmiOQcFXTe5uJvYGjl2PiB1yygg0JGRWbElI1rlxW6qWqC/RZdG9NJ9CrvovBLRQu6X180EkOJZ8TTEdYA8BGPUg2Mg0NPMq7zgYPYuLWuUSYRTrIz9Oqc84L4nnJh9gZ4WQidOUvh/vGObLZ6ERw4RKrxmvygw8c3Qqduf9ALWKa90XqSOJTCwUwG485LYdLGvAx7Jwnpk+8aad/imgwMbbz4aNGNfLPQ7SSkSTAHSY9dTOliigYPGkahSl4hpURdMqFtI2HNJrC79SBItGe9Xq9WK8RVJ6d7Wwkj4axuREsTc5FSyF0Iy7cgYoysdVr88jzu50j7uUDYxZvOz0F8sJR7PsWc4QVDLriyfENP3Zuu69566y2rVu1HZ5XzrlbtfWdf//rXX3311eSEluVl2xoJjyNwJJANeS1xQliTtTCJRtME5prIvklzFrw7QQmQHP46GAwASaEb0ZIiwXd4eRFiU94Rtay7rru8vMRSHWUXnjwfQxv5FFHitExiEIsVnRRvsZyzVeaZ1xQlUySggLWgsXXU1IHBKYxvMwHoyck8BTR8KJP8DwR85liEWV+2UnKIVoAYQhBzSSsy5UG7rPJi/ku0xwuS66XgJIgElpC9GIgkGRULPjh6BZMQAmqsmCBvqj46CdzUZ0k5863Daj3ExnkOoNx1HRRNSFuJecv+5K2LfmtcKYEHUacLb0FRXVxBapenuIku66f0gjeNeYhzJ6VzzEMn+ZhUleiVk2P65Nk5dVCoIUEGIZ4LWUhwLRBbrlOikTQgaBhBfJKdGU489BJ+l7A9Mh6P4ZY0wt8Xs1dfkGJOpp5/pXO+eA31e71aEIGWviyc8/weQxl8d2u5XPavX63aD2MVeVer9n60F1544ZVXXkmufFD0bE4Vc3XBQovFmBCNAg/iD5J5JtnEFDaZ81WKyQrgTjBBKprqC9CHTZ4AJIm3QLTUeSRf8iAziGc2mw24SVRaUegQJbqLO/5B6myjDVxu8V/1HBS+68Ema7liHT4XGsO1mcfoRbT3YDxGYZMC0yTUu4m8nugkulRXT1H3QFuben6atiq5QolMsz4gB1cnGAYXZGojJWwIOhsXjYRcxKzzynI0v82rulBsg7mqshw+e8hRdchdFxPPgR+Krsbp0JQzJBSfMRnoQ+rpynpqA9jV6iRQr6L3VRbfhGnWicc+p/Lb3FFkf9JCCBs3Uuk6+hxlOAPRE+yw2WTxOUOgyea+E/xPvqfKxAdx6VNOftOjwMFk3OmTTKdTsPUmjmUj4i7tqOKVLN4mNXURi3eZ86SRtJs6Twq3hFOLOihcnM5htWo/Qqtqk2rV3qd2584d86UCoFlBRueZwhSxNZ4bjuhNCVdFJ1xTdb9YIb7SmSDSuMeNb6jTxX1HoxGoayQ7A/ldKEOii1j4OFz8sHEPHfBisYAegECTnkOQPN9UMui6m4TfAlZQwQMPZm8QQPCabBLv3uWFhCi5Vu6TYMUc7m+lyqYJkuP48kak4nhw40pTDl8Q4YG2nMPEYzia6u0wlR47sE+LNq4zpoCEDtJWqorw1o2k+macZRKhDkc5uf4Bk5MKIkxXGHUOUXJQFH3VB8E6pk2uQUq5M8ZpRsKbRDjfLPWp2LFoZMjLNGJqrdfrzWaDzIlB1EE6W4L4qwr1GNG7leT0mIHoc819aY6DWTRH5VtJfJLGM/rRAWZGTkWWnQSEdF2HfJpUi7GHC+eH+z9JikzpBNYHbCW9N583uvCMU64R1bi+vP3XJOVmuZelH3Sq8CJ8a3QgggQ6a4Av/lRhd7Ufk1XkXa3a+9fu3LmTRFmheCuJmnObF54MstXO5T/0IgVN2LIgZJ4CGtyLQlKibYIAk0Tjk8lkOp3GGFU5SjyHS/F7NoBrMMhpwHdovpXSY0oKAhcVY5iQZGw5axOaY9k218fz1nrNgddx5N1VwotT+Czcgi/WbJOkgUXD+gt/k+dFZtsaiWQNEsGpO+OK/ulxFX8twNN4PEYWGuIbBYJFHxKI4xsmqYxSLr6YOX0fQ5+Cef0oWzLZV0GXqsNm1/GdTS4v1s5RgMU/8cit16/hNghmtYYLmwM1IlckHQ/iyIUQdPT1XUvuIjLPpkl9K/YqJ1LoCY455fTxk2x3KLTlN53kOdHfhyQeCD50ks06OWcP5M33FFb8RDRSTCe5nxDE5+S4B0muj/eOuQ51b4HzvO1Fjup7yvaH3GfWt9hytlvP1RODCMwsR+ScBjh+sVhYtWo/Hqtqk2rV3td29+7de/fuxVxHa776Nk0znU5ZYFLFytxW5sJmkpFAwZnliQX6bSCUYdFB87QhTZ6xDqsssBo3l7kiArERu+uijhuB6gOViHOpPTUzJCyLnmfQ8t354hGSF69md/GmBEmKXUzcEkWQ1FoozgjO3oW8JnYUtYkS7exGflDYwcePwq9bnrtDJwCxDhEGydGib2GEpHwKzhMASkLGIuwySTIN5iRhwFwnuc8B+zgNCiSErQz2D+CvuQCgKC2pqoxiQFOeW6PoJfan7lEUuBN/glMHEVFyXS97Tylw/AlKDE4z83QofF5Y48KG6BonfbkUlZr4kLyyPiNFXJvNJnmCyII4Z880TcMyQLwy3h3ohZKgZGb55KtB3LlYLNR74XNhlGOMhffb5pnyOdU57XG1GONkMtnZ2VmtVswZwvHiI6hujV2hPcbPehf9Xl8KvT69OH3R0Id8TPp+OLhqu6v9WK0i72rV3u927969O3fuBFHxKinLZbvJVaSqa2TVFcvLwuvxnZTbsFzVim+C6xZMgjU7j7BMzi/OZrMYIzQn2+12MplwOW88M7deNuUcMDEZUsIRIUVXHlPJQOisC7NywErONZLcmq2Nnv3DxCdpJQN3dD00oWErmR+sl8iZPdz3Z7Rvi88EB8GdE5Kj2AQIubgFRmejwKCWM3kmyClIekGiqJgLAHgRHaMY48XFxc2bN6fTKZUnyes+MuF3I1nb9QFJf6aUUEXSPE6AMLfwanQeamOKjlWIz34mAtYrsDExD3zURzbxc/BfBjJG2a7hZOZA0BXRu4Bc1+srtjMBl0SoxRAzewm5eQWd9AlxMAU/5i4rRDIU9uhNi5mT3P0YjUbwrKKo0eiD8ftWMotz0hLL6sXbtkVowXQ6ZRLMYobwzSoQfzGyJuGeOkN0vDrPL86+ZZN4PPF6FD09Lx4q213tx28VeVer9gGwV155BeCbUENXFx7GHfyCM7PrtCgmC1snJQb7d+eJuH5ydpPwFPgYUBh71kx/ZmZYy/XuCv11+Y+SsAWU6mKxCJ7Tg9iRVDfQBiXvhGWkfk1SwSjLaB7oiduxExQFBqkupAx94zrX5DLZ5Dv76mPweAKyRvLJWK4ZoIwnCcFpZoPBAJBrICXrdfg4BIp7FD6qY2C5g2FCqSoYNVEHkRrHMePxGDQq24/mtV4/CD5ek4t3iSkbV8nDAdPiSnhSE/xKS+KkmWxxXHtA8Wqwu9gzKaXOSzbqcEcRwARPA8+4QwDZxivdsKsJxElIa4ZKMsEcEbqpnPxErp1EWZgXpGxyXQ2lGppDMKWkovAghDSfq5Ug4yRFABoJHmCo5Ww2C5KDSJNbJ3E5OBDbvFoW42iTb1WllM7Pz9Hsx9HebBjTgafcZeJh1nO9LHcUr50b6gKxnzk0/KGosLvaT8Aq8q5W7YNhr7zyyt27dwtcZbLMDLymN/eRsSKaaL519TLZuMfCCbALakoXKiKYIGQqWTqsoyDYTBgsVrNDrpLJZBIkoRgRUhARCJsH6ABUt1wuJ5PJQGolDqRwd+vZlNlRCruDawx4RxNoDrSHXmJLim5R8M32K05tpZB76BFsSQQb7NIgmwkFMgjuYDSimuikigofQYMX+5fCl0zlZl4ch9J8/Je9Vwy3CW7uuu7y8hLfbDabvb099BsHgnAwSqQvgZo6V1sptM5IQRPsSx8giH9iPbyVcsdDn714KfR0yzn+RgorBg9HVuaYGUs4G3mkzqJGsgGyNzijeH1OyEKjQjeS3gJ3dXivNs/LQXgdXEXN+FRFsWS7o2xtcZYmccDwJRxd7GAwBw5RO08JvgPDzxzx5OJ49SvMbDgcTqdTTZWjQ8MfH7LRSkVzHNk/14Lm6PlVOEn05dVXTH/NinlSYXe1n4xV5F2t2gfGXn755ZdfftkcQDRS0QZrEpMYRN/q1VUw5dwhsbiuptw6V4xoeXIJwilCEFDdDEQj1GPklvm+c5MrARQNNC6DScLbgZlbrVbT6XQ8HkcRk3DzukBX+oBcffW5lEekKr2g/IkgTVhYMIX8qzmwBhItnost0ZWeB+iDKKYJTqOaOAAFOmwlCVrIUX7xwfJy98rEc4ZE2XMPuaLJnHSHMBqVCFEERxtmAoP0g+XOgP4XD0L0xm0H/DfK3gWnn/U8QAWRRffqf3kRuIIYQZ3JnM+gq5mLExZjXK1WmCfmewgmWJAvV/DkIY2o7Tm3TUIbtalFs7d52VHcTilnc/IbQRFwFfAvvF8mTOSzUOStYJS4M8o2SIxxsVi0bbu7u6tp9fnKcAgKOB5dw5OEJo8StjgajSaTCfPAaDO0DQTxbF4xo9T4e6UOSf9I3qj/hurvW9V2V/uJWUXe1ap9kOzu3bsvv/yybpcX+9HmC3MIYTKZJKmZF3tKEuWllAOLkvxBV0FYcCIZ8XZmho1m1OUeSIVqXAdVA3GuqkiJnxRoKhIlIwvwHVyloAdwx5wNji5LVeVogfgtj6liPyiMo+rAHBlEL0DTSrY1NABugInsXpGxYp1G9NmUaqh8HGCCPHQQwcBgMGDpk5STf+wWMojmG/2cG8H1CVRaa+pD9dDIPg4GAyh0lXZNkoqbw0dLztrSSwmi9mmkYihVCuSMOd90pmkf6l/TdRr3oiWEYuzzRip6Rue/MTO5faFDRnWTQlXtdgXTMQ8gDrnwKeU5yNnykBPn/B6HcUuBPcYhYAt1kvAlokhdsWwIAdS+9pg+7NXVFcA3yO9Osp0o7MYEYFVOvjLR2XoGEnCUJ5PJ+fk5717ooBQKR9l64rjz3VQkHfN0hCFnCvTpdP70Zyxeq2rVfjJWkXe1ah8wu3v37osvvpjEuMxwdcFSR2gIBGyCIM0seBZtxcr61yT6ARO4QKyAu2MBJkFLRayJzAN1qnEumDliArJ62gYYl3Dm9QMKVFjD1ZcowbzUvCIzwnFetliYdeFnlxK7N5JcQpl+9kwSzTfzEha30FEIou41lxN0krSRpCBoWnyj2/ocC8shJthQy2t56jO2knSFgxuF+g2udUleXB3+Bh4N+bBTSqCQdcgIstm86IqdIv1z55nFITQvOkpnQsi9C30R+KemJ07gAUky2RUAOoQAv5GjrDPf8hwdQSIEOF3ZV3xwhd3J9R7sH/61eFt5Wb41XS/LB75Mvk8CD7bxBCb4XpPiKVDmRGJcQSvZBunxtp7xZrlc4rI7OzucmTo0jevd+X4lcf/Mc00ShWPStpJjUTtW4bJdB7W1H/qjnB4Pu0PPu9C5Qat5u6v9hK0i72rVPnj20ksvvfTSS0nM8hVIV1YiThM+kn8CTFTyO7h+tw/v+LnpZS8GhILahJvgBAGdx1wCLoCLpd4AhLFiCzYviigCIZsA31xTNdsJbjeQ0tYmGuLgfog5rxzEu8AtuBjzwanHAOInujWnErWroyfgU/ksQUlwuUjIy4zzlCC+RMgdHsV/Jjyo5eCbXxYPSEDWiKImSsgpYTcfHB27WCxGo9Hx8fFgMJjP5xAObbfb2Ww2HA5XqxUFDGrRpf+sTsKHMhftbLdbZgc34WWtFyNr120gmPgzvMi1llzeQOL56upqtVqx5hSuw/KWJogNTVX9DycJX5kk3LZOvEZUWwpMFZpfO9uTBxIoOE4iwUJxHNWQ6NX4CBSEqCOHE/UXoxEzZ6kvLy9xJMIzFNfygpzn6msFCcMIEm+K9uPFp5fS5pk3i98ZnpXEN7Pc4+L2Th92Fy8Iv9HxSpXtrvbTsIq8q1X7QNqLL774yiuv4LOuVaoKCEK26XLLpbTxFHsFd0WGmICmWNSDsNTmZC22lbG4Ahw3HksHWYUWtiQsAy9IQElQi/sWPOVqteq6bmdnB7n29OmI9og2zGE3ldyd5yEpsGYrQZBNT4kO9EBirJWa500eY6cQxAT+Ws40N6KuMU9NmFJi8nKF3bgIVe+K/LSRvCP7SnG2wtZO4k113DmFGNuHeMqvfOUrn/jEJ3DMH//xH//RH/0RBhRp14HMFF4rrNQJQz+NFL72toY28gG1M/VJ+xhLn1G/IWBVeEoxTIwR3G0rCdF5Ljuz88zlGCBeOYl8pcCIfMXMPZwYI+Y/s4MXT6foGW8TRUGtJz7nTBhI0VBuhtCTCe5qJvHioteC1THSfRu6wZhpFxcXcK50T8wk/KD1PIN0Jk18NvM69pCKxRhRwonpEYnm2RJFz+wKy6Fzf9Ab2QUqYDfvcm0nm4f8Vqv2E7aKvKtV+6DanTt3Xn311QIm8rPiaUVjmtSMJQNN9twZamm5YkEv1QffyTeXlQ8DaIguNE8psTLl/v4+c7CYJL/rgzZdp80MUZut5wlOeZyi0vCNl+dgCpTkEmc+KUFJsXgTVwVnhcE1UhhN5N1IRR5CTLouJpGCJLwJyMxTI6PfAO8eR0ujDxVkp9wdSjm8vrq6gh/CJ9JJwi7t8gKcRJ/wo37hF37hK1/5yi/+4i9Op9Pvfve7n/jEJ8bj8Z/8yZ+ANsYuRJB0H/q8mmSQ6RG7PM9M9DKZMdfH8xvF08Uz8nb9v1ov4lY7Abk7WknDV+C/KFoIIFrN+cMra6fxFWjzHPOQNXNwkycEVB+Md6f/xqkbPaM8qXe60Jy0nCG4e5TNKzZS3bwC3fKm6CLoTLDdMRwODw8PKdQOThVzuIPnGA3i7tKhDR7pAfw9HA7H4/Hl5WUnSXv4puhPilrq8dbF+Cq21tGP122YcLDYyGrVfvJWkXe1ah9ge+GFF1555RVFPCYLuS4/xHD83HlaYnOptzJASeQBJssbF0JlKM2hM7D1cDik7ITSampCoDm5urrCMdxYJ9utzHeBgEMITDWYUtJKluTviUX4UCSeWZrEXLqqMFetgFMxRrLpzGAYPYiQHdWIwIaXVc0rr5mcqiShSCJWdyEIhXEKEIwJL94HpmwPupQuB4Ese4AgjD3WepVvgOb9/f2dnZ3j4+PRaJRSeuKJJ+bz+TPPPLNcLt99993z8/PNZtO27Ww2IwQnkCLXzhGhp8cG4EasYYlwPW2hYtzQYy71Frq9kASdF/NZv2w9oQq7DqOmYYIURpvDxALu03kjkA2e5hw3gn/IjIQmMbicRQSsnWemB15nGj70M1Lm68OymA7vy1vwEVLuWujrTOeNj4aW46/D4RAu7sHBAR9NZybnfOu54fWO2qVJdh6CW8pLXQZJVmi521D8qxiaP0fFiKccr2ur+i97tWo/YavIu1q1D7bduXMH4LvAYZZD8JQSeUdz6NxIOpGtFKe0HB3yS/2rCcdpkjGNKXt3d3dTSgBte3t7ZtY0zeXl5Xa7PT09xZcUjaDBYJGJRXRlxQHc4GbeBi1cwvosbDMLjpgkB2RGYVgQs1y0ag7W2VGalyPleNryVGtEFex/1d3q3dnJYIgpOE6iUyd4DVKaJ1yn8Q0uOlLYUbhkQchFKm0wH6LYYDCYTCZQCBAejcfj6XQ6n89PTk6QzabJU7sU+IwMOiYG2xAl5Q6fNMouivWQ07V/4tV4zJ8zY/ENMGLnCYJ0phEmmmxicJiAgHkXy/ldc5IbcQ7L5XI8HicJyTWH3aSoQWZzS0RpbCS3aSQtJnaQ2IGsUsn0O9oM9gl8Ce0ERboadcCJbZKM8vz8vG3b/f39JK54k4cQcMKY+IT8pph78B6LV4C9oeA4XOc+9f/a/y3qH68doj841ar9VKwi72rVPvB2586d1157rUAYaknyKpgHiqkiPIroVtcwXfyCk2rFRi1PARpWVLe3t5dSGgwGgCBN04zH4/Pz8/l8fnZ2llLa29ujuLmR5NkUYGCl5OJtnoQBAoDlctnPdtI0DUBeFIVr58VomqZZr9cKsBSFFyt0J9U9kgSo0YGxHHtxXefWfNM0RP9UHZgQeCxJw/9GT8+iBGf0PI+4KVU9GuIWJM5Pae+Yk/ohT6+BbmFdG20Aune5XOr3bdteXFxcXl6enZ1BuQuYuN1uoeLo3JKT30zrnnyTIYoAiQ0bjUZXV1cI4rQcK+u8aiX5d3GkfuaQFZfCJASd3EoyR5NUPDqUqoMiKkVrcVkqahRBonaMeUFH9jbfMuB4bhQoeNXjWdqTL0JypT7zTuqM5SuseFoVTdql5o4lXAXr5UHC5/l8PhgMZrNZzBN7q4/Kl1S3cfh5s9ngw2w2w0yIIrbRt56Ohw6xfsnJYI8B3zxGZ0XoOWDVqv0U7bHx4NWqVfsA2fPPP2+9dYVLeIwR8XDJ4xGJOVK+52vXLWD8K4XIJiRWIQ7BWavV6uHDh+fn5wCpkHju7u7u7+9PJpPZbNY0zXw+Z7oMNJUNw1Y72wPYCtQ7dAshAHyDNWx6Sg82VTfTyR0qvCDgVhCDPykEZwuBlQmXCTTZV3p9hsrhe5Y+KZIPhjwZRRLmlf8ltibmoGbG8oBOPYa4hP5A6zkxGGCHLm28tCfEvkgfjsmDp1itVrjgxcXF2dlZ52ltKGLmpoQmxmZSSH7PMDtzAtUcpHLQQ88DVDK7cDa0c7QD9TocVnOQHV1lDs8BDgYmf+cZJHmpJCG5mHvJUwNZLt3pPKYwie6CriAuDtjdStwth0lxc+eJNTHh9VVNrtUxCU3WYQ3iOhYdxaZirPVNV6U7589iscB7qtOSDSYy5qYQnhSs/MBNX4EgrkiSIFH++PR/xBQ6K+LXea5+sl6q+G+1aj9dq8i7WrUPiT333HNByJ6Q00IEnQpHUo8s1OWZfyJfHj01sgJN/Z5rdoxxuVyenp7O5/PolUqAJIC8Ab4XiwXAN9dgogpdoYl0WZ4DEZYAQKvViln5kugcSBuzT4iE9LkUgSkLqx9IFuLpRqPReDxuPXGKwhTi9SQuDbEm/kR0UmAFE20Jkod0eV7nIEQmn4KgJwhSj7L1Dx9AqVkGv7bXpVgGzsO/b7/99unp6Xq9Ho1G0+k0hABM+ejRo+VyuVwu0UjNv6FUKKChikyUPqezp53cn5nWUwRxLGJO51uuS1G4ybtHEbfwvsRqjcTLoqmYnOZafISW4omAeouJl1wlT9cCo0/w13l2F81PwsZzZg68LDwm23g8NueGR6MRJr+5AopqH5MsjbggIbu+3ea7TIxeKGB352nmoyu7Oi9ZlYTtZoP5IbqaP+Q+Hucb97j0l4p9bteZjnvosdfFX/s/bhV2V3u/WUXe1ap9eAzgW9dvQCuuuG2eugGme82pxxQSXqeUgH2DbHATugVhKwkxN5vNxcUFwBmr9ozH48lkgu34lNLl5SXAN7EygwLJECeXBSsPDVACJn65XBI0k/AjpgySMKTxUtuKyQi76UUQLHaeZCO4LpYQDYgHVDGdE2UZgwgkYozYZC8At/XSyeGCROoKZHmMblmYpLlAP3eS7Vul54rdiYrYCdFFJuYIb7FYzGaz1Wp1eXk5nU7RJ+Px+P79+1QnY89B4Q7hOx4ZfDmfWvlddi+VJ+zholv0s042Tk5FzwX45mG6kZLEOF1xHRQP4vROvrFAb5OIn8J0TlHd/cAswjdku6MIn5LvBnBSWZ4fBjOcr6eOIPuBmLgRHUjjoZMA1rorxUGnj2E9f7uYw3Bu0S1JPFh1G0KewIcXL8h4ZvrXYbUcTydxdGk6lAX4VlTdH3p+eBysr1btJ28VeVer9qGy5557jmsPmUiSiwSUSkcRQHNpZ74/AqYkKQiIElLOwlqe8wFXg+zk7OwMEI375uab3THG8/NzQGe2E+oUBQcKak3EyvAEttvtxcUFFMkm1a0Ju03gBVKvqJoliv6B6KGTtBVBqHECL1yH0hdICBh5qdBE3QB+o6AQD9W4TKXApts8BXJhCiILmE5/wDwtdLpOg8F9huhKDFbMwb4EsNRms7m8vFytVkh5AZ4Vj9zfcDDneomJ1evQ5wIvzv9GEWlYjxzlPOfQmAh1+mCLE0aDVs2pbmZWYRuIZfU1ARxPKcHTY3tUcRQ878212yZokm4skBs2gePaV+Zeota+4UixNzgtdSKh25n5J0l0b3D/tpEgSDYPvcHXnE1ar9fz+Xy5XCKrvXLnOhXp0Q28kBbfaHN6XvlvDTUpfsf63zwOfGtvpzxpT5C9DqtW7X1jFXlXq/Zhs+eff17BIkG2yd66LpZBaDaCVGwKE7hweSMkZYl4mq7BRMyIrpvP5wjLAzhOIggOIVxdXZ2fn1NLSiYeW+oAeaHHbBEbIVsChAFgWLkAk7xsZKMcjQegMVH0as7BJEyeMprsQ3N+mjQeV3cSmUH2BEwEzXZd1gX2MPlUtI2gkNgriFyEA215MXPFTyEnOENe9ATtL2Qn2+12PB6PRqP5fB5C2G6377zzDlAXSqs8evQIj4zNiiByF3PFRR9wkxVW3yY4z1rAR8XxPKw/3zhpFasp+FZYrLy15UKR6Eke+/CumBsm4pzWM11Glxgl2dCABYnORMM0lyJfRi1LiQ+KXznT2HWWg1GiYQZNBtlyISGtOXn0ImwMHYPkHgg+r1Yr7E3BHxtIkVodCJ11OmqcJJBpRclxqU+h4/u9gO9iYvARTHyzynZXe79ZzW1SrdqH0J577jkW2eEKR76NUBtZQcinasigeQY0nk6oZE6gqnKACy2XQwJWZMnouo4qT6yF1PuOx+Ou687OzsxsNptRzE1mLkiAXYHAuKITpGrQmAJTy8EQTuGX4HSRjFwdFboiyhoW4ButxaOpAthyqpU3sl4SNHYjYVN00Uv0ZM+DvJRgK3mm2bAoKWvMAWIj+goFl1HC2kh/4hgUmoHAYD6fv/vuu9iUQCEkbiaYuBmYEsrNU6oRRYbBfYMCctH3aEQZ1cdehRVIK12XFkNRXXRVCdpD0U4UEYiJe9lIUj9Ofj6+eqr9sQ4OxHGXrRekRK9anlAcLlDynSWw6a1n0YEXSvdy62XbG1GY8I0zM8xJKkwar97KrtZh4lkm2nftXnYpNO4q19Zz+aFxZZe6FhyU0Wg0m82QXVRfgWK8eM3++64N07db5wD/Wtnuau9Dq8i7WrUPp6HIDpfSIPQn12AGNhHamhSWw3UUrZoEOyYxywldApTkmYnNl3xQpFybB4MBIvbatkXejBDCdDolLOby3EjGQ96RlwVqWa/XyalNyq+jlw9k87gYK10KQUVKCbCm2AcnXIbpNj3ANyEdgSmeOjjtTVwbpVhjHxSyA4E7ifyAlugSEHDwFN1hD5LUos3TDhIdahs4EzAi6/XazEBwHh4etm17dXX17rvvXlxchBBOTk6++93vQguEop4oM76zs4P+BJvbeZ6QJHWUkqf4SO7dAQJqVm+dQnTeit0VzkwTwMcvtRs5FYPsw+DuSHWHmRy8CBRnLP7bekFKtjm4zAkgmCk7rFciR98OTryu69C9rYfnovMx3IxbCCJV6rzKLOIEQHsnIbl5FzoJ5s4tvKxOEsBrFxUaM3odJsES9DBxWex4QKyFlzTIBpQOXx/4EuhPJpPJZHJxcRElu3kQL1Rn+OPAt3lIif40We6AbWtx+GrvS6tqk2rVPrR2584dqggUSRPlEFaq0iBI+rnUswJVW49W5F+5ydt5QgagGSbb1k1toIrlcnl+fs6YvCjBkUE0CRQGsElk13Ci3iUJ+2i+PDP0rRG9O/UtRBv9JV+7jpKDKKpuBQEkenkFpZ+1SbwmvQXzlN6qfygeB4gNJL0OmXoFxIJBMiESXbFhuCDVCIBW2H/Y3d0dDodQ+m42m8ViEVxfsV6vkZ3m0aNH0KLog4PchSPEgUanURoEYXQUpXJBilO9YDnI5jeF9Q9T4UQj8bsM60R7Gi9xzxSQ3HtBI02gnol7WbgNxZzBjVRX07h6W4+H8zmdTiHyMd8RCr6xQC0WZ5E+IF3Bpmd8Q3kWuXCNN0XzVquVlhRVjQ1RPjVdRVf0fyUa1zhxHIMHZihbnySxNyF70YfFf9Xl4CmN7Oalqu2u9j62iryrVfsw21e/+lV86K9M+n3juTtSTiDRdEVUxldXdK6FuuTjSFRIIZjAFbpeNKSZLRaLi4uL1WoFqq/1+pqkG8ljcdfefP1uvWJ8jBHZGBRD6yPzmiARx+Mx06tx2U4Sh0ooDJUqYa5Jtr42L8tS3MVyTo6IUMG3MtPJq3IyI0fKyeMkeU6okNELFsALndmIOkIvlYQRJ9k5mUzOzs6AtLquA/67uLhIvrEAdwX7FWdnZ+v1OrheuQ9/idU41vRMVCOuvo1OxWthN7u6+JMJENTh0PmMf7diQeQl5KQp2Q95chvVljSig8JNC3WHegX6KvGOUYrUwNik4XCIXEBgxAtgqjOheMc5+nxDOQe0bZxUW68PxZ7v8qSWwOJIdaJeE5+ogOn6+PwSUm+GFui7r/3zuGHVi5t4GtqrOu7Vqr0PrapNqlX7kNvXvva1l19+mWCO8E4XtqZpOsnXaz3VrOUAiFit4MySb4InIcJhzA5hrmYOHvkHxpGL5cXFxWazQcHqAimaJAyOHqRlLs/AkeBZg9ffBqQu0AYfEMs2GoM8zUC627yGNoy6EbKkJM55AFF10WkKJhR8E9wr6GEftlKahPdNznbbdRAniHDI8qSKUYoBxVzdwQ0E4mOI5vf29oIHAHRdt1qtTk5OTk5OSAnzLsvlcjAY7Ozs8CmKZ0kiZNdveNMmT7MTxBFqJKOI/luA8gJ49Ts/iKQ7iZOjWK3LwxA5pelB0TPh5GQ7ORAYKRDbxZQzl+YHyeyO/uco63xuPIa46Fg+kaL5PvRMLkThfOaGEpC9Oj/j8ZhIms+lEwzHY39jd3d3NBpFSTGkPoA2o/A84UucnZ1xh4fpcdhmHf3iS70Ue1V/ECrsrvY+t4q8q1X78Nvdu3fv3btXLM8EIkRIhCMhLzBuUkq6D26KFTrk5KIJ+I6SVE7RMD+AYgSwhop0MBhA9k3EhlAzLsMFiMES3nlUnyaDC05dJ6eTzYyZ3egG4CK8AhTkKafu8FxkJRWsUFkbJVdGgbwtF67AmlzbU4wOkBmVAOSzo0dJ4gB9FlxHHaEgoDylhEdjIm3iPzMD1454Uz7XeDxeLBYnJyfL5XIymZjZYrEAiKeOBVdTAUaQpI3Y+sB9ORZ8XnNJDCHstV1nOQgzQWAhB+J6lpLBDHbkJFfQBm8K00zV/7gsU8pgujYSfsAJievQwyleBDam9Vz7fBwF6Dh9vV5zL4VOgnYFGfpWsuhoz9CnKiZwEj2GSkF0RAokbcJ8J69/qe+mvvX8qWHHYnMGnyeTCU4MEvVRjHUBvvlQ3IZifybxPVKF3dXe91bVJtWqfSTs3r173OHlQptcBkAozL82PdP1mGu5MuibzQa0MfevtQE4TLUZXCaZ2CGJYmSxWFxeXnJHOwlGb/NkcJZvtSchKa+urtbrNYtB8kQCbjQ1OA8HMfp6vQbRqCASQJxlxokq+HRs4cCtEFLzFJqmiAmSglARTxJ1cutpBMmMNq73CHllSnWEmK4O3wP+kvWEdxGc2I4eHHl1dTUajZbLJbTv4/H45s2b0GcHj0E034hAdSR2bOdlGqOLpHWe8K/sHHYLn4udxn+DuHxF5xN1FRe0Hvtb/DeKppx9jn5mIzs3E7Y7OCddoH82mI+TxPiYbGorOQQp9WlcxYR5G4To1cfkzB94/anQ84o5W+hg8Fn4+EFkUdpU/kQEyU6YvFoTXvblcgmHnD8I2hshN14c0c+TySS6Sj6I06I/GgrE9cXh5kDKPfkaUlntA2GV865W7aNid+/effnllxUKcMe5EbFHI0KF1CO8FbiYiBnwDRnf5Hk5cHCQzAnRJa1YdPk9SVyu9EDA5iVL2raFWJy5iqOHaZrshgPLKjRHe1jvHccjcwVwJ0A2HgR8Jy8SJVqRnQaMi2W+y7M38OACx7B5eintRgIvBTFkNM3xHF0U7gwQM9FBUgZxPB4jMg8n0inC3gISPk4mE9K3yDaDUwAHR6MRMlHg6ebzOTHfbDZjO9EMSHgtp7qjV6nsvEYPe4lgkR8IE9n5RfcWFnKas8DZ1gtR0Hsx6U1wDptqq+hFWIEUNfs7yHIezPnM6xDv6kvUf4rgvtbWa0gV04N4mvS5bhRgEhIZF/3AlqDPCVg7SXpDhM3klTT+F/fdemkevg4xRiRpCSHMZrNW8sFzQJMkWuFwYFdqMpnAYaAf3h9ZHd9iBNntOugVdlf7oFhF3tWqfYTs7t27L7zwAilbrsEEhSbImzRVyPk8E7hDzkmhA1GXkuiKhDrPccFFN6U0Go1YQg8NSCmBRB+7cYklyjSHULw4HgfPCKBJXhm58NQlIFmLa4YQhsOhVjlhSxrZKCBIxV+jiASCq1aapgExHISJjBJgSreBPaa9V1wt5VKEzlN9I/COQK1x6QKw+HA4BDfJGE18QIqSy8vLi4uL8/NzoHOotJEoEM+12WzQ58PhcLFYYCDgq1CZjeG4urpClCrdsyC0Lply9UM4K6jw7noZV0Lu6QURIfQRNk+xHMorjldXkMOhkFFpVAButJxDAP8N8w18M6dKkABNGn0njlH0pIS4I9LIUKtD5Irv6eTAiu0pnQythE4GIZjVqTMRmWjfNrLTkqRoFCVM0UVNVCVhejcSVsExtev8H/zLwZ1Op3x9ktDq5j4P50/KXX3L3Sd+X3gO1aq9n60i72rVPlr26quvfv3rX+dK3HrmbEoUiC8VXjceTRhk79vy1ZqkGqAG97XtOhDPEMYoe/eEpDgrSd1BBJkR3BAop1xzghMJidBsakvMjJpv3u7q6orNIKLq8pRkBccJsEikq04F/8XBzOodhD4vYAp7m/imlczKChnZjTFGEJmWl64kZEmeqxGU5M7Ozu7uLvKdQz283W6XyyVw5NnZGZIr7+zsAAFPJhNQ2ovF4ujoCOkFUT8c6hEchg/JyWOEz3YeCItOWK/XBLVmBt6Uz84xJTILsptRzJwCfJsISJpci6zQTZ0xHVMOBH2V6OWKouyTgMVPnlebHkKBd3E1TQ+iyJuNwWw0M3oy6Lfj4+PZbMYunU6n2Ihgm4l3Ld9mKZRd7Bb6M33/0HJ3RfE3B0XdIb6hQcob8UhEW3K7o5EM9NrbBPfBJdoqtaLmR7cRGtHQq6Xcm0rid1Wr9oGwiryrVfvI2Te+8Y179+5ZHtWHPwXZLufqSwBBmELoA/4vimgEAAWyE5C+xfUJXpPHDgbJ/ouzmFOZYBrSZP2GwFQ5PDaPySIQKQiQBFkqwTdahbJ8LFCi8XMmeKWTSulc74lFOkmtQNDJnXqTyilBVBbEyo0ofJo8dYa5RAf3IpRn7GYUtQOOB6udUjo8PDw8PHzyySd3dnYg84gxLhaL09PTrRcwPzg4CC4ewDdgMdEn6/UaKHBvbw85Z27cuHF5edl13XQ6pWQ8uXJpK0U3g299wJLvFZik+zDPq2OiolbgFXPNT+ox3zHPx6dYjS6Q5fsSJls37LpChkHXpfXCnMCUkOgE99zgARKyExMr7FYImyTHX4wRqRiHw+Hl5eXt27en06mZjUYjcO2crnxwOrcm7hzdTn06zit6gNwXSs7Wp1yYxA4pXgHOT/oV+lJAfZRSYjHXToqqKqwn34+uUFdffWZQ+8p8930q9bse8yNXrdr71yryrlbto2j37t17/vnnuewlUVNgLQdwLM5qRLWpQJM4yZxvTpLyufOy21zOt16hAzgSx+PELk/5TO58sVggEBNb8wRe1st1wAcBFFiv1+PxmIJjHAY0Q0iXhFINsi9PqAFLnkRCIW/j+fWUvqUPgEcj+GaPKezQ2DgTfXOQ0DfiquAFcYg/oqgdiM/M7KmnnvrUpz71qU99an9/H8++Xq/Pz8/RyaiZgnrgk8kECJJiBvgqDx8+HA6H3/3udw8PD0MIBwcHu7u7IQRkdKbIuHHV/uXlpUJq3IXgWyUNJrGSYHnpmRBJ60M1eYCvwkR1OfRPHLVOCr6EnDKH6QRWx4nXiS6Lwli0krg9emJyTh62nK8D7gL1SAgB+wyz2Wyz2XRd9+6776Ia0XvvvXfr1i2UAkXdnORpedhUavoVgOpjNh4eGiWqkiJ7Th7dJ1G+POZ68SDyM747dDzQIfDWxuOxOdeePDJB30q+WZCmIJSCEzuI05ic+TZh6Dl8fc+qWrUPnFXkXa3aR9Ree+215557rpGsIEH2cBVccsec4ImMbJdXDNHlPLkSmgtnkiqJybN5AOQhSx2xC5UG3H+naARHKlptmizQioiHngPwPdlZUIlIsFCANuIVkuukYAtEwv4xqXdIFQp9ACVQixP5pMkl2iSM6UsUegO6K63U/Wabecftdnvz5s3Pfe5zv/iLv3h8fHxxcQHKH4qRyWSyu7u7Wq141snJCdTtKE6EbHF0eLquOz8/N7O9vb2Dg4Mnnnji/v37TKnOIUb+O25WKBGecmmNuRNCEKlzpgCv6nIU4Dvkmw/Xwm6dfv1XQF2dYiY0nsiP85BNoiybnU8wSuNMNt+gAJPdNA1AJ3w/CE7+7M/+DLVpHj16lFIaj8cgwmezGeJisXfEqWg5JNXebvP05Nx/SEK9q9enF+EtknhHIXfwcApHOfn+1Xq9hqvAuwTZ22GHNJ6iEbMRsy6J2sTE8zTJ23jtwMWq7a72wbSKvKtV++ja66+/fufOnUYkmFwgo1jKqeUgGeh09SVaVZFJEBoYYE5hN4E4sAi5XkVmTMJgZojVSy4jMUc/RWoFWOOFToITqykvLkhCkWggOMMaRRRrgrEIiAs5BPFiJ3XCkxP5vAg72VyPgT8pHOefdFMeA8HR0SGgigAjtVqtDg8PP/e5z33pS1964oknlsslO2EwGMxmM/TGZDJZLBa7u7s3btxgbsG2bS8uLojkQHivVqvZbIZbTCaT/f19jAh9Nm0A83mHECDphp/DDknuKXEnBEbK1nLyVd2eAnxzZiq21msSgNL0GF7Ncr+RVy4U0uYYF9l1cCSiDBXCcjJQ5TIcDsfj8XQ6VRzMFB+z2ez4+Pidd95BR202m+Pj452dnZ2dHexOcOMF+y0Ki/WdxTHcQOB7YcK7U6rER44uDoFEm9NPuWo+GkdKr4ZbzOfzlNLe3p6GTnLcg3DnyNAPPw3N1pJMvJECbp02ljvY1ap9EK3m865W7SNtr7zyCnfPFW3rprblgVngqwrCOLpso9BocgkvYHfjsY/JwzHBSRMHEL7wQ+O1pjduvCCFwkWrqAZhBonGQ0VxBd1q50VMlAzMCmKC2AhNFMOZYyNcUFF10zTQyZjAGpP8yspts5+TR6HhSyJd0rFMHE7f5uLiYjqd/uzP/uwXv/jFW7du4emm0ynyvsFdQUtIwbZtu7u7u7u7O51Ob926dfPmTd59sVgsFov33nuPqUsODw8RFAglD5+RabxBk19eXi6XS8RWxhiZ5T3m6bFNNgH4gDpwQTYW+vPQBOZeC7v7t7AcduvxHBp87jx7DOdzK/VEGfjLEVeUHyQ1+3Q63d/fPz4+hscCnw2XxQwcj8d7e3s3btyYTCbL5XI+n0NDj+BUZO5r2xaZNPXxoSExL+5DfyZ6JKvuMzSeaYezqPWCrPoKF4Q3H6eAuWhAdMV5dCET4nQbT1Tf5GEk+i+Omc1m4P75k8Lm6djpjlOF3dU+BFY572rVPup29+7dV155xWTZLkhBImlCooKvLdAPhaRKKCpxaCIJ5QUhomB+DEUJXZ69gX9NoihVIKV6D/wXeBEoCpDdPLWwgnUKT3EWqy3qSq90LJtH5B1yxTkBPTPEbb1mJFGUwk3t1VYK6xRYpECo6IfLy8vxePyZz3zml37pl8Bkg+EOIaC0O1IQgoUdDofT6XS73aI+fErpwYMH2+12d3d36/UmLy8vd3d3J5MJip4sl8u9vb3Dw8Pk+gdodoFHWf9ouVw2TQP5wWg0QrJIzZxdDJaOmuW7FnzMPvPdB9nqHSk056UUrCfRUejtOApRBNzcDGFGHSWh+WXxRqSUxuPx/v4+CG8m2BmNRpRrxxjH4/HOzg7+ulgskqueVqvVarXCvA09TTZ3cnTjRV8QGI/fetVJ7dgmD6YsBqWRTPmKntXHKND5ZrOZz+d43RiZqkiae1lN0zClN9L262zvD7F+jlVkUu0DbhV5V6tWze7cufPKK6+kfHuXIMZy4JJyrS2Px8ZxyLPgmehYuGQGV60UXDtVHFESVpAk47ngqpkNkOi5QGN6FzObTCaIKcRij8OAHSkeMJfQmDPohDXRpbRB9O5JOP42L9/dSaVAXpDZTpIomJNnrOMD6gcieD6adjtujQTbw+Hwqaee+spXvvLZz3727OwM98LzppSGwyGi98wMGQYRZIkrQFKMpCXoqMvLy+12e3Z2hozg5tGuQJPvvfcekqNHUR4j8hIg28zweeA1xtF47hUUOC/lCcsVJWvPK1zWY7Tfrj1YJ7YiPO1VHtOIcJ+wW7XL0XVWnSc1Jz7mBSHUhscFfhquCMs2hRAwD6GtB0+sQnmWJeIrQyyr7xQ6uZWamtFT9anzyRpMKiYxcVP1ddNxCY+R4FuO4LFLcH5+nlKCv8E3CB/gXYQQBoMBdlEmk8mjR48sr79jPUBfvNFWrdoH3CryrlatmpnZnTt3Xn75ZWIgXYCxsrZS57wPeoIzykh5YTmUMVmk8WVwM8FDTdOAh6aYQTmz5KkwkkdqAk9ET3XMxqjcRZsKNIBsJyQdyVmSc42e2gWNIUlZCGlMis8X1GMjImBgL57YehbC5BL2ToIv+QhsNjCNYkQ+FIHUZDIBoPmlX/qln//5nwd6hkqY1W2Az5CxG4icmbY5Oru7u1dXVw8fPoRWBAoHPDg6beCFyvFEhXcUPR639SyNCNlsewUOdXDZAJ0GCvUaKU9TxOxq4zkzC+xYdJr1IDu/1M6Poibiw/aT2BQ7OfosIYTJZIJNBkxUgmN0y/7+PkHweDze3d1F0npkW4+SVtJ8P0qdEwJx7T19IhV5NxJAGUV+zS8VVWvPhNxh5jc6Oub6csyrs7OzruuOjo5YaxbthPvBtEKDwQAaJ07mTmqIhp6LZXki82rVPrhWdd7VqlX7f3b37t2UC7LJioWcPlTArVwvIJoumQriFVkCYHGzO0gmBDSACm8cBoFE46W2ASWRjoMb61ESG2sDOk+yBgA0mUwAwcmikfpFq4hC8F/eGqZXVigZJRWJIpvkpHX0vCVQWitXar2AOe0Q9hX/5fUhIDGz1Wr1sY997Atf+EISxncrhTkBl5ummU6n0+l0NBrt7e3t7u5im6JtW4T0QXYMgvzo6OjWrVtmNp/PKdQejUYIj9Mi8xh65mZBO5kDBGqT/naB5QwrOzbkmRY5KG1e7MkEc6srogeYuDSFWY7L+9cxB6yqxIgubtYjaaTnkRwd/QwIDs0JAxgArzEu4/F4NpsdHR0hNx+y/bDl9DrYJE4AXk3pcM4W1X+rLwGvUicV53wQT0MfWSee+i36rpmDcmyYnJ+fd1L6irw+3zuomGazGXM1kpUvpgef8fE/XdWqfZCsIu9q1ar9/3b37t1Osn8UkMJ8Veaiq8ARVwAgJkgFqaxo3pz71CsUOIklqYNEg41GI5KIyStNEhEWa3YQXjBKogYQ5JPJBAoN5GeIMRLukHMtoIyaSTSe9oA2AEiCGwWE7KBOC3lAca6JK8LHUZxUdD7qWX7mM5+5ceMGnsXMMApAfmYGyTUahs+gwGezGfyQyWQCOcru7u7R0dH+/v6TTz65t7e3s7PD7rq4uLi6uprNZru7u8gMM5lM0EIVFgNpAfdDX1G4WPZ48I3vmzwnTCMRgTFPu3EtpNa5pIdZno8v5SQxjimmPUGwedgl3TzOgcIwuHCKZrMZRiSlhJhCEL3oN8gzkGqGwZr6LDiXcZZtnvqd/dPl+RkLyM7j6Q4VU6i4pp6VRBalVLfCbr0CKfDlcrlarVJKDLXk1g06EJEGJk6svhT6LpjnMaxW7cNhVW1SrVq1zF599dU7d+5YzpM1ohKxXHvNRd2cHgNAgWJE+cLwGAlv0QAcDEyMi5iE3wUpV9564UwlAtnaIOkReXccjNRmTG+CxjDSy3KlexB+UVEX2TvLtQrkthuPxusk5SKPpGaDXY1v2Jn9PiE0ZIfgv1dXV0dHR8fHx42HryXXlzOdIh8BO/7T6RTFO3HN5XKJI6HBBaq+urra2dkBXkfDINre39/HLsFqtcItgJnAXDJ6NXndn/6zNC4gsRzv8pgokpUk5KvCYnZpYUkEUU2uh9E2XAs09QDiSxjCGFrPqMj2NL51EzzKkJ4GOhAfgu+iYAsFuWJgIYThcIj8jxx9jmDjAc2Ev/reJdHY8B1Mvu9BkbrJ7gHGjpfqw1zF2ewizlV1otgqfVOIs+fzOeA17ksfJnlMCBzp6XS6XC6ZJiW4woq3riKTah8yq5x3tWrVSnvllVc6L2HDlbXJ85ER7Da5BAIHd174BqiC4EDBSiMajII/41JNvYSZIYCPQhRe35xwReOTqG+D6BZaNxwDmSkiC4PX/mAL2Vr8FycCeIWelKXzyouNKJKJZhrXxiQpTU/pCDszeT0R7ir0jadQLQPnAeGSOzs7SIVBzJSEQccHsp4QPwAC7u/v7+7u7uzsoFbO/v7+/v4+EghOp9P5fL5cLheLRYwROfIg+I5ejagvGWo8k2NzXRkUE+/Icn9MoR7zh5CdLa4QhJ/muTySo8lTUo/hLkAn+9lyV8fE1Wwlf1+QGjqtp9BWPQkkFsfHx+gKnL5cLi8vL7EjgaGcTCZ0Edu2nc1m2PPh68MC8ppJE6atxRUYe8CuI2lNyT6Tq3D26mwvJnDxLqjLxF4tOrbxnKHz+RzhuTiGz9h4Mcvd3V1Mp+A+asyzgFfYXe3DZ5Xzrlat2jX2+uuv3717N3gikWLFJanWeEo75W4br1QXQmA1RMuJZEIEQMk+64YPmnuE98VWPrnktm1ZP2/gZdU7zxZCkEeYTgkBWDeQ6/iGeAh3Ty5QIesZcrEEHYkgCeksT31ozgJuNhs9jJS5YmX2XtEPScrHgJPGN0AtbduiMqX5DkDrOd2uZYVByqIaqDnRiDyATdMgsbSZgY80Mzg8yL4MnjK5ioAVSTGgcJYIvounUAsijeDoK/bFs2g+dT2XVmBQyxEhwXcBu/XIkCfq0Q7HB5bLiZJlT9uPmTOfz3d3dzlhlsvlxcXFrVu3jo+PF4sFIlYHgwH6FnO48cpTi8UCE4wYPeYhBEnk79zDaURmzZZEEYMpRA7iHfVdxEJJYpK8T72RxsuyFr10rWETiS5Hk0fK4lVlwaDi0YKnbqxW7cNnlfOuVq3a9fbyyy+DY1PCjGyZieY7CLUcZB8fyycL1ii4oWCj8YI1BaNsvtJfXV0xqx2AZsrzvqUeyx6EAmRTkSAZX/IpKBvA6TAqJbQx0AkEqfqhjSTWJBjSu+AsgKogAlzdOggu6qVcRHlHxZqsgwMADeE70mabo2rCHTWk9G6aZjQa7ezsAHyD4QbnPZ1OkYkZfDYl9dgfGI/HECp89rOf3d/fx0CT4jWhP0ne930qWv8B+Zi6r9J/fB0XdQgLz03Boj0G/fMiepZeJ+ZqK7wCnCG8O+VVTdMwCeNoNLq8vGQVIWwvwEGCpJ6zBaNzcnISQjg8PLx16xZk35xF0ZPtQPnDTivmj0lKxOBJaYpuYRnLojP57DCOIMe0lQBfKk90KPUzZTnIXImoa/q0jci+8VDYQmklVrsvUqpW7UNjdXJXq1btsfaNb3zj2WefbTxqCtRUIwpjomcst1owRYWh0QtZU8eJ6yfJr0dxJ7EUrgz0EL1qPZhaarKLtZyJ/HgvwibW9+EtcC4Ut3APiFSIKU3gHSCvoi4FzYD1yHKoiD8IN6mQJQjVGjwpRPA9dxCBQXTGJoByvV7jr2jMZrO5uLhANreU0na7Za1y3ou9BEM+jcvLS+TfUAxnZgcHB2b28OFD1NbBMSgHAzjVdR3awCEIIaBzotRIDyLpDjmjrB9Cj5Tlfx8H3EPOlKfrcoTrYek6+r9oRv97hfhBFFMmmx44gKp0k5DQGOP5+TlCVOHdIfgVPgwuiA48OzsD8mYwK1+rlBKwKeM7MQ3U/WMjk0e7micj5wQ2M/h1kCTxe44RJ5gW+ml7IQdN0yAVIE8vBqWRMIMY42KxgF8NtwHoH/k6EVq6s7NzeXmJXPKNBzdXwrvah9gq8q5WrdqfZ2+88cYLL7xA2bdJECFxIdEqgSnp8CTV5qNEfZnAweAb9ODJCHGCEMx6U9wFCR8Kkpvgu0BvQZhpE3a2kVA5QEnGhlqetc3MEEoYQoAqg7QctC7Bs/jhy+DsKZvNLlWnJYjsm1CGsKMRIxxELyEzCdNigItt2xbEP9JK0MkhJosSojqZTHAjeAvoSbDpEI7jr8fHxwjHBFo6Pj4OIRwfH5+cnCg6RMOQsmMwGADkRak9ycfnbOHomEDwAoXz4oqGi1Ps8eCbsDt6OIG2QadHchY25inbU06Bc9LymyhJOdifmCpmdnp6Oh6PIfU+PDzcbDZnZ2dIqIfaOuPx+Ozs7N133zWzvb29o6MjyqLwLzQqFPNg76XwfulXEEbr86oriLFOHmqsY0e0TXea73Jy2T09DZxYvLDJlVSUPGFmrlYrhgSo64Jg3729vQcPHiC0FxevsLvah9uq2qRatWp/gb366qvkxnTtbPLougIoB6e9uzw7uOVBkFiesVon0UwnVxIHT99BuQjAR4HIqQcA+CZ6sFyYyw+NaLIJUluvMUldDQE6DgOkAIwYj8dQseN2OB3xjjHPLNF5uj06ACpfbjzPoNYsJDRUsKiIKoSwXq+Ruw15zd96662zszMgcrDU2uEcPh0gpBTErXd3dxFyOpvNgOZJV+/s7KSUkNXbzBACqOym6mqYsjB6ovT+jFI4qyiz/4xNnshcT7Hr/BnLmWyagngTiG85do95xkxtGM/lpIK3U2D94LU8AR8Xi8X9+/fffvvtq6ur3d3d4+Pj/f19dDJo4Pl8/vDhQ6jAJ5MJxCq6naL4uJFoZk7I4mBObyqnGd2LSE2qUDovDkWamegZ5+rcCyHgpeM1mWCRg8W3ni5Z54lukLWT73grmX8geVJXtlq1D7fViV6tWrW/2L75zW9+9atf5bqLLwv4EnyvGd8oDCJuYO4CAgUeXFB3EFVT/sHrg9mFHsMk0W8QMS4uiAQg2kJFVCqbwV1Q5BwsXSepTlrJGZc8dpOgE+Lp5KJt3abnKU1PFJ6kuD07x/IcaoSMPJEIjOgK9Dyg8GKxWC6XBwcHgHFmxqwyVM7AiMkwHFTcdl23WCxSSip4gI8xm80WiwVw4cCrcqI94MKjJKoLvtcRJPOM6lKKp6Pp/gBHiodB4q8Kh+IKQThvYm7LATpRuOUIXr8339jRGxVPp46ieWhssa/SNA1UzicnJ5hUk8nk4uKCCddPTk7u37+/2WzatmUwK/q/kySGCvqDxwmQtIYfqK+V8tkYYihMkicz0S6KeeQ0O5Comnss4/GYjDhVVZ0n59Zx50zGlbFHxNTyeHOD13MNIezt7SGFDmnvatU+xFaRd7Vq1b4n++Y3v8k6O00uMCUCwDLcSuY1y3NdExAorlILXmkSgJjVWIIHawJ5J2ep++cCTADcmCtG8Dk4D91K9nGQbckzXjdNg+TWSWp/MGVKAXqYyhoaD+BLAFMiVwJ3tqERYUkQWXPrKWJM6oaSiWyligr/iwYD1T148CBJGrjVaoUD+hiu8Vg3kJFATsFTKxJd3b9/P7kXATcmxjgajTabzWw2azw6MLlcAY9MbEegrH5I6BHJhfNW4FceHF3oT5q5wOVq/StrzzTXZY9R8K2YW8F3ceVGtoDQHiWk2Z/YCfnOd77z3nvv7e7ugv0djUaLxeL8/Hyz2aDgDroXM42Kf5NYQz5vf/+EE5Xf8xGYE908ybrOBJ6u3aKzDuqjKHLw5AGUmDwUgqtXyY0LdAs2AZA8ERfh4A6HQzh1+/v7Dx48uOZ3p1q1D51V5F2tWrXv1V5++eXnnnuOa7wCDoBdCjbMDIiwEBvg+CS7/8qgU3mCi4BOxjfb7XaxWEDDzUU9ieAhiQaGsJjYlw2g2wBYz+xmJioFQBNmODHR1QTJTEJ0CMdguVxSc2IC1JT81q5oXIPLBpvgJMUxaCcQTyMC38arkyBI9Pz8/P79+6j33ngYXOspF8nis4vMo07N8Ry4ScbPPfHEE+fn5wyvHI/Hi8XCROUcQgC5zl0CcwQGNwxDgMbr7oRdB76JBbmlENyKfouSc8OuA98FxOeXybcmOIiWg2+dBvpZ8Td9AAWa6gfy7TCz9XqNDtxsNpeXl/P5nM4J9gogMsGlmFjGpJ4OW150neL7YmoV3RVkf4NTMUkYAN8p7tgkF4W3bbter/G8rdd+IrbGBMD3DOjkWx+cO8fV5vM5npfPhStMJpOjo6M/+IM/eNwjVKv2IbOKvKtVq/Z92Ouvv/78888XNKQ5xCSXHPPKMoqMLU+ykXzLnrAbgDt6bgSoaS8vL5fLJXEJpSnBpcD6DYEXwTdZbW0GxTOKXQCAiLyZbyFIbCgPhs4ExyBhBS5VqDvUlOru06gsBmmCukg0dl0HcprXUXKxbds/+7M/+/KXv8wihZSdmISiKuRNXmaSPgw6kyTldrsdj8dm1rbt3t4eYjcPDw9x2SgJTDrJUTMYDBCuip4BiRs9UUa6jvnm9/2JEUQmFDxlIUe5GBF1chqJg8SXiumth2jZBvqH/CvbhsNwHT4yz9UZbq72Qf71g4MD7jAwAw9dIPQz/S7V4puT0Jzt7AcTV1ZDjXVeRQkYpfi+8ypFvJSy5voIzJQP9w9OpupMkuw1JU/rzufivYDLkecEYQPs4bZtf/u3f/val6VatQ+l1QjLatWqfX/22muvmTCUKSUIAMAfN1KaERSXZrk2wXzRU/s1XlIbwhIkVgMRCGHx5eXler2mPJRcGutRE/BRb2oScwkSjmcxKI0ZVyhdRRJrIAzIvoOU1iOIUWwHzs/MptMpNAOK2AooqZAoSW0UQhbzCu3B49iIMqnJNok+RCPpdZyfny+XSzwC4+EKipTEJC6ePPmMOReOu2MIjo+PDw4OkutJcJ3ZbPbEE08cHBx0nluQzoDuVBCfMRxTnx2TIYjxG/23kShenTCWc9V6BZ1mlsPrYmiKI5VK5/zU1pp7mJw2OhzJmWD6mXjwq6ur8/NzKExwcQwNvKxGwg2ZkJ7f6wHEuK2HP7JL2TzS1SY+G+dqEPK76BN2OF8lgnumJYmegIivNmh+3aXh3GvzWk5E5xcXF8vlspEAj3/9r//19/7jU63ah8Aq8q5Wrdr3ba+++qo59AGdyZX7cXhI0TbJcqzxSBIC2ngymZD3Re4OqDgUUhN2EHwrzGrEFGUyYoxQI7iWg6iaXCAdAKJeZfi0GcFL2+As1vrh8cQ9JLkJznApNjV4rGeTp7BgV7P3qApgg7fb7cXFxWq1Ojk5Wa/X5+fniNVToFm4Aay5kzxzBWNSB4MBqsTfunXr5s2bs9mMUgqAM1b81qfTrk4imCGULKaBzhMTFKhyDvYD+wqY1XIQX8BuWCflYAp4zVtr31ruLJngRfY22W6OFE7UvBzBvaZO4olXqxViDzjchKS4C7rOxEfSd0fdV4XgTR6j3O8HNB7+D1I9cnRMeHq6qSnXR8FJwPTmrkhyN7uVYEo8cggB7zJeK/L6bOd2uz07O1sul2jDv/23//bP/6mpVu3DZxV5V6tW7QexV199tfHS6Lr88wBFLSYJ46IkKARaBcAF8gMcRLpuxKLxgrwCkQcW+M1moxv3BHz4JnhtSOIeIi3u1xMWE3A0nrjQHM0rmKYwJop8NkhhFDRYYV9wRWwjKgLLcSejGHGdvrMBP2HrRQ1jjEgpiLPatj07O7u6uprNZtPpVIG7dksSsjOKyBuEJWwymaA9+/v70CinlHZ3d/FoUKGs12sV0DcuW2dXtx4Iy2dMwsJGUQ0VQ5yERjUpU9rHmm1e9FTnHocg9Qhvjgivo/5JMcfUQyPspjwJ5wJk68EFuGdObs7JRnaBdCakxxvBMVrYf91MdDUp57n7HhGndMq9UIw10DPGV51AUPLQGjWyVcVOgIPBN7eYY9gESCkhVPrf/Jt/0x+7atU+9FaRd7Vq1X5Au3fvHjfELc9SggOwABOjmOgHgJmm0ylqUjKbdUpptVotl0sWc0mye2458oAh//FsNsNOtxKZjScJJtor3IDkWgucq7vnjWz3EwJCp9uIUoXYBbdQ0UuBroJrSwhDFZ8RXSVPLMhWNZILJXqSbIWwBE/gNU3Y3ALM4XatR8Qm4T4VoeLZd3d3u647Pz+/uLjgQDRNM5lMptMpOoc9aYLz0Axcnw+oELz4b+qB7yhp4EkGs0vViyjiC4snNfFtCj9Qj+n3VcirLGE4WNEm5V6Bma3Xa0BzXpCtTeKz9TtB796IekRVK2wDALFeTaeWepVJWPPoKb2jJEXR3iBDj4kdPa6AE4+913mlKvNdgmJKqy+qbjahOWMY/v2///dWrdpH0iryrlat2g9uL7zwQh9iKrdKos48Qwi0JW3bzmaznZ0dZc66roO8BJSYSerf5rrsIuaRWzgYTK0iM5NU4iEEBGtGycpMU6DTSSZjxVuWS7T5jATNQD+UiQPKE5cw50PKjS1h0jeT2iUAWyYQEOin85o+eC6yv6iGiA4p8BCdlq2XIzVBnMSUFJOY2dnZ2cXFRUoJ+cLBrA8Gg5s3b964cQMUJoGyCTcPJBpEQKKwz1ySkYRsvhZPNx4dy9HBrOCOhPWIcxPOu8C4OiV4/TZP16iDq//VG6nTxUe4urrC7FJGHFOO6iD2AJ0BdSdCvi9h4iFwhoQet83px2mj76Negf8lOOZ0wpVJYG82mwKgB/cbKTKJbuxbOquqU6ebbeI8/87v/M738StTrdqHyyryrlat2g9lzz//PD8r9xYk7UnwTHOTyQSQFPGIJgLorutQTaPzbNCtpArmcl7AFDLuqOZoTsXhSHPRdpIIRfJwijgLWba5yIThYpajFtLSdAaiBxdSGtuXl+AwUomETSZ7ApZLIxjuxrModDFnK0FDoho8IRewVMFH4ngtKKi3Ds6a4y57e3so79K4shlUd9M0Ozs7CCdl/ysSVem/5YR6I1nAFTHr49OSy2AwkThSwYMUieqIDvV0ffw+HjVxAywX3/OJopSHNC/b1EoWeXMyGB+opdbejqIMiXkOTSJvbZXlrgI+4Ka4eKFo0oltkjyHj6BvEM7i7o2+EfRwzHPs0CWGUdtd4HtttnrIQze+vODR//AP/9CqVfsIW0Xe1apV+2HthRdesN6OueItCieoJKbslZhmsVig7jpBVSMJ4GDEKIq9zAyVApF5UNXhSUQjJihfQTZxAzGHsnqkVxX8UUXTelQl4VdBxyr4M9ExNxLQlnIRQrG5j4PBfPNcgDw8bHRhdIzx0aNHuBFFL+qxMJUyb0rgTmSG7Qh04GAwODg4mM1mANO47GazWa/XuCPSLzLRIWCxpnOmFeCbzSh8gyTUNf6LFlpenzxI7hoFqXqudruiWDpvpGyJm/lXE3pbYaWJvIQXTB6AS2zND3B+VIKiJxKJss1Fawl5lTNm35p4U3w7isnGnPRKPLNJnRtAdhJhCV1NOn64Jsa33wmWb+nw+8IPHwwG//N//k+rVu2jbRV5V6tW7Udgd+7cwfrKfCPmMViI2Nvd3Z1Op6yMY2bBE/YhezTwH8qOWC8ikCFi5nhad7opwLgSA27oPIcgcCfueHV1hTv2d+0VGgbPMlHAceJLZv1jHr3kwZEDqR2o/C65YQXf5ClpgFyK3vgnfonDkA0GF0SRcBPKn5wx4zX1AP43xoiQVgyWeS0e5u1GV2A0Y4yz2ezmzZtA5H1y3Zy2xzQIQi2bYG7ddlBKmDivQMaNJ63jdRRt64naniCwPgmzTmSvf+J9zZG9/ilIDk1OBvRAJ6n6dC61ngFQGwM4q33CJukTUUnPd4ruaHRltj518SD9/tdu578YU8J0hd30bThVCr5f26ypTtgP6Bwe89//+3+3atU+8laRd7Vq1X409vzzzwNWkuICH7y7u7uzs4PUJeSeg6uu1+v1YrHgNjrYXOA/Jgg32fpnLhQSwCR3k5PE5GVNqpAoz4dbM6G1yh6IgRRJAHOgPSHPtI2r4XmD13lpJAyxAHCKNRvPxJeED0bvEW+RmmWebxaMZDfGGKHMRtUbc0eFhdatJzwg8jYv+GK+dcA+YQnDi4uLxWKBTQn6FRALsUvxWfHr4wAujFRulKzY7GH2UpRQWn6TeqY3bXoifnZ7yhXkBTrXK+hf9Rb0l9iM2BN8N5JqkGBXp0GMUSeG5e5Kyr21osdMXBdOElh/gnHEtXnqlphIiSx32NhFRPnp8SLyQZ6zn+8ddwOapvkf/+N//AW/INWqfTSsIu9q1ar9yOyFF15oPVUIIPJkMoG2m5ibhf1Wbix0l7xSOk5hCQ+FR9zRxp9UWk1USvBNwjiKMjtJKXUer8C0uGmS8uAUrijIVkrSzMjzjcdjAGI8CLpICUgTeMrPfMztdtt4BRMTohSWXGGyXq95/OXlJZTZxGqgM6mrth42bdt2tVq9+eabDx48GAwGq9UK4Lvz2u9t215cXKA/T09PN5sNEPlms5nNZgSaAy9Er/6DPp0JdC7+pIiNQ9PlaW06zxiteLpAkyaA1WTXQk+h/oEos6DGo0ixQ48v1+9VSkGky7tj46UgtvVBmL1be4zPm3rp3jknt1IZCnfsJHM5PYHohW/67oHJfoL2QyNZdJTUx1+VvWaTcE288n0Wn85D1XZXq0ar1eOrVav2o7QXXnjhjTfeIJoBcwwCNbi4FsIGlj9MQk6bB5PhagOv+q5kp4KVAu2Rk44xLhYL8y174EhAJfDr0C0QqIXccPckZGpy2Qn/i9ZC4AEUxWTk0bOqtV4FE/eNPQG09RAe/ps8NXiBU9mfXdcNvBQRemw0Gu3u7u7u7poLspl7pPBeiBGHw+Fbb7315ptvnpyctG375S9/eWdnh5sDSHARQlgul+fn5wipxCNMp9P9/X0KXYDJ4HKgQ7QbC1xO30mf1wQ045jGpfPsasV8eDRcv8D3/bGjsW/1RJ4e8qQixdDwGF4EjeSzAGej2cw5gzkTc3E2roCBU1m8Nj56kfmQu4K4V+EosjHs1egqo+hhqexPEweDA0o23XLmO0qGQejB9HXTLRr2iXmqQSL+//2//3d/LKpV+8haRd7VqlX7Eduzzz77T//pP01e6CSEMBwOqfFgum7gEvKvoJ+ZxwP4UpGu5oemkaIjvZdEX7Fer6FUJkBpXPANGDEcDklSEtlQTcur8bOqVpKn3wZMAbDWDNwmMZ1AWqAPC8QJo2/A0wluzAErMLR5lsbhcHh5eRlCWK/XwFhHR0fIg654jmJ3oivKAE5OTv7gD/4AbsPt27fH43GMcbPZoP7ldDrFs9+4caNpGhzWdR169amnnppOp4PBABB/69XRlVjFB3QydjPMg0fJ2qJ55toGJkpvJNIxuMIY38AnKSo+mmiOU48Rtxx26xBw/qiTUwD0JDsG/S/pS9Adil6+EaPWSPLsRgqw41I4mF0XJG9mkEBMfkO8rvA3uhYfzYAoiNdh0kATD0cfkMql4Gw3nCjOZE4htqTxQlr6duCCRN5m9r/+1//6Pn47qlX7CFhF3tWqVfvR2z/6R//oN37jN7gHDdzM4nZF6KEJk8eoR/CpIKfNrE/aKbqyXlXw4PrU+XyOovSMgKTchWqKTupQ8i7BZSoKvqPnX9NvqE9AFRsgnuByamqCgcIV9ChaUgDK/iHypulTLxYLIHVzaD4ejz/1qU9NJhOtZQN5PaE841/R2r29vbOzs49//OOz2ezBgweLxeLRo0dd1yFd9+7uLkDezs7O+fk5RwEZBm/evPnmm28i5hIkNAYLPg+hKkJa0e3Y5WCH4Km7rkNdTEBGdCnHgliwAM2DwQBKG8WsBQovSOuiA3UWqfKEs6j4V1U6iuN5ZSWAdTop7G6kTCkPSxKymcR1JKfOaUanVI/UlicPfki5vohpTNilUVJxBxdTcbsGgRnmQiY2hufyzdVXgNMVj1y13dWq9a0i72rVqv1Y7Nd+7df+1b/6V8HVBVRFM4RO5dfWgxfBE4YAKzPAS1EpTiT7qLDJJBgO0mSFJhBeg6xFkwANm1yNnZzVJnIKss9OwW50QS2wFK6pqB1Y/OrqSrNVsJ3JY0DBGUP1To07jwE4Y4mTlNJsNhsOhxDtLBaL5BTpxcUFtAGd53im+MEEIG632+Vy+eSTTz7xxBN7e3unp6ff/va3Ly4ulsvlm2++iWff29t75plnbt26RdXyZDK5vLwEsB6Px+jD0WiE6Ezm2B6NRsvlEo3HVgCadHV1BS8Ij4wRpy9EejXJnkAQHp1QksPBodeDQ09/wi91GoRcv8Gh11nEw5o8P0nRQkWchRPIZmN6QJmDKYH4BwXBlktcFJqbi+DpbvH6OgkbiQEgONYWwmlhZEVxC8pLBoMBJgw3W7hZUQRL0IJsYXVdVxMIVqt2rVXkXa1atR+X/d2/+3f/5b/8l8PhUCvk6ZLP/xLcmNO3XMsBVZm1g+C7QN7K3vFcHAAKlvFw+CscAGBBQHzNRMH2EPPBmjzzg+W52yh3wTeM6QTMItoGSIqi+QYux62pRyfjqw8yHo9xtfV6HUKAsCSldHV1NZ1Ov/CFL4zHY9SbBHiCeiR4ervoCRYvLy/btt3f38cuxGq1ms/np6en0WNGT05Ovvvd7x4cHAyHw5s3bxLtrVYr+CpPPfUUNhMuLi5AV2MPAfoTM0OK6OIZd3d3b9y4gVat1+vlckm+eeB1l9BXq9UKgbaFe5aEve5PIbsOfOsIFhdh2/gny8G3zsziyyTScKL/lLPpf/73gN3qJil47bcHXcRwCE6zKIUzO08uRL+LjwnDHTW+U3uGghnCd32tiNo12rLfJyGECrurVXuc1dwm1apV+zHa3/t7f6+I4oIeWhGPEocUrUYvEBM8Fg35Utq8tIeJcDY8xnBT6h8IrLGfHkJYr9dQubR5omXiJOKJVpLBBWcftcil5ZoEXiR4mkWiasszaTCHILlz1aUET5kM+h9aeQAjzbF9cHAA1BtE/suLABZvt1uI7OFyjEajxWLx5ptvvv322+DUh8MhsqovFouTk5Pz8/Orq6uB10LCXgFU3bPZDNcH746WW14MKHqE33a7PTw8/PjHP350dDSbzRh3yAckzb+3t/f0008fHBxAJwOgqeBS8WLIc8Xwy/5hfZhYDEEx6GrKH+sFk1DvajheMTEPZm54XEGp9JDHLMI6KU6J3mYmb8tFVrBWkrdo9wYpnITZrmoTzkn0OYE1T8QgBgk8aHLT1+0P/uAPrFq1ao+xynlXq1btx2t/5+/8nX/xL/6FeYYyMnakKpWrowoW6z2gHiWqoFEh21BwQwBhebZjBV7g3SeTiaJewBR8IA2p0McETxcoDYeBAizYSlwQUBL8rqLt5OntAKHI+OJJicCSiASCV/NhoNvu7u5oNFqtVkgFOBwOn3766aOjIyBmlIifz+dmdnx8PBwO0fPg9YHOwY5vNpuHDx8+fPhwPp+vVqsQAv49OztLKYHPJto7PDycTCb379+/vLxcLBZIb8JU0K3ULQou6TZXHu/s7BwcHIQQFosF0DxaFTwlOfp2f3//F37hF46Pj8/Pz5F0hbGn6HZCVRNAbD16WGGx/rVgzRWY6vd6KdzlcULw4hYmRLuG4aoLpzsnmHLUUymS5lkITtUXhLMxSkQBt1x4/QLNMxM8p3QrFew5+fGmmOQFIs5uJcN9yBUsHIhaLqdatT/fKvKuVq3aj93+/t//+7/xG7/B2i7YXldcS2rNRNMcPQAxeMqLlBLyM5hAK6JefM8vKdjgZRGQh+x4CpEJyPoyEqXJg1PIIS/mx2+UqjSv6kdnQ58lebwj2GLu7/NqMZet81lUAw143bbter0+ODj42Z/92ePjY6QlMTNUwEkp7ezsAGSbgK2UEsDcYrEA5m7b9uLiAg/y8OHDk5OThw8fomHQYQ+Hw52dnaOjo+VyiecaDAZHR0f3799fLpdQckOLYrk8GnsCTdNAXnJ5eWlmqJSpumT0zOHh4VNPPbW3tzcejy8uLiCngTNAh6r1NJGWY1mVnSjC1olRfE492ZIeEHz7hf1PXNuH7Nfib51OmGzwIpInWVeqGEbvK+T6jUYS6bBuTr+pRNXaMMhLQi6I0s0ifX00cyWnCsaLdDvBfeMhDWhAZburVfsLrSLvatWq/STs137t115++WVk2yA+UKyJtbz15N8EzdTCRi+QyaI5RKKERMGju8gx673MDBgOJWCiBKWBdu2krjvcA8uVCYrOlZ8mMCI0J3ougt7QMBwGrQt4X5KR/Lf12kOWZ4LT7f7ZbAZ19VNPPfXMM8/Qnbi6uloul8zhiFQkoMOp+UHlnXfeeQf6k/fee+/hw4c7OztIjTKdTruu293dRefg+67rAMrBwo7H48PDw4ODAyQnge9BuQvbTKIdbkaSRC7m6dtxmJldXV29+eabn/rUpxCgiVJE5Lk53IUEWUGz9WB34RH1rTg3+BZKAbtjL51IyLdZChjNz/wQ8zzlnJxRaqlS7857RU8dQ34au0AMnOXOSXIinP9lLkheuf902hJKhpK4rHgf4dSxVfRzODoVdler9r1YRd7VqlX7Cdndu3efffZZpitR/GGyRz8ejztPGm1moITNucDhcAjxBtAbMzAoHi3QtlJ6wNMQaSRJ3Y2/Ri9fwgo+vKxiI20MTizAFnhifIOkyACdJsxodFm5SoFp0fPA8KbUn1gO6YDJPvOZzxwcHEB5ApvP5w8fPnz06NFyuTw6Orpx48bx8XHr6cCRiuT8/Pzi4uLRo0cXFxcPHjy4vLxMLtpeLBbAvszCPh6Pz87Ozs7OwJGfn5+DFN/f39/b2wshLBaL4XB4cXGBeNboufMQYjufz6EUj5JZXB8NFP7bb7+9v79/eXkJfMlqMpAYmaPJwmHru3MKizk0+qfHYWhzeUwfdps4Qo2o+fVSJslqeHF+5iSkqIk9QC6Z/D2cTFS75BVAXfcRMKeWTtROaluap0JnD+AdJLGdPNEhfTyN9EWYBN8vwn3O2N/7vd/7nn8JqlX7SFtF3tWqVfvJ2RtvvPH1r3+99YroihXMo+gQ7wiIxiqM4LlRC53BXrgOQZ658mQ0GjEaj9BZaVEmuiaPruRilHRvyt2qBjeIAjsIKQ6kAk225owD+jRhCul7MI8EsVRy3rrAc7w1HyfGuFqtPvvZz37pS1+aTqfr9Xo+nwMoX1xcoIrnW2+9tdlsDg4OzDUeSAUI9HxxcQFhSUoJDkmM8eLiYj6fN15chtw8vkfOb0hBjo+PJ5NJCOH4+Pjdd9/90z/909ls9vDhQwhXGskSw65Q7KtUK0hZ+AObzQZ1fFgGUjXKRKvEwSnPLRjzFIHajbQ+7OY3hNoF7C5mEWG35ay5Xlbxd+E1cduEc6aIm2QWIO78KIcN+FvMilYydaKf4fhhS4etNeGqdSsmOBFuHnigMzZIPSP6Hjj9v/23/9bv4WrVql1rFXlXq1btJ2rf+MY3vvrVrxI+mm+FmxkJTiBXM0MWDvwViQUhk0VwnmqjybBar9iHifiB/wWhC6DZiIyb2/rmKmScQiWruYiWtCUfjd9DF6s1HZumQYrroppgkCKFjLFrPIqOQYqNhBWaQMD1en3jxo3Pf/7zw+FwtVpdXl7Se2nbdjqdmtnBwcHh4aGZnZ6ertfryWQSYzw/Pwcp/tZbb52enl5eXj58+PD8/BxNOj8/h/sxnU6Xy+VisZjNZmdnZ8vlEjlVgMUPDw/RBkhNDg4O9vb27t+/P51O33rrrfl8Til5IwnOSe4qRU04PhgMTk9PT09PUUoTIu/Ok39bjlzZvZZDWwJEuy4msiDF+4DYJN63D7vZbKJwNgB/1TBT3DeJ6j24ICp4fkwts8oNEJ1v9DSIqjldeX2y7I3o0VWuHSUQmQ/VelF6E39D2xklDBToHBOY2R632+0f/uEffh/vf7VqH3mryLtatWo/afvmN7/57LPPKmwFgWeOe5gVxAQ5MdNZdH22eY4UUHohzxrRSFIUIpjg8uvgJW9o5MiTV9uOXr4+uSKCl2ryGM1G6r0DeUNZQeyikhI+mjkKJOPIvM4kFJXZxSnsN4C2T33qU0899dRsNgPNDNq4bdudnR1Q+0jn8p3vfOfi4mI0Gm02G4RIppS+853vnJycLJfL09PT+Xy+3W7Pzs42m83Z2RkobTNDTCQlwqPRCBGTCIJcLpfz+XxnZwePNplMkDHQzE5OTi4vL6EYYYAs3AwMNx+kcH7m8/k777yDUM7VagWdAw8w2cdQ1tkEDRcI2wRz658sx+Ucfc0DqPGOnCEqRIl5LCxPhItIIXUSRQqvr3p3kwqXLOeJ+zYuvMF92ZgCTJPqRjuR9x0xuHAC0edE2JxdRU8q06+Ts8Dl+Ob3f//3f5CfgGrVPsJWkXe1atV+CvbGG28899xzBaAJkjzEPP80AChht27f4wPxSiNqWsAI4nJy4TQyzcwrgqhB4nXQezysKANJFELakm1GkmxFh2YGETOgvJLx5miPyL6TkijaZpNq84CDSGlycHBw48YNHIOtACBmCE5w64uLi8vLy7OzsxDCeDx+9OgRsvU9evQIlSzn8zkkKBgC8M1Qy/Bh4VGMx+Pkwp7tdjscDvf39/Fl13Wr1QpV5QmsmTFQufyQR5SaVE3HHRH3CT+EY6dks+XoWb/U/+pUSTkLTqzJSUhITSeKU4Wn67AWxLZePIgYKfXkKMGVHnRI0F0IJ00pwWXSeRu9WioLLenEwDEMP2Vvd54KHcNHL6Jt2+VyGTx1oEl+RiY2KZwW7TF2SBWZVKv2A1hF3tWqVfvp2Ouvv/7iiy8mSaIHZFDwwTBNjdzk2lniGALE4PJTgNFCDlvwfCStx+MxBOLB80UwsTEcAEZDmiiJSRDiytPpFAJlwrsY43q9Xq1WkMewYQoQqRMInnOQPYAPnRSRYY8hqd8nP/nJ2WyGiu6LxQIqeRDb9FhAG6Mr0AyQ3DgMR4JSxcEIb00pfeYzn/n4xz9OSTr01svlEl7EbDZ74oknJpMJJON4KDzdZDKZTqfj8Rhieo2J5O4EUseYI0uCVPTSgwcP0Nvo/NRjrxUKm2TfU/CdRBNij2e+zctDEnGSqOYo0N+gp6fgm4/WeUUhTgwdzSTeo+o3zFO2B0nvTYI55iVdNemNiUvAdwceVPDiROZhqeS8MXzwD7V/+KHx3IVBxPo8AG2rIZXVqv1gVmtYVqtW7admL730Ekll4hXiJzMDXEgeVUkjgmk8ox8LWybZH4+S1Y6MIElWXhzcNiheqimCc+04Btdk9UETTQtZQwijh8PhcDjUALXFYgGxstLYCiWJbNADuIu5RgVtiFL4Ex+m0+kTTzxx48YNYOXVarVYLC4vL+fzOTj7yWRCQTmus1wuHz16hDQmy+Xy7Ozs9PR0sVhcXFwgC+Fms0GZm9Fo9MUvfvGv/tW/+ulPf/ro6AhPBKk9ofkzzzzz8Y9//Mknn9zZ2QHZj1EA4gRjPZvNptMp0XMS3poHFzg4Sl4OdAvPKoxMrc6ZkLPj6TrK2fLNBNLwlqfJ03M13JanmIB1nRUcKTpa7BCd/3xknMtRZgb0kDP3mKXaXQTl+l4Mh0Mo77H9QtUKM9uYGbJManrv4NERSXKN81ViG3DTCrurVfuBrXLe1apV+2navXv3XnzxxdYrFCqesFzLy++j5OHm5+D6abJ9uCCxDhA2sGOUSDVlKJkshQFkXV440MwQNag4HkbsTuiJuwNz05FA8Gj0RIoFtAINiWcEFUrxA5lO/GmxWBwdHd2+fRviECLvxWIBsnlvbw/p/y4vLzebzWazQU4SQPPNZoMPq9Vqs9lQh4CczePx+Itf/OJf+St/5ROf+MTBwQER5MXFBdD5dDr93Oc+96lPfWpnZ+e9995DIR7iNthgMJjNZvP5nNsOyt0WimEqmHXQlcdNwlsrWKQPE4TPDj22u+ht9XyiS/B1NLWpKU+cwhn4OOYbt2CnmSs6gsQhFE4CfRUzw9yDIl9b20myeRW6BDFOP5LW9AToCoIIZwJBpfnNfQAGG2jaTd6uwu5q1X4Yq8i7WrVqP2V76aWX7ty5Q3SrKEehkqJwcHKKCUKebAQodrPZEEkE1/ISAuJPxJ2ER4iPRH0ZyE6UZScdri6BmQFSE/TEGK+urhaLBeUH5CYVmtMKz6GT2igpz3RB4v+pp546PDxs2xYZuJHm/OjoaDab4XgoT0B1Q4hydnam1DgEKog0RVeY2Ww2+0t/6S/99b/+15955pnd3V3znDNIE47ozJ/92Z/93Oc+t7u7i17CwzJZIUP3oofxUSMRReBeDLF+WYy4PT5tH/90LfjuX6q4He+o6FOHVV0F5cIVfNNt0Fhe860GTEWi/CgBCZ0UN8X3jPoNXnjScq8DH3g8/supq+G5SXJTgkS3PPFL45G+6sdyKnKKFmKY//yf/7NVq1bth7CKvKtVq/bTt1deeeX5558vODz8ST8DNID0BQ6AEYI0kqKE/yYPngtCqfIsEtvAzeCtFdaEECBHabySdpK6NgDx4Kqvrq7G43HbtoinhPa6wJfJQzn5XGwzW05vwYQ6RfAiINR8Pn/qqad+5md+5vj4GMC3bdujo6PGCwy9/fbbDx48WCwWJycnp6enjx49AuF9//79pmkuLy+Bj1nfJ7m6YzQaffnLX/5rf+2vffKTnzw6OjKzxWIBmh+KlOVy+YlPfOLTn/70rVu3Li8vT09P0SFQ1Cg1C4hP5r4YVsvBtDKvwSNZOQrknouJUVxK/6q8uGLxJCIfvY4S20rxXkuoF8cH56QVv5pDWKJejj4UTfTENIwyhMBUMHh26PIZIWCue2H72UVFlyqHTW09roz5CTU55gwSoah3gQeB+h/vRdM0/+k//afHvsPVqlX73qwi72rVqr0v7LXXXvva177254Cz5HJb/LfYBG97Ja+pmlUQZpLqwYSC3Ww28/ncvIhm8lKOJqwz4HIhaEHWtuiJwHkRyKY7r/PHOilsHoUWJiQr8RaSpVAM0HWd8qaTyeTpp5++ffs27ghvAYKTGOO3vvWt73znO9vtFvg7pfSd73zn3XffxZHIW9J6vnMNSE0pffnLX/6bf/NvfupTn9rf3ycivLi4QF2e5XI5Ho9v3bp148aNlNLl5SV6ALXowbujGUj+3TTNeDxmUnZSqiaKC3POFRsUjeSWoXtj1zHZtHCd/oTf2GPAdxBxCIeYHXLtNUNP2cIh4zBRxdF4QSU6cjwLxLbyzZzz3NzQGvIUOEWJQw3OXnde6ZPKEHoCmEXE7tx5ANROHrIJ3wlaFz41P7BPKuyuVu1HYhV5V6tW7f1iv/7rv/7Vr36V2Ig8KEEA0thBJ13g6ZBLZvUzEJV5HhJVQQTJYrFcLqNHNDZNQ7raJKUD6UCAmPV6DewF3Im7APGv1+tGQtMIyBTwNR7Yp3CQz9tI1XSUv1ksFgcHByBNDw8Pd3Z2Li4umqaZz+enp6cPHjxAxpIHDx6cn59T1b3ZbN555522bWezGSAyQxvRb/AQttvtX/7Lf/lv/a2/9XM/93NHR0dEydCTQA6OxiAzBmB313WXl5dIJY6nNrPFYoESmJPJBOcul0tAPbgr7Ad+ADfMFITaCSb0s+VUN63vXyk4th747l9QmWzd7ij+tTy9CXniPvhOUsK9T1HjSen2kCxXnwGD3nlhHX1MfTv4JVui6JlJMzmjOq9kVDhCrWSQZIOB3ZumqSKTatV+VFaRd7Vq1d5H9s1vfvNXfuVXiMYUfOMA7MVbDqoKNEbmD4DSJGEF0AnyXpPSw1mAtkjHAZiosM9ckmHCWwMwEcqwRneUBBe0xvXfSppq+4mB+BS4ODwBJGBGyObR0dGnP/1pQFsUdX/48OE777xzfn7eeTLE2WxGkD0aja6urgCCke3bvD4oM9B9+ctfBux+8sknOy9/g7MA/iA1AUW6WCxCCPP5/Pz8HIUzoxfHwV3Yt2DE27bd2dlRzAdfJYlhXFKumkh57SF6UP2Zo73HjRG7DnxzIPo3KiaSfsPrmFnXdQxYvBZ8N5L5hJJ9pisB4GY0LS/O2/EU3TYhpI4SEgpHNEkqGAYVhDzSF4GVSWqIIp4BByCfZpSoUHUa/+t//a/9Dq9WrdoPZhV5V6tW7f1lv/Vbv/Wrv/qryk3CCMeV4LQcPFlekQffU8JB1EI9tCJg/Iuq8pPJJEiOCBMgUmQ7UW6VZTgV5Cm8LnTA5Bf7CIxPAWgFlQjkHIvF4gtf+MLt27cRHAkeGhkGd3d3EekIfQiK5pyfnyNVublSJcaI0u5s8xe+8IW//bf/9uc///lbt26BBUdLgPCm0ykAOp8XsZinp6fQkS8WC4hYAMSRdhBpv5fLJXYqgDXN6X9Q6WYGCA4fgxAzSmoR9r8Sydcy3/R5+i5Tyvny4htF2MXnYnaxVSSq7TrwzSOVRU6yrcFJolOIz0h8jB6D62Uix4cypG1bxBVwYnP6MYyy6zrk8yHs5k0nkwkm/Hq9RuVRpl03ycRS2e5q1X60VpF3tWrV3nf2m7/5m//wH/5DBbVEXSqK1QPIm5rQxknk1MnzdhdoWO+bPHQSpCahuVLXSbQKgK0maSWCly8hdmx6MYKNpLbAMQyh65/CBx8MBsPh8OHDhwcHBz/zMz+j1x+NRgcHB0gjeHZ29ujRIzCa5+fnzBuI64Cx5r7BdDq9vLx84okn/sbf+Btf+cpXnnzySZCsQaLxkBQlhIC03JvN5s0330ROFSBOYOuu6+bz+cOHD5k4BWlVkBoc90VIHy7VeYkckxwgJvsVRL2FN8JeshxJ4wPl/sXgKo7vO0UF6tWpVfhm2rDHgW+FzuoocgqZJIvk/FFBlLYKTguqWsLQ2zgYjlZKCWEAUbIcArVjFKgUb5pmOp1yOwU7EkUidn1xfvd3f/cHfYmrVat2vVXkXa1atfej/bN/9s9+9Vd/FZ+D5I4gEi2ATvSgSQIUM2N+boLUQkqrWIpALXouNqLV4HR16plJxhXmqTCnXUlpU76s2ItPoQ/OvxYgDAqZpmk++clPfuITn9jd3T0/P6cwAITlfD4/OTmZz+fz+Rxsd/RQP6jD2badnZ3pdGpmv/ALv/ClL33pl3/5l2/cuIEEF7gaYLemQBkOh9PpdLPZPHjw4P/+3/978+ZNtnm9XqNAD4ryQLSDzplOp+gTIO8QAuqfQ3/ceAoa5tAIj9nQ4OdwHdvNrgu56Ll/fJL9DcujAqxHbBcTQ9H848A3Bf3E3xxKnWC8WvR0hDpJzOtH4nsWHzXfckHWSwwNro9dGpyYnGWHE4hQV0wDFNkZDoer1QrDOplMEFLMF4T9VmF3tWo/DqvIu1q1au9T+83f/M1/8A/+QZKS40TeJtn3kqdoCFJ1hSiNHDnhlCItYikeT/QD8E3YTYKWWSYKMXfhBqjSl1fW+xLkEesQ8XSePjw5B08YN51Oj4+Pd3d3AZugvQaKWi6XDx8+BN+MvIHAXnRLIBEBbrtx48bt27dv37799NNPP/3000888cR2uz0/P9/Z2TEzlOGE8F0Fx6PRaDwez+fzt99++/T0dDKZQBH+6NGjt9566+Tk5NGjR6TAwcsOh8PxeIwuGgwGqK2YJCNHSmm5XCYhiS0X3wMvmlDjnBLak6oySqLiUFMcD+uk0FLI6/hYj/NWu5b55ixqPLQXngZLn6Y8BsDEUdR828TreC7sD6BXoTCBo8IZMh6P4ZihbYDjy+Xy8PBwMplg6o7HY14Q+d1R6oiBrZRgAX9X2F2t2o/JKvKuVq3a+9f++T//57/yK78CMYZu9AdJzUFAFiXhSZ8rNTMAC37fSF4/Aj7lqpnnrvHMgEROBOiNZwqHfoOaE+slim48p0qbF+xMkv6C2IgIXh8E1Q1/5md+ZjQaIZAROUzwAcISJBZE2jg0AFoRClpu3bp1dHR0dHT0+c9//oknnphMJii+A1Yb0ZCz2SyEsFqtNGYUyA+P+ejRo7fffjultLOzc3p6+t3vfvfi4gJ0u3lgJfuEsG8wGKC+ZggBJe6jB7z20w7CoHFvvIQn8qvgT+rMEC7Tv9Jxv/ZLzqXiS51+2vn6J6J/Bd9skgqcYFTdMFuiOhhBdlSCSF908gSXndAxQ7dst1uMy8XFxeXlJTZ5GESLZDgHBwfIEYlmnJ6eojF7e3uDwQBy/MYTO2KIK+yuVu3HZxV5V6tW7X1tv/Vbv/Xss88qjlFca2aAd6z21+ezzYlD5vDmdRTvmkBeokDkDSTtbTknahLVR9aQpxe8JklxoivVBFMtA4gMZK+IHDDr1q1bTz/9NPwHSHhNiHMqOmKMqNwOHTAuPh6Pj4+PP/e5z332s589Pj4+ODgIIezt7e3u7rKdiIYEfMeJuDsLDAHzmdlmszk9Pf32t799eXkJ6h27BFEKr0BADAZ9NBqxQAz+BJoWOBKC4+QhgHgiHINxIe7EwRws7eeYB1/qMNl1ou0kZHnn5SRhUQIlTaA2r1aAb04ndQZwJJwWPrg2id3beHQBLoiO4tRq2xYybjz7er1GZ2LfAJki4ddx9wDE9vn5+enp6eHh4dNPPz0ej1er1enpaQjh4ODg6OhoNBrN5/PFYmFmSJKTUhoOh//xP/7HH/BdrVat2vdgFXlXq1bt/W5vvPHG17/+dQVDwfUnxLvANzyFwAigljngYBQzmCfnTjkzbVJdBYzgYDBYr9dUAhAFdl5tRxUjSZJsFBIUJp1IroiIkrOZyKw4y8zatj07O/viF79IMYyZQbOLpwOdyQJAfF7w38Ph8Pbt2x/72MeeeeaZp59+end3FzBrd3cXvUd/JnpqPLQErDO1wpCRjMfj6XR6cXEBUhxZVljMEp0zGo1msxkwIuQW5K2xn4BxQRpEHAM/R/uqkUIzVO1zn0GJYeJdovAo8bgFCg+iUUFXN7ngu5EsJZajdkLqPj8dPKkIfS3zFIHoN3SR5QklOWeoWgleiJ66I14KfzKzKzcMYtd1Tz75JA7D7sfV1dV77723Wq1QRGkymUB//+lPf3pvb288HkNzgmnAPYoKu6tV+3FbRd7VqlX7ANg3vvGNZ5991nr5TMxBEiAaIyPNq8BQiGKS1bvzko2A1CZYWaXk5gCOqQZVjBs9+TH5bMpIlIJVhK2QnW1mORU2m89lDtEoU3n66acPDw8ZxTidTmOMEA8gsDJJpc/JZNI0zWw2a5rmk5/85Mc+9rGDg4Pbt29Pp1Nw0sS7xHwK+MCpMwkgaGlkAScUxnWQPoW9DT03cqEAoydPF4MPwHyW5zKnzhhYE+4EC8FEr2RuAltNWGruD4ReLpHUE43wAOvFO7LnC35aR6ePwtUnbKTITvAwRzLKENAzXJi+AXvARAfFGRUlnhhjBIfw+Ph4f39/OBzeuHFjd3f3/v37mAyQGO3t7UF8jyyTw+HwYx/72Gc+8xl4bij2BNU4WPP/8l/+y4/gXa1WrdqfaxV5V6tW7YNhb7zxBmQnKhdRBhSRZEAk5mUCG0+XESVbCLOgEN0SOUWp2KJkKvbxoVdWYE2mnHdRFjNKPhOgQ00iriw4QxLNk6UQh+HzarVqPNMf6sAjxx8EGw8fPnz06BHobTMbDofAXvv7+ymlp5566plnnplMJnt7e+ChqXtBOnDAQVYRB8xlGR3mCEeZT6TixvVTSnBLkpcfHw6HSHGIpo5GI6hKyO/yoaLUqoyejhqGw5jtDl9CjsJxZI/xItz90GlTuGrqHYVcOESn61pi2/4i2E3srjNEHS1k8VPXrpUalpYrWHQi0T/hvMKfnn766aOjI2STbJrm4cOHoK6jZzvpug4paB49eoQTp9NpCGG9Xm82G7htlPL/3u/93g/zelarVu17tIq8q1Wr9oGxN95446tf/aoJKUg8hw/j8RhcY5KwRUI9k4zdqgfAKbws8bdJBKeZofILFLeEaABP1OmSmAy5cMUcP2maZxMJOCEj5SW8OIQZSFVx48aNIEGfQE4goXd3d5EwGxm4Ec64s7Nz8+bN27dvI5EFkmCoqsG8tiI6DTgesBtRj+T1U0qIEQTyxmG4u2p+9vb2bty4AYQHupeZpFNKUEGYGbh2BlmSWU+exBrVf4g48QHqCCT6oH6dQJZdZ4JWaYTUPIawW3G2OWK2HArrdfSUlKtczOUljdc0RegqA15VPpRSwtip0IiN5OxVTD8YDFar1XK53NnZeeqpp6bTKfY6YowIWkV9nM4L8SwWi52dHSiCFovF/fv3j4+P4cih93DZ3//93/9hXsxq1ap971aRd7Vq1T5I9s1vfpOyE8KdIOJXAiAqqnkYCWygolYqSqZcTatkeXChSPRQOVUIaDpnZXAJatUHQMPQDEZSAqWBq9asecGD7ZAMZLlcIknFYrGIkvcQaOz4+BinozAKyOnJZAJ1ytXVFYAsE3UTfSLfBTwWIkWN3QQKRwxlcFU6/gXzDQkKHmc2mx0dHe3s7ADi4wogYtFgwGWOCwXupJARyTqZTEDMK0pGV1DWYq7S5olBglatFwvbSMxi3/uiI2Q9VJ3ySMrHsd361+QbMjrlOHNwGKhunhIlIT2vyUyCjL7FvsRsNvu5n/u5L33pS++88875+fmNGzd4qdFodHp6ipySwTOi7O3tXVxc/Omf/inSTd66dQsZwavIpFq1n7xV5F2tWrUPmL3xxhv/+B//Y/2G8ItYjZArSeVLgh7mqjMHOo1kgjMPNCzgMsG3mQENEzwRYMU8ybTSybiaQknmTsb3YKNJwEdJwk3ghbwWyM2Hyw4GA6p+t9vtcrls2xZ1Co+Ojvb39wHNUWYcpm3Af4Mk5YieQJB+yHw+BzWLXN14uvV6DVAOxTnq7Ny6dQsi8tlshsZDX4HwPohPwMqD3gbzjSLzzFiCJNPBpSkK99F+LWXPZzFPC4PPmqibQ2yiEcJfldtWbE0gaznzzW/os/VhNycMkTTdvCRpy9XfCJKBkVdDF/FqwRPstG27s7Ozt7e3t7f3x3/8x8PhcGdnJ6UEPT09KOx4HB4enp+fm+d2vLq6AtuN6jmbzeZ3fud3foB3sFq1aj+wVeRdrVq1D579k3/yT5599lkCbmIjYjugImAXgm/d5eeJqg8heAKcjXmGOGJlhWgFhiO0ImfZSNI6BtWZl463HOVT+EukRcw9Ho+RkgIYuvMa74ioQ4NBbK9WK+S7YCbsICWBCnJXhS54IgpI8HRrNzQMdDiyia9WK+gcBoPB7u7u0dHR7u4uAB8cA/YAHh9KFfZM8thTcOF8XnxJPwHdmyRTTRBhPUcBrgu0FknSFCo+Vngd3DipdKeCkaYmnLcerFPIerDbxPviWLeS9kQP47NoOzHTVGrC6d00zWazOTw87LputVrNZjNEUsIBgzgeBUoR1Qq1ydXV1XQ6xRbHYrHY29sbDoe//du//cO+itWqVfs+rSLvatWqfSDtjTfeeOGFF1rJMRJcC4t4QaI6Qhnd6zcBT+StLRdem1OnBfKGTBYi5qJVSmQSc/N0anypfCDmZlaQxlN8mBkTYkDaATiLW3de1Ib4lRgOWBzladAbxHZKu5rrPfhhtVqBzKZ0++zs7OHDh/QfgO2QKAMF6rfbLVyCJ554Yn9/H7Ab5D3KsoBnVekzHsqkGhFVzixyCWaXPQzaHiemXEnCLQLsY/CUVmrKpFwoUoDv4r/mvpA5M63jW6hZHge7TZB3ckGL+R4Ic5Zz4EzU4Tp5cBbvCA0PNgdu3rx5enpKCf7V1dV3v/vd6XR6+/btT3ziE48ePTo/Pz85OQkhwCHBpEIaR3TOv/t3/+4HfPeqVav2Q1hF3tWqVfug2quvvvrSSy8BeTeSA65xC7m8G1ZAN8VbxE+KtzSMD1Bss9kg5wYISB5c3CVKagvyzdpIE+K89UzhEPJCJA3wSn3FdDrd29szyQMNglMJ9aZpkEyQ+mBou0lmk+sFloUQAkiXoBD/np2dPXjwAMwxnRP4AKenpw8ePLi6uppMJoeHh0899dTh4eFsNqM+GwXMVWpvgm4ps9m44Rs8Dorv4F/Kb9SlMUnsiAtiT4Bn4RhUh6Fgnc2wHhbnBoJy0kkiXzlDguwY8Pu+Fd8T8bOkDkeBuxCgpYPITorpGlzTzw+TyeTGjRur1eq9995DRprlcnnr1q2dnR0M7tnZ2fn5+Ww2u3HjBjcr8O9/+A//4S96vapVq/ZjsZKwqVatWrUPkL344ouAmGCLFRgBShJTBhEnKLoqvoFRaUDyO+TBlDgA3LAKBgi1ScfSAC6Dx2ua6JKjx1wmV/cCRPJBcO75+TnuCDQZXPirXC+Z+7ZtoUIhhqN+A/CUOFufCIlHYoyXl5enp6fz+RwRjUBsCLU8Ozt79913N5vNZDK5devWJz7xidu3b9+4cQNV6AGX8SAaB4nuMt86YIJFBpWizuXQDY0cjUaA1OhStJ9PRBdrMpkA9OPg8XjMKM8CNBef8eCtFygtELn1suiYCEJMYLHufugk5MHwWFDpE88eJZCAtDcnA2ejUuzr9Xp3d/fGjRvj8fj09HQ8Hs9mM+4GHB4eQmTy7W9/+913300pYRcixohBmU6ncEtqSGW1aj9Fq5x3tWrVPtj2+uuv37lzJ0k9dqJhYNbWM9ZZr4Q4IRSrwOCaQQrftHneuuBCbUDkGCMBbqFMUMyEv5J+phhG24xviJVjXogHLQSjjOTiSuprs9kVbDkRMIBX8JhFc6Z8u93O53NkL0kpQQp8eXmJZ0TgJiqNv/fee9/+9rcXi8Xu7u4TTzzx2c9+9uDgACIT9DYzZozHY1K8wJpJSmOaMMcI0IRInf8SgmMgcFny0KDJ2YHA6Kjo2Xh9IlDv6iBxaJSDJ4buesWMzAwtZ2yAQnDd62gkm6HlsJsXxHUYvToajdQnVIFT06vKRHfu4cOHFxcXoLdx+jvvvIPNB5Qa/bM/+zPIgW7dunV4eAiFz3Q6ZR2ib3/72z/cC1etWrUfyiryrlat2gfeXnnlleeff54YJUpkJOhSwB1FWmpMPYE4wkYqt+thJEFJVEO8gdMtFwHrB3UDzIzg26R6OYnw5OkpIHROKSFvyWazmc/n2n4Cer2OugohL0LOFtKvoB+CojnJNeWgt3EWYDcE3++8886bb7652Wz29/c/+9nPfvrTn2YOQSJ4JD3EFoRy//qMrWcsQTHLEALYbvwL4ThIaPN8gqPRCLoXxb5gwTVVIh4ZoBaVhnTo+6MJ06BYy5nvJPkfdT6QzE65BsZ6sJtjyhulvHgqoTaaCu+ogPL4BpsS0+l0sVicnJwgenK5XM5mMxwwnU4vLi5wkdFohBQoiIKF+4E9jWrVqv0UrapNqlWr9mGw1157jcCo8XR4yWsWJq9Ko6JhGNAzdQtEqK2ngSO6oqZF70vZSev1IxXZ83SSwUquK/wlfWvuPIA2JnwcDAYPHjz4oz/6Ix5JxpTtN5eUaPXHIPlb0ACgarSEjDK8FGivg4hAgPjPzs7u37//7W9/e7vdHh4e/tzP/dwXv/jFJ5988ubNm7u7u7PZDKUxzX0AdAv9BDSGzC5QoJmtVivARKBntHw2myE1IbQi3GSgJiRI1hc6MyGXawdPFo6sL8q10xTE87L6VxP3JvSE4MWoccStB7t5awaY8hS6Inplyz03u86f/Na3vvV//s//2d/f//znPw+0vVqt4KTduHHj4OBgvV4/fPgQVDciE5BesFq1aj9dq8i7WrVqHxJ7/fXXTUS6MCKzVhLqKSAG3uq6TjNnE60yrVvj2aNJeJP1RCkZ1IgxL8RjeZAc9RKq8bXrwDcMeDG5+hmIc7Va3b9/P0gKFG2YOTYNwovTZ2gkeXmUbDCA4PBMttvt5eUlFBqNJ2ZZLpenp6f3799/8803u647PDz8+Z//+V/+5V9+4oknbt++/eSTTx4eHkKTnVxMwiGgP0B/BuQ9ACIA6EiM9e0BwfHglI6EPO0gkTFyd5Dnbjx/C6h3+iGKa2lJQmwJ0JMoebTTTBAwQXCfnO7D7uIumJBmBg+EM4ojSHcxSnAwroOuxj7Dt771re9+97s///M//8lPfhK14nEMUq0/fPjw5OSEuX1+93d/94d8v6pVq/YjsYq8q1Wr9uGx1157DR8AiTovv8L4SwIgAiwStEkC+Ar5gZ5IsAsEDLYS4Bt0pop3ic6jRGQSbVuOzFqpcYN7IUMItN1Q8Z6fn5+dnaEAYXLdCH2DRkrkKMosHkSPASEKrwAf8Cwxxv+vvTOLley8qv/+Tg3n1Fx1x+7bg9tTbBNIhEGAsBNAyntkJYIgEgUJOg6JHTPlCR4hIJyEGDuN7cYgiKIoCCexEhNsx2BhEgiQ2CaR8RDL7bZ79h1rns75Pyy+9d916radtLtvt+/dv4dW3apTZ6pqaX271l671+ttbGy0Wq3l5eUjR47EcTw7O4tq9/z8/K5du+bn59HLiMRo8esW3gRRFmdcMoq+kOkQhdDNYRgWCoVGowHXOMdtYoA8PfowaegaNiI+cH/g80Y3oVNtr/wCpG67TBa2RbW6BioqZ7r8nHr7NNMfrv5YsfYYjUa9Xg+/P2h3PpV9qieV30/chyiKVlZWjh07dvLkScS3l0olNFzClM9bkc1mH3vssXP+P2UYxvnFlLdhGNuKT3ziE04N7qbO1kJZm6rHflY8uyTxxrGadKMFFsu3btITDPEqqr4+LfQTFeuhc0Vo/03pQoQ3j0YjNB2ORqNnn3322LFj4/E4iiIU6Z0ydicqUIVny4Ny59hg7MfiMNePKnk4HLbb7WazubGxsbq6euLEiSRJZmdn3/rWt15//fXQ3HNzc+iqpCsmnox5kclWRV2iZl2WRVxUu2u1GuQjeyV5D5mUQncQtT47LBmrom9F6uPTFetNFyd6M5n84UJUjTy1vd7P2WS3PhDEMT8Ifmr4pPC5oCNTfGmcp4GPLEmSQqFw/PjxJ554AmMpoygqlUqI7uZvCNls9l/+5V9+qP85hmFsCdZhaRjGduOP//iP//AP/1DULBvxCpWBHjQ3u8m4wOQsXZiiojAop6C2tT1AQ2u1VvCxzwRkbZUiD7Zm7pzLAEyMD8NwZmZmY2PjxRdf3Lt3b7ValakJiCmphz+hiXFQPk/BN/ZB2tR56MODabjX6x09erTVas3Nzb397W9/+9vfjkGVlUolk8kMh0PY0DudDh3SuJPsa5xeD8DYA/8xVHsYhtVqtdFo5PP5QqGAC2cxmFenjfiJbzwFVN64IlrAU3k11OW8z9MF6WSqs3bTr8HZqt2iyvzaspLagF8epP7hqyjeth74lBvcXnyIzifSsDsTW0LBR1GEs+JXFx76f/3Xf32NazEMY+sx5W0Yxjbkj/7oj/7gD/5A1KBE8T2X0GfilZkOchYfns2i5tiPexQ1HEfUJBfIR23M5X7wIPY9i9wPZCUkIMXuWI0w1DV7CFmI7yAISqXSkSNHLr/88re+9a0ZP3yHQpOnTbEL2a2FL7U+tsSfsXKo93q9TqeDtJMTJ07Ecby0tPS2t73tZ37mZ+r1eqVSgaMaAnfsI6gxLRKXBss7PSH8CIIggJ4Wr19Rly2VSqx2Yw2g3Re8RqcyE1nMhubWnyCMJYhqcb6tU6tS/UPEpuJbv+qmfu5ICdxpbc3NYp8UOf0q/u31epj0PhwOtRc/8T+GwJAjqmlYvBccdwafL3sr+bNAs9kcDoc/+MEPXvd/imEYW4y5TQzD2J4g7YQKiTnK9GGzVo2f7/EqNmZ7pS5m4yVdtGZhkiYWlHLZCBj4uYwsTovvpaPfI/G5Kzxz9gjyJNEgCDG3vr7+ve9979SpU9q/zn9ZAudRYF3gkoA62/mwDhi7IbjX19fX1taazebq6uoLL7yAmYjveMc7fumXfmlxcbFer5fLZeccgro5bhPVeopjlPmTJGHtnCcTK5MPbk6hUKjVarVarVqtFotFSuFA5ZGLCs8WERqgaaiIVYI770ms8hYDH90oU8YSmbSdbArfoh/IWWQ3K/ROBZKkdsW3d7tdpLOnzgTXiFun3US0RfHrgbUHPpR+v99qtVZWVtbW1kx2G8aliSlvwzC2LX/yJ38S+AHgKEBCW2uHxng8RpoH3qJLpCysUmCxfMt2SV2L1VXqWJme4T/mcam/UXRnr2TizeKxyl12PtCDFeIkSV566aXvfe97GIiInkVWsikx6RimZ4M+EJ3VjRI17B+tVqvZbLbb7bW1tWeffXZtbW1ubu6GG2648cYbd+3aNTs7C5MJh9rgQa/Xa7fb4mUoliK4UcPhEEsR6HvmbNBWDtldrVYrlQryOjg9nqPj+VlwLcQSPocyRlFUKBQQY4Jbwco0C9jT8ppmGFGSN1Xk1t8H7hNH128XVcx+DfFNrwsvSkRovIkn4deDKz3xwp1OHvEJmNryFATBiRMnzsd/IMMwzj+mvA3D2M584hOfiDcLrAhUYqD4ArCWUyy1anHm/IxJxnLrkEHayjFrPfYDL1HcpcslUel74nvmoKGpvFMdnM47g7PZLFotn3nmmeeffx7FTghcGK/HfmpMSiPyT8jxgQLXgnE5rVar1WodOXKk2+0uLS3deOONN9xww8zMDBO74zjGtehGzG632+v1uGYY+TnzOCuIdfiV+bMA5rw0Go1qtVqtVsvlMlsDIdxxYolK1tOqlMsVEYFSFy/6ub6iuk0mfSOpQrU7i60/Jdl5S/nqtKZ3ynafEt/86Ll44+npJUqspnXy3KjXZbLWrj/cwKcu5nK555577o3/xzEM4wJhytswjG3On/7pn8pU6AR0j7adsFqsNxPlyohVUAZ1GBU2LSIAZd3Ez47JZDLIzqMUG0/OUeeMFVFtdrrvkxVrHLfVaj311FOvvPJKqVTKZrNjPxlHG9NFST3sH7JYRNA92e12sUjo9Xrr6+tIMnnhhRc6nc7CwsI73/nOd7zjHfV6nTl9/OkgDEMR6Xa70O6dTqfT6aCqDVnf7/fxKg6NByyTO+eiKJqdnUWMIEwsKHg75e0W34aIP1mbxw8ChUIBHxwmaCLNA0GEnCHPBQzV9nSpWP8QkYICVxeq9b1N1bnjyXQXLb61+tfiO/Hpgf1+X3zO91hFwusuYb7KvcUqgwWX893vfveN/ocxDONCYsrbMIztz+23344Hup7t1OjKOI7hOUkZCSipoX1R6BUfHRhPBoGj5spSKGvY2EbXyEXNSUlU9Acb6cYqUDzx0YfitWAmk+n1eidOnPjWt7515MgRjJ7BG+HoCFSwN7RvzyO+ixS5fuPxuNVqnTp1amVlpdlsHjt2bDgc7tq1613vete73vWuubk5DpLEWdEFwYtiFniv18M+R6MRvMuZTKbT6bTbbZbDYe/O5/OVSgUxghi4CCkvIkEQoOKLB0hODHyGIO4qe0kzfuwR5u/AUo8PgqGENKgkk5YPmSpjT1e+U4VnUS7tRKG331R8Z/yEIxqHeLHOB7nwxuoj6uZd3MPpLzCPHgTBt771rXP9L2IYxhZh2SaGYewI/uzP/uzjH/84HjsVc8F+NVaatbJJvM9Blz/FR5dM2wa4Byoq/Ak7hPNp1oR1cfyJsAv4UuI45rB0rgfE18Lz+Xy73X7xxRfRVHfllVemVB3LsXRu0HWzvr7e7XaxJRT8ysrKYDBotVqFQgEBgj/7sz+L+TiokTvlTYdwh8THrcPpcZxQp9NBtAifhNDvdrtozYR3pV6vLyws1Go1zF+M4zjjB8sn/kcAEWEEoVPuDqxSOL0yDEM4YfhLgm6yTKlVPkNBz48smcxkFKXO46locH6XWFbX5xaovEg3aRyipZvldtS8UYCHg4gHxa5oT8LPJvwS6pXDP//zP5+3/y2GYVwwTHkbhrFTuP322z/+8Y/rOmXgZ5hTp8qkL4UdmYmaRxMEASS1NoTEKl5DlPBF9BunlzOSAhITSlRrKZbPGSGndRiOBcVWKBR6vd4rr7zS7XY7nc6P/diP4XkUoSn6cW7QvvCWwLABWb+8vNxqtVBmXlpaqtVqu3btuvrqq8MwpPrHGbLYD1M4duK8OYTNmrB9O+f6/b6udvPo1Wo1DMN6vb5r165GoxGGoXNuOBxiMCdvC0Q8halMhjYiFEVEMEQzmfwRQ0RYOE+UgyilqmPVeCqTNW8tu2Wy7D29H7Kp+Kbs1pVsPkn1j98l2BXAXz9SFXfuil9gbPDwww+/gf8ZhmFsHaa8DcPYQdx+++2///u/L5NpzU6NgdQ+b2riRBlCxBttIUlHfqQi9pYqmbNcDYXNoiwEOoOrtTkB8L3ixzRCw+nKt4jkcrl+v7+6uvof//Ef7Xb7LW95S61Wo7hPVKA15DLaKDm6HJdfLBb37NlTKpWq1er8/DxyA7lmwK5YL4eeZh069vM+8Qy83SIyGAxgIofDhHYUCOVGo7G0tDQ7O8sAbxGB4QeCHs+gsh6rPMHYD9ZBujm83fr+a12rXTGJj24cT44LdcoFrldfomQ3/9z0XTIphbX4TpW6+XZ+LuLTEpFKCZcOPmW43ullwi8h9Hnj+0Md/9BDD53f/yaGYVw4THkbhrGz+OQnP/l7v/d7WgOxsE3BR2vB2A9B5L+6Ag3bNBQSSpUsS1MC0purrSN4V5IkLHPyXRCL/X6fb+dBAz9phf9iGwjWb3/720ePHr388stRsc7lcqhSh2G4traGBr61tbWNjY04jtfX1/P5/MLCQqFQWFxcXFxcRDAf1wb6tiRJMhwOmWcC3whuJuJN6BfHzKDRaATDyViNsRwOhxjD2Wg09uzZg+HzqFvjMiHNsX8sVJIkgXznp5DJZDY2NjD6EQMvmZsuUwE1WGCIaljU9gwK62nBnXpANpXa+ovEzXjVMvkTiv4W6Uo834sE9CiKsD2+JFgCsWFUl/bjOH7kkUfO/T+DYRhbjilvwzB2HJ/61Kduu+02UQ2LfIklZ9azqYxZmWatFzII8o6baYns/Mh6bIMyeeK7HlmspdsEggwTK8X3cYoylHNkD88zn89DnLXb7eeff/7IkSOnTp26+uqrc7lcvV7njMN+vx/HcaFQQMH48ssvr9friPPD/JpsNgsBzUse+9FC4/EYLmocGsobtwKyGyVtyG7aylm6juO41Wo558rl8szMzJ49e3bt2lWr1crlMi4cG9PXLn7wJ5wnSInB/Wy1Wp1OB7nmyDaByZuJ6SyZj9XUJJ25jstHYZ7H0oJYfxOmxTdJbbnp9onyjk8L+tQeKP1xN5xzyGTke+kygh8Jy4nHH3/8tb/qhmFcapjyNgxjJ3LHHXd87GMfE1+SZI8dq4nTrgOWSFOuA6hV+kwokSG4+a5Y5cSxrM4IDt0LiDfSAUyJFqh8OkY+Q4vzEM65p5566sUXX5ybm7vyyisbjcbCwkKj0ajX66PRqNFoFAoF+EkQRwjFjGOhAM+BiLTE5PN5lKIpJUejETwnOFXMv6RfmbZvKnXnXLVa3b1795VXXjk3Nzc/P1+pVGSzEZswVyRJ0u/3oY/10iUIAghu2FTQYYl7SG+G83M08VHq2jbvLW+pXsNofZxMNVymiCcnw09Xtae/Pxp+hfTPHYmyxKDOLSLIlsGPBiKCJRm+P9/85jd/tC+9YRiXAKa8DcPYofzFX/wFKt8yOZzc+RmBrDiOVfa2U4Zdlksp8vAS5BTD7Pgny9XO+7DpHado0xVxyDtIYZl0DDPvgs18sCgge2Rtbe3MmTPHjh0Lw/Cnfuqnrr/++nK5nMvl6O3GQdEoOR6PUTNm3DiL/aJaPHkVURRhwjxGV45GI/RoiggK1bCIUARns9lqtTozM3Pttdfu37+/Wq3Ozs6GYQh7iXMO6h9SGxITphesLqg1Ia8xLAbWZ3hO+GuD+FBC3BmYcLAr/CveTc5G2GlSFpFN4U8fKfFNMZ0yn8hkVVvvnKI/UaYXVuj5veIXg86Zb3/726/99TYM49LElLdhGDuXO+6447d/+7e17NYlbVZJqagCP3lHa3EqQlZPkynTMPO248lxPNpngi3ZywhNnM/n6XKmm0VU2l1qGYB/6/X6xsZGu91GZbTT6dx4442VSiWbzUITQ0/TRcM/IXwpu5kQIiK0doRhiMIzEkj6/T6TvGM/KJ5mD+ykXC5fd911V1111dzc3NLSUqlUarVa1Wq13++vrKygKM45juL1aOwzDVlHH4/HYRgWi8VCoVCpVDh/R39YKM/jlOBu152ysM3g1wbK8ZTI1osrOYvtZFPxrbfnJbArdHoPPG2nogZx6/An6txoIcAKBIuTp5566of5ehuGcQliytswjB3NZz7zGYhv6jOWpROFrqrigTZIQBzHcQz9zVEv3A/kFC0TeKN2OFA9iy+WYxs6KGhWFh8+KH7apfgqKbUpto/juNvtZjKZf//3fx8MBu985zuR6Nfr9eBhoDjWjhfkmfB8Yp/hjQUG+hobjQbcKTR5w/AdBEGv12P2C2RxrVa75pprfuInfmLPnj21Wq1UKhWLxW632263C4VCs9mEB935BHTcDahwHeaNi8UJwCYeRVGxWGQxGBvzAeriUOqXXXbZ0aNHV1ZWcBV6jcQViDaK6OXQ2QwnZ6t8ixLf/EbpT1yU7BZV5wZY7dBh4ny2DF4dDof/8z//8wa+74ZhXGRMeRuGsdP5zGc+c9tttzmfhC1eHFMz0YOhS8UyOZAF6R80Z4sqteJPTuqRzYqsMjUfEcfSrZmxHzFDeZ0ylztvIhcR5O5BxmUymSeeeMI59wu/8AuNRgMthpSG9J+k2j110Vf7aqIoggQsl8tra2uidCSiOTAUBv2di4uL11xzzf79+/fv3z83N0dxj9k3GxsbuDSUcp0f7tPpdKDpIcrDMITvGUeHbR0KPgxD2MTxewL95eIr5ZlMZmFhAbGJ3//+99fX1xM/IBNrDISu6ItN/QqR+jP1wW0qvvWiizcnVR1PaXQobNwK+LzjyVxCfP1MdhvGmx1T3oZhGHLHHXfceuutEG0pIwe79LSE0pIaUL/qeir3lkpHkckOTr0ZyszMv2PtmVIMskxEOG+FlgY2I2rPRuD5zne+EwTBL/7iLxaLxSAI+v0+B2o6NfAcWj9Vpk183KHzPo0kSUqlUqVSgcCtVqu9Xm9jYwNCdt++fRhRedVVV+3evXtxcXF2dha3F+M8R6NRFEVIJ4SRHY5w5xxcInTdYA4R7kkul5uZmVlYWKhWq6VSKZ/P53I5ZIfzrsY+2JEXAuvOZZddNhqNnn76aVhQRGQ8HkdRBC8Ha+3TsjuloVPo3zReQ3y7KUeKKB8L73zqM2W/L67lySefPJcvt2EYlxKmvA3DMERE7rzzzoMHD+qStqjoCQpQmfSZaHULqUTJTlEFQez86PjYBznLZgkqqSA5FqEHgwGHwyc+6YLRKCnfgiijCDbDKcF2AvGNOEJ9GtyezZQMFsSvATS3ZDKZRqOxsbExOzsLIwo85Tj0ddddd80119Tr9X379jUajVKpNDMz43wcHmww2LhYLDYajVOnTtVqNRFBBZ1jZWAagdMdKhyTL2dnZ+v1OsIQcYYomXNxwlBw5DNSgi8tLQ2Hw5dffhlrAPZfimpqlKlqt/4RYFPxDV6j8i3KkqSzaPTG+FLBJINnUL+Hi300Gj377LM/7FfZMIxLGFPehmEY/8fhw4dvvvlmrYZlMpUi8WNNKK/53pQs0zVyKD/4Q2ibTr1RF7lpFmdPJ33kegFANa+VN+U+FTlq1TRq//d///d4PL7hhhugiZEu4tSsTVqu0YxIpcjNsM9MJlMqlTqdTq1WY6pgsVi84oorfvqnf/qKK65AamEul4Pbm/IXMppW+Lm5ub17954+fTqTyaB0jaxunAmiS3BKjUZj3759c3Nzi4uL2LlzrtVqtdtteLsxc4edmjBvIO27XC7HcdxutxcXF+M4Pn36NDQ9zDmIZNHWDlGyW4vylFzm3Ravnqc93/wdQ3/TUvvRf8Y+nBHfCtzDF1544Vy/1IZhXFqY8jYMw/j/3HPPPR/60IdkytdLna27JxNlTRFfN6Ua034DDsQR38KI3dJHjj9THmuKXb1z7l+LYBZKtXx03r4i3nSBuO7vfve7w+Hwhhtu2LdvX7FYRE8kpGqxWGRuXRAEnK0TTAZm44SREX769OkwDKMoyufz+/bt+/Ef//E9e/ZUq9VMJoNAbqwceBoowHNXEN8wyZTL5VKptLGxgfOHoRyPZ2Zm9u/fv3v37rm5uWKxiGuBrZyxhkmS9Ho9HBTvQsEblxZ7cNpra2vwsTjn4FfBxSL7RVTRWrx6fo3K96biO/GNufw4uL7aVHanjosrGo1GR48efYPfasMwLh1MeRuGYUxw7733Hjx4cLqiqYvNjAQRZT7RbhNKTOaHQDcjf5BDFgOf/czDUXxTtOl8jMS7zMW3bDqPNrHwhHXBNUmSXC6H2vMTTzzR6XR+/ud/ft++fWhSHAwGUN4oGKOUzstMfII4dC0L7fV63TkXRdHu3bsXFhb27t2LDk7I2dgH6mHtwY5PXjKPGEVRNpstlUrIFMccHCSUZzKZXbt2HThwYH5+/sCBA8gixC8PzWZzbW0NMzW5T1rtccndbnd1dbXb7SLUBXtGMCKj+nCZqPEHQdDpdFJqWM4ivrWGTolvEWFkOz8Lp7z7+nEy+TMLq90icvz48fP79TYM4+JiytswDCPN4cOHf+M3fsNN5s1Na3Gtm2VyUCUzSehs1qKZpWuiBRn3r0vp2Ey/C+rWqc5OesT5XhFBQ6TzRpfhcNjtdnO53Pe///0zZ8687W1vu/baa+fm5iqVyvr6OoK6mXzS7/fR10gZzWZE2K9Ho9H8/PyVV16Zy+VKpVK5XGYaIKdIYo2BQBUUcXGSODEcDvmAKysrcRyXSiW6xovF4v79+w8cODA7O3vllVfCLw4bN/R37Cfj8IhxHMNCgwK/iGBkD8Ze4mRQpEc5HEujXC4HoYwPi5VvObv4Ti2ZZLPKN63nXEdtKrX1Z8rHo9FoZWXl3L7AhmFcspjyNgzD2IT77rvv4MGDeJxy7iZJwtGPqfY7rdKot6A1YTtOfEIf2yXpu9BSW1RiHR+nLAqJSh5E5BzNDKJKqolK5ubz3W43n88/99xzJ06ceP7558vl8uWXX75nz55Op4ME7kKh0Ov1RKRQKOC0kd4dhmEmk4G0RTAIYv7Y2og0QNTXmYIiInCGoFiOGwLJC791tVp99dVXMUezVCotLi6igfLqq6+++uqrK5XKvn37ZmZmGOw4HA6bzeby8jKeERH4SegqgezmeCOI78QnZJfLZQzxGY1GaNbEjCFcRaFQiOOY6YSymfie/nkh9VWJp+bSJwrdF6v3rxU5fl4wDGObYcrbMAxjcw4fPgzPt0wWI1nAppuC6gob6Fo1vd2BDwVPJnMJU64GnU9HG4koOS5qAeB8uAeVnPY2sNqK1kkcOo7jMAw7nU6/3y8UCqurq//1X/81Nzf35JNPlkqlvXv3zs7OisjS0lKhUIDMXVhYmJmZQQg3CswIwM5ms5VKBeYQHp3DX/RQT5we0lRYCBef/ceyPXo0M5lMsVhcWlras2cPLOOLi4vlchkJ3LiTcJjQb4PzzOfz3W4XtvVSqYRJmYPBgBVxfoK5XC6KojiOEYN44MCBer3e7/c7nU6v14PyTrzTWn+mojomE2/jTq2LZHISqjaZ8Bm6kqa/XXi7yW7D2K6Y8jYMwzgr995774c+9CGtkCieZHIIZarYCesCQ/2czyfRhgSZtJ1ocaZrqPpJHZGRqqGK6teEqRrV9ET1+bH8nMvlUIGemZnZ2NhotVrwN6+vr2ez2V6vF0VRLpfLZDKdTufAgQO7d+9eWlq67LLLdu3aNRwOMTkSWrbVahWLxU6ng+E4UPaJz+xzPlRRlA0DfY0Yl5PJZFZXV1dXVxFCgpr63NzcVVddtXfv3iAIMCKevnnek8FggNQUlLfh4YbuFxHId4j+Wq2Wz+cZNQjhns/nG41Gv99vt9vHjx+/9tprkZcShuHGxgbuMDwtifKH8ONIGY1E/eiRTHnE+WrqqzL9AJjsNoxtjClvwzCM1wINlzKlk1jKpcxiKRfKkrKbk951qVsmVbVMxqckal49iCcjBQneFatZmzyi895uFr+Zzw0nSa/XQ2hdJpMpFArcG7zOzWYTavjll19+9tln5+fnFxYW3vKWt1x33XVQ3njXcDgslUq5XK7VaqFtUZS5RZToRF8pitx0nLfb7bW1NSSCo4heKpUgu9HJCm8JSt24M/C0YOeVSqVer+PGwg/T6XRarRZs5fV6fW5urlqtFovFZrNJWw5Oo16v4zROnjw5GAwajcauXbtqtVomk4HjHAsYtm/qlQ+XOqkfLlIPUvCXgZQE1zvhoB/DMLYlprwNwzBeBzRcUs7iSS2tqCxjHyONxxCOHECj3Sa6CKrBBk4FFAZqwLt4xa/frouvKHhjGqLzgSd0vCA1j8kkMGZgM6hwJAmKiB7rCP29tra2vLz89NNPP/nkkz/5kz95/fXXF4vFQqHQarX6/X6xWBQRXDWCR1D173a7aK8UtTjBcUeeMAzX19fH4/Hc3Fy9Xt+9e/fs7KxzDpvhorCYQaEdM32SJMnlctVq1Tl35syZEydOZDKZjY2N5eXlbreL3aJxMwzDZrPZbrfxFuwqiqLhcFitVpeXl9vt9srKSqfTKRQKURTB2UKrCW6UeJ3NFZdMmn9SJW39PdHLLb3WCqamIJnsNoxtjylvwzCM1+e+++778Ic/THfHtGKG8EKVVCeZ6NZGRl6kjAp8uy4Va3u3lnrawC2TCwAI006no/s7qRedc5hoQzmLPEHsAT2ICARkMEsYhu12G89DuHc6nf/93/995plnnn766RtuuGH//v2VSoXz2/v9PloV0TfJE8M4SRhRsAGTAdHKWSwWq9VquVyemZkJw5AGbozU0fcHju1ut9vtdjOZTK1W46DH5eXlM2fOwB/S7XaPHz/unBsMBu12G6VrrAFw27E2QMxLqVSCF+Xll1/GeE5kHSJZPAzDbrfrJltXdcij/hCTqW5L/lKRTPbI6s3wqplMDGMnYMrbMAzjh+Luu++m5zulosT3+SVqhrn2XkNdTWcUprwKIsIIQj6TTDq/RYk5bXfhBsgE5M5Z9safKGbT+IGh9BTWLJx3u12I4yiKMCRyOBwGQQBJms/n//M///P48ePXXHPNz/3cz+3evbtYLOIQGNU5HA5xGtDfOCKkuVOdoFgGoBsSqX8Yi4Pz4Y8MFOIoRbfbbbROxnHc7XbPnDnT6XTOnDnzyiuvwLCOFcXa2tp4PK7X64gYz2QyCGOJPfCyo6COm9lsNl988cXxeDw7O9toNLLZ7OrqKq6Cwz61Y0T/7MBbN70wQyOpqJFJ+o3i03LO67fVMIxLFFPehmEYPyza863t2uIVNovibGp0foQ7nCcM3pZJ8S2TDXma2A/oof+bueB8F/MKKWe1Lud6AM/g6HTCICSEp8fjRlEEwT0ajZAtCD8GxGuxWDx27NjKysoPfvCDhYUFTLoZjUYHDhzYu3dvLpfrdrvlchn7H41GURQlSbK+vt7pdFCxhuQNwxA+bMjTJEkwVSdRSSmDwQDx4dgGNXVUqVdXVzudzgsvvPDCCy/AyY1iNgrhiMQejUbISYTXhfYPOFLq9Tpq9s65XC63sbHx0ksvZbPZxcVFCO7xeFwul0UEMSn8iGXSUpKoGG9d4dYyPVGZ7iyci7VUGsZOYpMWEMMwDOM1OHjwIGuW2oSdqJxmaiwUgN1knjcmFE5bvRlXl5J3fC+EI98uUzMs9YB3XXfn6WnBh1oyM0ZQkE6FgjvnYMlAZh+sIJwGjwo9DCSFQgFD4xcWFq644oq9e/eWSiUUjKksB4PBysoKd47BPfV6HXmFqEnD3YGbliQJejeRno5wEpihX3nllVOnTq2urj7xxBPPPPMMND0uHwVm9Hri0lD5hihHRyn831gMHDlyZHl5GbV8lNUbjca1116L6ULIful0Os1mkx+TLnjzE9QGIcLPEfCjobPIqt2GsaMw5W0YhvEjc/DgQfoKdGYfy8y6vTJJEhiRdYmUk3REVdATH0SoxTcOQYkPUrGGsZpSKVNdmBB53Al2i4oy0k5gnuboR5bkcSyI11KpBAGtdTzq1vwTMdu42Fqttri4yGp6u92OoqhSqYzH40ajsbCwUKlU0ARZr9fb7TaE+MbGRrFYZLEZb0GZPEmSZrPZ7XZF5MSJE9/5zndWV1ePHDny3HPPoWLNNQC0LJpNcU9yuRyyBYMgyOVyhUKhXC6XSqVMJtNut0+ePHn06FEsHpwfYXPFFVccOHAAuYpnzpw5ffp0s9lEuCH27yb9P3hAV71+Ui+iWPnGk1btNoydhilvwzCMc+HgwYOQetCpMmn+puJMuT5StdJUwVsmS6Qp/c1jUd7piGsRQb1WJwwylQ9v1+aWsYfSnLNpuCXzVRKfUO4mOztxdZDasIzj3263i1BCZPa12+12u3369OkoipaWlvL5fC6Xu+KKK/bv37+ysjI3N7e4uAj3CNTw6dOngyBYWFg4evSoc25paanZbA4Gg2q12uv1MPe+0+kcP358fX0d7h094h4W9mQy5hwFb9wZZBFWq9VKpdLr9U6fPn38+PFmswldDkFcq9UOHDiwZ88e59zGxsaxY8deffXVTqdD3cw9g2mdTXntpgz9eMmSTAxjB2LK2zAM4xz5zd/8Ta28CdsZUXaVqUEqic/tpnrWgjul4VC1xa70iBwIa4zFQX/kYDCg+hQRPI/zgV9FB62Ir2qzUj4YDDhBXdtUdB8nToDzKWM/KyeOY3RkZjKZcrnsnGu1WuLtJcvLyy+99BIHTGI/LM+Xy+VutxtFEYzXeBXDbpxzYRiiKt9oNDY2NiijB4PBeDzG+B7xIegcX6/XDOJ/IoAcxydSr9f37t07MzMTBMGxY8eWl5fX1tbgt8HO8/n8/Pz8gQMHZmZmUMt/9dVXT548iZ5LWFm0dYd3lT906NiT1IfrnENSoWEYOw3rsDQMwzhH/uqv/uojH/mIqFgSPK8tKKIqo1BdjBARH2oRqFniVGZQvZC8WgejjA3ty6k0eAk2aH2GWuszYYP75PngX/hG4H/gUkEvHrjbZKq7FDYM1L/7/T4WCVDG1Wp1NBrNz88vLy+LCJogkVeI6jJcK+jmRCU4DMPBYMCVAxYYKysrIlIqlXDCxWIRNhKcMxYwWAPgSuk2ET+wHTcNHptms9lsNjE3p1Qqra+vY1Imk8LH43G73T516lQQBEgNX1hYwE3GyB7t3uFtoZlHJocf8cNNLLfbMHY2prwNwzDOnUOHDn3kIx+BxoLyo2BNfKKIKGMJq87iZStMw5CYfJ4S0Pl+So6CT7xrXFfKUatmHZq+F1pBtGsFR9HbcD8ceq+L9DRXcCfUlDJpUseTCBXBk7BlI7e7UCigLt7r9aDmIXaz2SyST3DhURTVajXEocB47ZwrlUr9fr/T6cR+Oj0WIVh+8Bqdai1FtZ4pjU5NtME5dzod6P58Pl8sFjudDu4zHTjNZjOfzxcKhWKxCAfOzMxMq9VaXl6GMx7Gcf7EIaoKrgW3PqjzPnLDMHYmwetvYhiGYZydQ4cOsekQuk2/qnW2rn06P5ERBVo80DgP96O1Nd4CZwX/1coYZ4L6Lk8AZVpuQH1MwYroD1hTZDJQnHF4uorMi+Kl4cR48lEUhWFYKBTg7Q7DkB2cWFFAiXJVgH22Wq3V1dXTp08vLy+fPn261+vBSEPTCEIDkdJdKBTgSKEbR5fzuRxKvCU9n8/jrJD5jep4tVpFEouo1dFoNIK/pdfrxXGMcT979+6dn59H9CGdOdrZknrMDxHPmOw2jB2OKW/DMIw3yr333gsZDRHMIeo0lmjNrYMIWV1mrZoalFtSoMc+2Jtz1xPVvRdMDpnX6hxHweEg0DmDnSfAc8t6oGJTqwWuBGAm4TnzVmhnS+wTV0QEMSbQyiLCpk9Uu3UYIoRyoVCgYoYzREQg39EHGfhZniy062UDven4RBLfhYkNsBhAbgmG7zjnisViFEX6VgRBAHt3t9tFb2Uul6tUKrt378asTf7QMd1EK+qHDipvCxA0DMOUt2EYxnng3nvv5VT2OI7R6qcjAlNJ21pqi1fhWkpqpcu2QvgrcES+SgV8Nms4lTqUN8uulOMU34kPUYFCZX2aR6QnW7dy6g24jR5CGQQB8gGhmJmO0u12eeHah8MVCCICe70erNU4Li6k0+lsbGwg8wQGdxwoDEMexfmQRBhXkOSdz+eh4OEVabfbg8GgVCpFUVQqlfAkFx7ZbPb06dMnT55E5RvO8lKptLCwAPO3Lsan7oMudQdBkLLgG4axMzGft2EYxvkBDZfaCU35m/hIDfE2bhaSqb+xMWJMdJlZVHo3+iCxH5RyEz+0MhVuSE3MBkpdl4U3mr4R3Qsok0POqRdjH3KCDbhDbplMZiYyvQQxIOhNLBaLGPzOW6RL5nxM5Y2MQlxsq9XSVWReOxwsIgIPSaxG/NDqDdnNOUS6Jj0ajTqdTj6fr9VqvV4PjZs8JZzkmTNnSqXS0tISos2z2WyxWJybmxsMBsvLy/hQeAdk8icO7MdaKg3DAKa8DcMwzhtouITCExUtggJqqr2SXg6q2FhFcVO4i+9xpL1E1MwdynoO63F+sA6TPWi8RhEXchPlW9bpxUtwmUxFzOVyOG6s4sZZp0dpmRelfeQUr9gJ4v9KpVKlUkElO5nM3QP6jXr9QL8NSvI4B1wLmjgh9FHOp9teLzZwOJTAnbKno+Oz0+mUSqVqtdrpdJAhyLUBjOBnzpyp1+tIVnHORVFUrVbjOB4MBqjHx5Oj40VZvU12G4ZBzG1iGIZxPjl06JCudzo1FZKyWJeHqZtjPwkS+6GG0wXyRJm8Wahmq6J47cv+SE7eYRcmfc+j0QiR2FDhzgeq8HBUqzBp6J5L8SsHfc7aRYNtaIDBmRSLxWKxWKlUEPit1TzXIanFibavsD+Sawy9MWR3t9ttt9utVgshKnolg6vQ5nUetNVqra2tNZtNZLBg/xDcURRhaCWCCLkIQRZhqVRqNBr5fJ4/ceiPD9dostswDI0pb8MwjPMMGi5THZbaiUFQuNXDdKi2oa0HgwG7NvWreLuW77EPs6PFOVbxglScEN94iU2WUOGIJuRuU5EgXD/olYBuwRTf1km1jUPjElAnrtVqKHszGZCmkcQP+9QmFl6y8+5zp7w6+iZwYYCLEmWd5xICM3dwhhT6WD+sr6+32+0gCEqlEjNYsH98Ou12G+o89iE2aA+t1WqYS88+S33m1lJpGEYKU96GYRjnn3vuuSdW0w1BMpk6h0ow5CCA0uVcdwaYMDUlVQJnjkpKuFORszSeClTB89zbeDxGkZiFc5aHtfgWJYVp5OByghJcrxAYq4JzgJ0a2d4wjYhfFWg9rc+NYHnACn2qIs53IbrEqYgVLDba7TZcLlDDVOqcKo/0knq9Pj8/nyjb/Wg0gpWl1+uhHTOfz+Mmcwp9tVrVPn48MNltGMY0prwNwzAuCIcPH2YUCQWxTPZNcgNWbSmLsROn2jTpDElUwDZ9IECrVTzDiMPUS3gAic+XplcLMimp9SlRfHMzp9ofoXpZrk68SaNYLMIwjVw/NkQ61Ww6/cuALnLTfKIVPzbQOS28IcPhELGAGxsbvV4PVw0JPhgMIKYhtXEy9Xod7nbnHO65iFQqlUKhMBgMWq1W7If4ZDKZSqVSq9UqlUoURfTVwKBybl8bwzC2N9ZhaRiGcaG46667PvrRjyY+dZt1Vt2GSBlNk4Z4NYnkPvRfpjzNMinK3WRjX0qqiu/IdGrUOW0qyEXhrEdqX30yfAv1rt5V4jMTdfWa6wcUg3HO8KPX63U2WXa7XTiq9SlN30m+BAI1VhMbxD7iMBWSiGf6/T5iUlB3T5Ikn8/jZwRI80wmUy6X8Xy32w3DUNQaKZfL1Wo1tFQmSYLR8eLXALVaDV4dkM1m0fRpGIYxjSlvwzCMC8hnP/vZW265RVTDJU0gLCFD9ToVhwLlij2g+Jqqmqe81Fq+J6pzUR83mex9ZJkZz+i+zNROtI5nK2c8OQZIJrU4Tw8SGbIbEhxdko1Gg8M12+22rnynrnS6/q2vjselNHc+2kW/C+fT6/UQ58Lhndged3htba1Wq2E9oA0taKZEqR7v7ff78AjRQjM7O4vccdTX38gXxjCM7Y25TQzDMC4sd911l9avrF7rEjLlpn5GNyBy3IyuVceT6GpxMpktDamtrdsc3EMJTplLVU3gOIe5hQN9UiV2vj01GpOym+eDCJH5+fldu3bBJI06dDwZriJqfD0Ppx3eopwn2vqiVyPcWG+go2bQKJnL5dbW1tbW1gaDQS6Xq1arhUIhjuN+v5/L5YrFYrlcLhaLgR9fn3h3CpwnYRg2Gg3U8rfgG2UYxpsXq3kbhmFccO66665bb70V8lFrXIpgFq3FS1UwLaljFbmNaA6+RO2ecq3oM4EA1bJbp4I4FRLifHQJTg+pfOIHv2t3R+ynxDsfTYg964vVywARCcMQY94xJBL7gYuD700mTS8U0OIDziHiebtSvwDoqjm212eCo3MnKFTjBFDkDsOw2WxCYRcKhWKxKCL5fB6/RfBYDCYPw/C55547b98YwzC2KVbzNgzD2AruvPNOPGCBNpicAYmx55uWw0XVfXXtnMHeehvmWOvtWWiHjNbeEpxAslm3JfeP7ROVrIKMPx4Fghtti3onWtzzSllsDsOwWq3OzMxUKhVEDeoaPERtavGgr5TZL9NSmxsn6scBXVYnyFh0zqWmyrNdMgzDQqEgvtSN06NlJQgCxKc89NBDF+aLYxjGtsKUt2EYxhZx5513pvS0+IZLBNuxQhxMDWbXgpuGk0Ql97FCTI+yqIQ7N+WfpsClM4QFeIR+MMrQqTE3IpLL5XK5XKBGV4qPEIHsxoGgm3GU1BJCfIkdpfRarba4uFiv12u1WhRFzvvF6Y3hWoVLCOppNKHqy5TJ9BidfphamYhf4WDJgRbMxBf7ORO+Wq1GUQR7N7wluG+YQ4Q7abLbMIwfElPehmEYW8cdd9yhZytqjzKVKFS4THqaofBEBLHWicrOSyZ7IilY3aTpmZo+UEPpnWrW1FF9KHhTxCc+q4TpJSz6OmUNT02ukbMbtbE9zrZQKMzOzi4uLlarVVS+xc+cpwTHPdGiGc9jto4uiqfEN0+ANneqeWholrdZycaVYjJlqVQql8sYrKM/C10+//rXv36Bvi2GYWw/THkbhmFsKZ/97GdF6WM8CUcHtHVq2jw20CEhFNlUtxTfbqq5EG/n89T62qGh36u3RzHe+QiUQCWLa5t4ovLFeXReBWUxz4fWFzwJg0elUpmdna1UKqVSCZVvboPtqdRxSlr3pxR5asmh69xcfjhvdudbaD3v9XqoZ+dyuXq9judxDs7b2WmhsWq3YRg/Eqa8DcMwtppDhw6xw4/1V1ZkxatYimPd6cjid+wHQ2orCGUxd6X1buAn7/CNgZ8MLyIcJk+drXW/rjrzNOD2xsnziuKpTEOglxn6GWaBVyqVmZkZpJ1o24n4onUYhlEUFYtFHMspH04qEYXWGkrt1GmwqxWgdh5FEVcXKHgXCoVSqYR9wgjONUkmk3n00UfP23fCMIydgSlvwzCMi8CnP/1p9vBp2U3lh82os3X+iTaE0PmAMjD7BVnopQzVbmlWbSFM6TInoro8gyAIw5AVd21N4SXA/M236KK7/jNWuYHaEAIfC+L8Zmdny+UypkJqgwdOA+2YqEPzJLl42FT06/UMtme9XAt05gbiQnK5XLlcrlariE9xPsmEt9Rkt2EY54Apb8MwjIvDn//5n0Mysuyt/dmUvzI1NUY7H1CopveaupaGEF3envZdJEmCZkotgil2+cxgMBgMBjIVsaIbOpMkweUEaiJPPJmUos+K18IVBVYgpVKJle9iscjNBoNBEARRFMFtwoBw7EqPz9TLDF6I+KUFYgHhJtceG0y1jOO42Wy22+1sNouJ8eK1O7pInXP5fP6xxx7bqq+JYRjbClPehmEYF41Pf/rT4muxqfpuMDlRkh2BtHPwjbR5iEoEpyCm0tX1bJkcMZNyPLupTEOI+2AyWFAX1FEOZ/lZb5moLszpJQQ3oIjPZrPlcnl2dhbim+V2DL/EzuEDiaII9g/oadbydY6hm0yGwQbYDx3bie/CzGazGGuPJMFCoYBdcZ+5XC4Mw0ceeWQLvhuGYWxLTHkbhmFcTD71qU+xLptS3nySRWunbNOiBrZTdDoVG0KLBfRi4IfUAOenOaZmtjuV+6ELxkgb1BpdW7pZLNfmmVTpXV8m3yV+6D2tLCgqo+GyXC4jWgSyuNPpdLvdYrFYqVTm5+dRFC+XyzCQ4CpwkmxF1W5vCPR+v9/r9brdLqZyJn4gEe7PcDgUn7iC2Zb6owmC4J/+6Z8u/JfCMIxtiylvwzCMi8wnP/nJRGVdswROTSwqr4PlcFGReeLHs1MN843ss8x7UCMXEdg29E5E5aVojwqL3LGaqqNrzPSpY/+p/D5qX2p0Wr11cdqpjL9sNkvbCezXvV5PRFZWVtbW1kQEPuxKpVKv1+fm5srlMgMZOT4zUS2qscpBx7lhEhDn40RRFPtocNS84Ujhk0mSmOw2DOMN4l5/E8MwDOPC87u/+7vaQo1gac6mkSmPdTLZR+jUIHokjVCR6+y/fD4vIuhoFJF+v4/4auwk8bNvtL4X1bnofKQJqsvix7AzUAXaF6eNPbtJm7UWxLSysDKNDWhu6ff7q6urx44dGw6HGxsbg8EgiqIkSRCz7ZzL5XJRFA2Hw3a73ev1Op0O7OB6beCcg7dbD92kQwaXUK/XFxYWoijC+XCAPErpmUxmPB5bgKBhGG8cU96GYRiXCr/zO7+jC8wYIal7IqmtuRng40SFiuAZFHdZyYb6BBD3kLmpGnmiskdkKgcQyhtuDRTOnY9MgXYXkeFw2Ov1KH95zrEf+gNPC30m2LO+Xujd8Xi8trb26quv9nq9V199td/vw3ySz+fDMMzn86VSqVgs4l2dTmd1dVUbV5zPJIG92/kYb+wZN6dcLpdKpUqlks/ncbbFYrFQKGB1EQRBGIZf+9rXLtCHbhjGjsKUt2EYxiXExz72MadCRThSkZKa3ZPaUEEhjgc69wMeDGpoyFlIW9akaRAXNVA9mRyTmUzFnjBORFvDmTM4HA673a5++3TBniejw0NQn6ZjBJewsrJy4sSJdru9srIyGAzCMETFHVVqSGf0Tbbb7U6n45zrdDqtVsupbER90+iBQWK3Hlyfy+WKxSLWD7ghVu02DON8YcrbMAzj0uK2226jjGZ1NlGTdLQ5hDGC8VQEuPiJj9ovLt7ZLKoqDJlLpwp3zmI2jgK4N2h6COVsNstpl6zK88x1tZunoV3p8KjAXSNqYCcOhxL7ysrKyZMn+/3+xsYG0v36/T67TrPZbBRFhUIB+juXy/V6vWazORwO4agZjUYU+qiXO+ey2SzK27VaDYMqmXyCVzOZzD/+4z9uwYduGMYOwZS3YRjGJcett96KB9SsekpOoIa0x342TSpCBCKSoXjiZ1gmqsFRfIWb+6FqnzaE4ARgz+CxoJjZi4k3QtnzzLk33VjpVGQh9hP7wG9cOJcHWAzgXevr62fOnBmNRhsbG+12G6I/UX53aOUwDBcWFvguFL+73e5gMOBmhUIBqwX4VTi1B4ocb8xms1btNgzj/GLK2zAM41LklltuwQMoS8y7gThGoRfKmK5llpNZMGb5NvBj6sWHarNALpPTeXRwIQ0h4h3hcRwzOzxRwSbsqozVCElRmljLbu1ZpyUG1Wi6X2KVFM5dQYKvr6/Dyd1ut7vdrq5ncyfOuSiKKpVKpVJB5uDa2hqq6dgA6hxJLAhjgQTHg9gPB/3GN75xoT9lwzB2Gqa8DcMwLlE++tGPim95HA6HlLbiS9SoScPUwVEygRqESZO3Dt6moqWZhFYTUfGF2tI9GAyotrU6D/wonyRJMORS75Pb0GqiVwj6KNDl8JBQ2afOlg7yfr/f6XR6vV6v12u1Wq1Wq9frcVUwGo06nY6I5PP5KIqQNog9MNQ8SRLkBqLUDf9JPp+n7h+PxzYuxzCMC4Epb8MwjEuXW265hdqatulYAe+Hzj+BANXSOVXkTqbyTzh6hjg1zSeTycCnQbsLCsyiytviXeOML6RS50Gn3d4p6c+iu3aqsFgOstksZvoMBoPxeNzr9ZaXlzc2Nvr9Pl5NkqTf72NZgkgTBnWXSqU4juv1eqPRyOfz1WoVE+NR/E6ShM2s5u02DOMCYcrbMAzjkuaWW26hTwMSWZs6EAkCd4Qoy7X2hCSqO5OC26kcQC2Iddslfd6QsNqUogf30L1NLwpP2G0WVqiN5omP9OYpibKw6/0nPsdQ+1WQ5E3x3e/3Yx9Vnsvl8FMA2zedc/l8fmZmZvfu3bVaDVYc8csM7C2O4wcffPAifMyGYewMbIalYRjGJc1dd90lqkTN6i/lL/zc2WwWud3YjGPbZTMHiBbHFLLcWG/AEEPxQ3loX5l2Y3PnfJKnCsUc+2k7LKhzz5jTrs+B8Pw53AdKHebsarW6uLjYaDSiKIKShuDGacO6ncvlIMSdcxxOqYO9WfU32W0YxgXFlLdhGMalzqFDh/CAdWsqV/EdiihOp/SuU5mAMqVop0VzSt9DworPDHHOQcLq8ex6Jyk5ri0lqcZKxh1Szae0uCjHufhRPngVYppOmGw2Wy6XFxYWZmZmKpVKFEUQ9zh5ZsJAi2cymWKxCIsOz4c/CHz1q1+9QJ+gYRgGyF7sEzAMwzBen0OHDn34wx/maHcaM2ggYTggGwrFl3WBNpmIF/GiStRuMtVkuhbOBzgBFIlTpXS9N6dSSlChZ5GeiwSdRz5dO9cP6J+JVXI5zgHD3vVqBN4Sbg/xnc/na7UaCt4cNiRe3H/lK185z5+ZYRjGFFbzNgzDeHNw9913w5UB1UjBrQvSmBGjs//O5ifRshv7T1TkCCWslulU/HSB8zSSqZhw7jP2MyNp/EDqCFP8aA0XZSxhnR7amj4TnnCsgsyxQbFYnJubazQahUIBVXlRChutloVCAWV7ltLx9gceeODCf4CGYRimvA3DMN48/OVf/iXbK52f2c5/Ez9zh4Vn9j6y55I1Zpka6h6rMTd0gLjJdO2Uzk5VzWM1cZMSnJob4FQxoR2rCNbCdeWb/pBETd7R1XEuPJxzDAIPw3BmZqZWq2HnPCW8BS2VGDgPFwrsKF/72tcu4mdqGMaOwpS3YRjGm4l77rmHzhCdZEKNm1LS3EyXt2VSdk9rcch3BpJQvHIzlK7FR3qLmnWv90xbNqQ8i9wo3odhiAo0y/bU7lD/unaeqNiT1PkjZxDtm1EUwfNdLpd5htDl2WwWphQIbpzGww8/vHUfnmEYOx5T3oZhGG8yDh8+LN6YoWU3K8d6HqROyMbbU5XpZDOjCHYiqsFxOBzqMfWoWzOVT9vHk0nXCorctKYgiSWXy4kIH0OO87hcWkAip9S8TBpjeB8o9Eul0q5du2ZnZzEWHqeazWaLxWKhUMBVYCVg1W7DMLYYU96GYRhvPg4fPkzrM0iVtLUul8kxN+y53FTOai+H1uIQ39DfMinNp/eTOhMRgYCWSQu4+DzBVOE8UfZ0UV2YTk3o1P2ROnpcvKV7dnZ2bm6uXC4jbbBarTYaDep7ETHZbRjG1mPK2zAM403J3XffTW80J+zEalal1rIo8eL5lNTWuhk1Zq289cYwdaQGamJLnXOixT3PhFVz1ONhDqGyR0Z4ombusOGSLnC9kEhdI57EHRgMBgg2KRaL8/Pz9Xq9WCw2Go25ublischdfeMb37iwH49hGMZmmPI2DMN4s3Lo0KFkEl2xpvKm/xvv0i/JpL1EF8L5WOeNMCQbbhbskHXoTcvwNIGIn3EzGo2gj9FGiU5HeLt1YGKiekPFF+O1OhdlO+ElEBy0VqtBdiNPEDt59NFHL+jnYhiGcTZserxhGMabG4yX17ndibJ0Oz/SMuUG0V2V0KmM53Mq+RtGDpSo2fio2zpZC9fKmw+wPZopdaEdG+Df0WjU7/dxCBha2KlJcwiP7lTioa6a8+p0ziCq+Bigg27LXq/3+OOPb9EHYxiGMYUpb8MwjDc9v/VbvzVdpRalvFlUdioTUFe4uSvnJ8NTZEP1yqRodip7BKVrUeHZLLonfoZOPp+nyzx1kuwHpREFf+IceMLo5uQOtd1FlH0c8l27yblIGI/HVu02DOPiYsrbMAxjO3DzzTdrP4n4UjEUJ1MCUxEiiepoFF8nhu1El5ZFyW5dHWe2iZbvTsFX9dAcOlW0lZwmcoaocIcovWezWS4YYJ7RdhduqXcuk2uARx555MJ/DoZhGK+FKW/DMIxtws0336xrvZDdbJrUw9UTFR6iuzNZV9aql3/qtksdFMh9spgtKms8m80yyA+Vb/i8RSlvFrxRm0+1ioqvpnNjp4JNUJWnlYVOd5lcLTz00EMX/hMwDMN4HazD0jAMY5twzz33sA6tq90ioodcijdDa4cGC9u0c7ipmfDA+ZRuvjG1Df0tsI4kSYLkb7q3UcDe1PfCPTifaiKT3Z98FefAxk3uhG+kDT2OY5PdhmFcIpjyNgzD2D4cOnQIGjQIAspurUEhcPE8+yOTyZCTlP97ugSuH2/qF4exBNaRwWAAfwhPifXs2I92p/RPNVBqr4g2iLOYDVe3KJ+3LsbjXRYgaBjGpYO5TQzDMLYbN998szaZ0JktIig2owcRehfKOCW7ZdKErRWweHUrk3YOXbHWmdwocqPsrSPAEx8fLiqlRGtxtoTiVXZ2ig8cdD5HPHV0PMAerKXSMIxLClPehmEY25APfvCDWnbzMf6kqNUzcbQXJWXsppwFeqKNtnqnoFzGaJswDFH2Fl+uxhEZRaLNJyiN6/q6tpXz9Ogw0efMtzz88MMX5OYahmGcK+Y2MQzD2Ib87d/+LWU3C96JnzWjzSGpCfMp/SpKf8vk5Brnx9xoTTxdfsYG4/G41+sNh0N6xBM1PV6UgteaflO1jR3Cia7Tx51q9BQRk92GYVyCWM3bMAxj2/LBD34QehrtlVSl2gbNArNMTpJ3UznZeOD8sHetzulXcT7nW0vwxE+0CYIgiiI3mUKItBN4Y3BKzPPWywCOpcTheEU8Ab02MNltGMaliSlvwzCM7cwHPvAB1JjFC2tdG4behQNEJvWrtm3QNyJeW9Pnje2hlbPZbC6XY24JFTaE+GAwSPxQTL1z8b4RbEDDiZ67qYNZ9Hsp93VaiyWZGIZxyWJuE8MwjO3M5z73OW3JSEV66ychZOnl4JOJT+/WNg+ZDPDW3g/ayrExdsUp9Ch+i+rLhLbO5/O5XE47TFJWk9TJ6xJ+oro2TXYbhnEpY8rbMAxjm/PXf/3XMuWEplrVSdii/NZO5fRlMpnp/kW+EV4RCF/ECCLGW+t15xzjTVJvxw61GT11/qkT1l5w7Z8JgsBMJoZhXOKY8jYMw9j+/M3f/I32h1AW80+mgOsSeOKn3shkhkmiZs6nBPRwOOz1eqmEb4R5x3Gcz+cxBJ6NnqmqdqpLknCbRLnDuQzAq1//+te36G4ahmGcK6a8DcMwdgT33Xcfo7Ihu2H80OJb+7lFhFMk6UJxKuSbdWgdMsjCNuICR6MRJTIMJ7CUcGQ9XsKWbKyUKfGd8pZowzeef/DBB7fsThqGYZwz1mFpGIaxg3j/+98PTzbEbsowrQvheKw1Lt0pOv9be6+dmqGDPeRyuTAMUTVPkgQzLJlkks1m4WNhrHgqUDyZmuyDq0g9Y95uwzDeLJjyNgzD2Fn8+q//uk7x06Vl+j3o7pBJ5zekMI0iuldSJlNQMBqzUCgg7SSbzSZ+bg4K4dgPauoseHP/dJJwSqVsZgEXCxA0DONNhSlvwzCMHcf73vc+mXJ0UHMnKipE+0zEj2TnZlThKdc4SuOj0QiDcoIggNVbRFDYxsZQ55izw5WANqLoOvc0zjmT3YZhvLkw5W0YhrETed/73pdMhXbLpLEkSRIdF0iHCYQ13giFLVNNkPSl6JxvUXVrFLYZMkhNz/7LVLcl38gC/COPPLJlt8swDOO8YMrbMAxjh4LKt0zKbqdGvtM94iaH1+gex0RNpHd+WKauiGNifBiGzOeGtxv2kkwmA+2e+LE+IqJH3LPhkqeNozz66KNbe7cMwzDOA6a8DcMwdi6/+qu/yi5GZI8kajKOiFBSy1QiuPjRkhDKqHzreZl4r4hAYVPB5/N58bVtpBYOh8N+v8+d4I3MK9QqHwd97LHHtv5eGYZhvHFMeRuGYexofvmXfxmym6KZESWJyu1mxZpvTPVc0v+t80n4FsYFOufCMMzlcnSEI4Ww1+sNh0PsBOVwZiDqeBPn3OOPP77V98gwDOM8YXnehmEYO5q///u/R/aIqNxumZzQzrJ3ypfCV9FDiZ2IL1rr1kyZnH8ZBEE+nw/DMIoiRIDrIT4pfwsfJElistswjDc1prwNwzB2Ol/4whcSNU5SJmV3PAneQu9HMjVsMpnMItTb6KnvmUwGIy2R+Z3L5ZCCknqvFu7f/OY3L/zNMAzDuICY8jYMwzDk85//fMpMIqrCzZq0luN0cuvpOclkECGxqRn0AAAEI0lEQVTEOo3j2ANcJXgeW2azWapw7TXHcbErk92GYWwDTHkbhmEYIiKf+9znZNLdgQf0nzC6JPHTKCm7WeeGVkZ6Nw3ikN14Sbu6GWbCzTKZDOrfVN5417/9279dlHtiGIZxfjHlbRiGYfwff/d3f5cqe+sYb0630TGCrHzTHKLt3akJO3gml8uNx+N+vz/0jEajfr/PXHCEf0N8Z7NZSzIxDGPbYNkmhmEYxgQf+MAHWNgWVc+maWQwGIzHY90HKZMNlDI5AUf3aFLKO+dgL0EVfDAYsIKOgjoq4g8++OCW3wDDMIwLhSlvwzAMI82v/dqv6Uo23dvQzUj948baIM7mSEYBMpdQb8bkQYhvEYHKpzsc4v6rX/3q1l63YRjGhcXcJoZhGEaaz3/+81pt63o2bSeiuip1XDfsJTIZUSK++I1nmB6I8jZ93jxEEAQmuw3D2H6Y8jYMwzA24Ytf/KIePKkjAtkNyfI2skrEm0n0BJxUPjfQfZwcdQlgIv/Sl760dZdqGIaxVZjyNgzDMDYHlW+qZ1Ge78QPjeekSbq6tTucklr7TLgB7Sij0Ujv58tf/vJFuFrDMIwLjylvwzAM46xAfOswb8ZyJ5PD4UWNiBdlNaFqB3pGD5+B+Ibt5P7779/yqzQMw9girMPSMAzDeB3e//736yRBNlDiT5Sx9eB3HWOCBxydwyk83Dk3E5EHHnjgolygYRjG1mDK2zAMw3h93vve9yZqwrxODOQkS86epP5ORQpOT6HX5fCvfOUrF+PKDMMwtg5zmxiGYRivzz/8wz+wgM2gQBq1ZSrGOxWKIsrqnQo8wTMmuw3D2AmY8jYMwzB+KL70pS9BdsNegko2bCQQ3LSDi5LgRDdipkS5tVQahrFDMLeJYRiG8SNw0003wdUNowgmTepOSr6kp/Do2O9Uwrd5uw3D2DmY8jYMwzB+NN797ndz6o14t0nKXpIKIkz5UugCt9xuwzB2FOY2MQzDMH40HnjgAcZy60E5etqOKGM3H6c2M9ltGMZOw2rehmEYxrnw7ne/O5XVrWdVQl6n5lNqF7jJbsMwdiCmvA3DMIxz5KabbqLy5qhLZpts2lKJP012G4axMzHlbRiGYZw773nPe3QlW0TiONYzLxnmTeVtSSaGYexYzOdtGIZhnDv3339/EASZTEaPrhQRRg2Kaql0zpnsNgxjJ2M1b8MwDOON8iu/8isiwtxAmQwTpB38/vvvv8gnahiGcVGxmrdhGIbxRvniF7+YSjhJkSSJyW7DMAxT3oZhGMZ54Atf+AJjTOjtJtZSaRiGIeY2MQzDMM4j73nPe6i/6TYxb7dhGAYw5W0YhmGcT2666SZRMYJmMjEMwyDmNjEMwzDOJ1/+8pdNdhuGYRiGYRjGFvHe9773Yp+CYRjGJcf/A7c1afE6Wo8/AAAAAElFTkSuQmCC'" width="979px" height="978px" /></mstyle></math>
p15909
sg15
I3
sass(g1709
g15193
g15889
I3
tp15910
(dp15911
g6
VImageRotate[ein, Pi / 2]
p15912
sg8
(lp15913
(dp15914
g11
(lp15915
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph src="b'data:image/png;base64,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'" width="768px" height="615px" /></mstyle></math>
p15916
sg15
I4
sass(g1709
g15193
VImageSubtract
p15917
I0
tp15918
(dp15919
g6
Vi = Image[{{0, 0.5, 0.2, 0.1, 0.9}, {1.0, 0.1, 0.3, 0.8, 0.6}}];
p15920
sg8
(lp15921
(dp15922
g11
(lp15923
sg13
Nsg15
I1
sass(g1709
g15193
g15917
I1
tp15924
(dp15925
g6
VImageSubtract[i, 0.2]
p15926
sg8
(lp15927
(dp15928
g11
(lp15929
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph src="b'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADMAAACACAIAAAApncamAAAAxUlEQVR4nO3QwQnDMBQFwThdqA+X4aJck3EZLiodfFhCIIeZ60PSou01Oo5jWO/7no/Prusa1vc3V/+Usk5Zp6xT1inrlHXKOmWdsk5Zp6xT1inrlHXKOmWdsk5Zp6xT1inrlHXKOmWdsk5Zp6xT1inrlHXKuu15nmHe931Y11rz7ed5Duv89P/+mbJOWaesU9Yp65R1yjplnbJOWaesU9Yp65R1yjplnbJOWaesU9Yp65R1yjplnbJOWaesU9Yp65R1yroPd2UNRMQcAmoAAAAASUVORK5CYII='" width="128px" height="51px" /></mstyle></math>
p15930
sg15
I2
sass(g1709
g15193
g15917
I2
tp15931
(dp15932
g6
VImageSubtract[i, i]
p15933
sg8
(lp15934
(dp15935
g11
(lp15936
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph src="b'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADMAAACACAIAAAApncamAAAAKklEQVR4nO3BMQEAAADCoPVPbQsvoAAAAAAAAAAAAAAAAAAAAAAAAAA+Bk0AAAFKUrSLAAAAAElFTkSuQmCC'" width="128px" height="51px" /></mstyle></math>
p15937
sg15
I3
sass(g1709
g15193
VImageType
p15938
I0
tp15939
(dp15940
g6
Vimg = Import["ExampleData/lena.tif"];
p15941
sg8
(lp15942
(dp15943
g11
(lp15944
sg13
Nsg15
I1
sass(g1709
g15193
g15938
I1
tp15945
(dp15946
g6
VImageType[img]
p15947
sg8
(lp15948
(dp15949
g11
(lp15950
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>Byte</mtext></mstyle></math>
p15951
sg15
I2
sass(g1709
g15193
g15938
I2
tp15952
(dp15953
g6
VImageType[Image[{{0, 1}, {1, 0}}]]
p15954
sg8
(lp15955
(dp15956
g11
(lp15957
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>Real</mtext></mstyle></math>
p15958
sg15
I3
sass(g1709
g15193
g15938
I3
tp15959
(dp15960
g6
VImageType[Binarize[img]]
p15961
sg8
(lp15962
(dp15963
g11
(lp15964
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>Bit</mtext></mstyle></math>
p15965
sg15
I4
sass(g1709
g15193
VMaxFilter
p15966
I0
tp15967
(dp15968
g6
Vlena = Import["ExampleData/lena.tif"];
p15969
sg8
(lp15970
(dp15971
g11
(lp15972
sg13
Nsg15
I1
sass(g1709
g15193
g15966
I1
tp15973
(dp15974
g6
VMaxFilter[lena, 5]
p15975
sg8
(lp15976
(dp15977
g11
(lp15978
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph src="b'data:image/png;base64,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'" width="512px" height="512px" /></mstyle></math>
p15979
sg15
I2
sass(g1709
g15193
VMedianFilter
p15980
I0
tp15981
(dp15982
g6
Vlena = Import["ExampleData/lena.tif"];
p15983
sg8
(lp15984
(dp15985
g11
(lp15986
sg13
Nsg15
I1
sass(g1709
g15193
g15980
I1
tp15987
(dp15988
g6
VMedianFilter[lena, 5]
p15989
sg8
(lp15990
(dp15991
g11
(lp15992
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph src="b'data:image/png;base64,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'" width="512px" height="512px" /></mstyle></math>
p15993
sg15
I2
sass(g1709
g15193
VMinFilter
p15994
I0
tp15995
(dp15996
g6
Vlena = Import["ExampleData/lena.tif"];
p15997
sg8
(lp15998
(dp15999
g11
(lp16000
sg13
Nsg15
I1
sass(g1709
g15193
g15994
I1
tp16001
(dp16002
g6
VMinFilter[lena, 5]
p16003
sg8
(lp16004
(dp16005
g11
(lp16006
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph src="b'data:image/png;base64,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'" width="512px" height="512px" /></mstyle></math>
p16007
sg15
I2
sass(g1709
g15193
VOpening
p16008
I0
tp16009
(dp16010
g6
Vein = Import["ExampleData/Einstein.jpg"];
p16011
sg8
(lp16012
(dp16013
g11
(lp16014
sg13
Nsg15
I1
sass(g1709
g15193
g16008
I1
tp16015
(dp16016
g6
VOpening[ein, 2.5]
p16017
sg8
(lp16018
(dp16019
g11
(lp16020
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph src="b'data:image/png;base64,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'" width="615px" height="768px" /></mstyle></math>
p16021
sg15
I2
sass(g1709
g15193
VPixelValue
p16022
I0
tp16023
(dp16024
g6
Vlena = Import["ExampleData/lena.tif"];
p16025
sg8
(lp16026
(dp16027
g11
(lp16028
sg13
Nsg15
I1
sass(g1709
g15193
g16022
I1
tp16029
(dp16030
g6
VPixelValue[lena, {1, 1}]
p16031
sg8
(lp16032
(dp16033
g11
(lp16034
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>0.321569</mn> <mo>,</mo> <mn>0.0862745</mn> <mo>,</mo> <mn>0.223529</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p16035
sg15
I2
sass(g1709
g15193
VPixelValuePositions
p16036
I0
tp16037
(dp16038
g6
VPixelValuePositions[Image[{{0, 1}, {1, 0}, {1, 1}}], 1]
p16039
sg8
(lp16040
(dp16041
g11
(lp16042
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>2</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>2</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>2</mn> <mo>,</mo> <mn>3</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p16043
sg15
I1
sass(g1709
g15193
g16036
I1
tp16044
(dp16045
g6
VPixelValuePositions[Image[{{0.2, 0.4}, {0.9, 0.6}, {0.3, 0.8}}], 0.5, 0.15]
p16046
sg8
(lp16047
(dp16048
g11
(lp16049
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>2</mn> <mo>,</mo> <mn>2</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>2</mn> <mo>,</mo> <mn>3</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p16050
sg15
I2
sass(g1709
g15193
g16036
I2
tp16051
(dp16052
g6
Vimg = Import["ExampleData/lena.tif"];
p16053
sg8
(lp16054
(dp16055
g11
(lp16056
sg13
Nsg15
I3
sass(g1709
g15193
g16036
I3
tp16057
(dp16058
g6
VPixelValuePositions[img, 3 / 255, 0.5 / 255]
p16059
sg8
(lp16060
(dp16061
g11
(lp16062
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>180</mn> <mo>,</mo> <mn>192</mn> <mo>,</mo> <mn>2</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>181</mn> <mo>,</mo> <mn>192</mn> <mo>,</mo> <mn>2</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>181</mn> <mo>,</mo> <mn>193</mn> <mo>,</mo> <mn>2</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>188</mn> <mo>,</mo> <mn>204</mn> <mo>,</mo> <mn>2</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>265</mn> <mo>,</mo> <mn>314</mn> <mo>,</mo> <mn>2</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>364</mn> <mo>,</mo> <mn>77</mn> <mo>,</mo> <mn>2</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>365</mn> <mo>,</mo> <mn>72</mn> <mo>,</mo> <mn>2</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>365</mn> <mo>,</mo> <mn>73</mn> <mo>,</mo> <mn>2</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>365</mn> <mo>,</mo> <mn>77</mn> <mo>,</mo> <mn>2</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>366</mn> <mo>,</mo> <mn>70</mn> <mo>,</mo> <mn>2</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>367</mn> <mo>,</mo> <mn>65</mn> <mo>,</mo> <mn>2</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p16063
sg15
I4
sass(g1709
g15193
g16036
I4
tp16064
(dp16065
g6
VPixelValue[img, {180, 192}]
p16066
sg8
(lp16067
(dp16068
g11
(lp16069
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>0.25098</mn> <mo>,</mo> <mn>0.0117647</mn> <mo>,</mo> <mn>0.215686</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p16070
sg15
I5
sass(g1709
g15193
VRandomImage
p16071
I0
tp16072
(dp16073
g6
VRandomImage[1, {100, 100}]
p16074
sg8
(lp16075
(dp16076
g11
(lp16077
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph src="b'data:image/png;base64,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'" width="128px" height="128px" /></mstyle></math>
p16078
sg15
I1
sass(g1709
g15193
VSharpen
p16079
I0
tp16080
(dp16081
g6
Vlena = Import["ExampleData/lena.tif"];
p16082
sg8
(lp16083
(dp16084
g11
(lp16085
sg13
Nsg15
I1
sass(g1709
g15193
g16079
I1
tp16086
(dp16087
g6
VSharpen[lena]
p16088
sg8
(lp16089
(dp16090
g11
(lp16091
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph src="b'data:image/png;base64,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'" width="512px" height="512px" /></mstyle></math>
p16092
sg15
I2
sass(g1709
g15193
g16079
I2
tp16093
(dp16094
g6
VSharpen[lena, 5]
p16095
sg8
(lp16096
(dp16097
g11
(lp16098
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph src="b'data:image/png;base64,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'" width="512px" height="512px" /></mstyle></math>
p16099
sg15
I3
sass(g1709
g15193
VThreshold
p16100
I0
tp16101
(dp16102
g6
Vimg = Import["ExampleData/lena.tif"];
p16103
sg8
(lp16104
(dp16105
g11
(lp16106
sg13
Nsg15
I1
sass(g1709
g15193
g16100
I1
tp16107
(dp16108
g6
VThreshold[img]
p16109
sg8
(lp16110
(dp16111
g11
(lp16112
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0.456739</mn></mstyle></math>
p16113
sg15
I2
sass(g1709
g15193
g16100
I2
tp16114
(dp16115
g6
VBinarize[img, %]
p16116
sg8
(lp16117
(dp16118
g11
(lp16119
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph src="b'data:image/png;base64,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'" width="512px" height="512px" /></mstyle></math>
p16120
sg15
I3
sass(g1709
g15193
g16100
I3
tp16121
(dp16122
g6
VThreshold[img, Method -> "Mean"]
p16123
sg8
(lp16124
(dp16125
g11
(lp16126
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0.486458</mn></mstyle></math>
p16127
sg15
I4
sass(g1709
g15193
g16100
I4
tp16128
(dp16129
g6
VThreshold[img, Method -> "Median"]
p16130
sg8
(lp16131
(dp16132
g11
(lp16133
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0.504726</mn></mstyle></math>
p16134
sg15
I5
sass(g1709
g15193
VWordCloud
p16135
I0
tp16136
(dp16137
g6
VWordCloud[StringSplit[Import["ExampleData/EinsteinSzilLetter.txt"]]]
p16138
sg8
(lp16139
(dp16140
g11
(lp16141
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph src="b'data:image/png;base64,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'" width="800px" height="600px" /></mstyle></math>
p16142
sg15
I1
sass(g1709
g15193
g16135
I1
tp16143
(dp16144
g6
VWordCloud[Range[50] -> ToString /@ Range[50]]
p16145
sg8
(lp16146
(dp16147
g11
(lp16148
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph src="b'data:image/png;base64,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'" width="800px" height="600px" /></mstyle></math>
p16149
sg15
I2
sass(g1709
VSpecial Functions
p16150
VAiryAi
p16151
I0
tp16152
(dp16153
g6
VAiryAi[0]
p16154
sg8
(lp16155
(dp16156
g11
(lp16157
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mfrac><msup><mn>3</mn> <mfrac><mn>1</mn> <mn>3</mn></mfrac></msup> <mrow><mn>3</mn> <mo>&nbsp;</mo> <mrow><mi>Gamma</mi> <mo>[</mo> <mfrac><mn>2</mn> <mn>3</mn></mfrac> <mo>]</mo></mrow></mrow></mfrac></mstyle></math>
p16158
sg15
I1
sass(g1709
g16150
g16151
I1
tp16159
(dp16160
g6
VAiryAi[0.5]
p16161
sg8
(lp16162
(dp16163
g11
(lp16164
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0.231694</mn></mstyle></math>
p16165
sg15
I2
sass(g1709
g16150
g16151
I2
tp16166
(dp16167
g6
VAiryAi[0.5 + I]
p16168
sg8
(lp16169
(dp16170
g11
(lp16171
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>0.157118</mn> <mo>-</mo> <mrow><mn>0.24104</mn> <mo>&nbsp;</mo> <mi>I</mi></mrow></mrow></mstyle></math>
p16172
sg15
I3
sass(g1709
g16150
g16151
I3
tp16173
(dp16174
g6
VPlot[AiryAi[x], {x, -10, 10}]
p16175
sg8
(lp16176
(dp16177
g11
(lp16178
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="247px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-17.666667 -14.610939 435.333333 277.928424">
                <polyline points="0.000000,131.078017 1.785714,107.830881 3.571429,87.257662 4.464286,78.479276 5.357143,70.935132 5.803571,67.670864 6.026786,66.172531 6.250000,64.765711 6.696429,62.232865 6.919643,61.109672 7.142857,60.083660 8.035714,56.971995 8.482143,56.022590 8.928571,55.482907 9.375000,55.354559 9.598214,55.444602 9.821429,55.637195 10.267857,56.328515 10.491071,56.826186 10.714286,57.424295 11.160714,58.918419 11.383929,59.812442 11.607143,60.802922 11.830357,61.888584 12.053571,63.068042 12.500000,65.702277 13.392857,72.023785 14.285714,79.643340 17.857143,119.885639 19.642857,143.196010 21.428571,166.418804 23.214286,187.911631 25.000000,206.185773 25.892857,213.717570 26.339286,217.024063 26.785714,220.005809 27.232143,222.650777 27.678571,224.948457 27.901786,225.964200 28.013393,226.438356 28.125000,226.889882 28.348214,227.724629 28.459821,228.107656 28.571429,228.467666 29.464286,230.510750 29.910714,230.969295 30.357143,231.050692 30.803571,230.755588 31.026786,230.467484 31.250000,230.086215 31.696429,229.046372 31.919643,228.389134 32.142857,227.641398 32.589286,225.878132 33.035714,223.764879 33.482143,221.311357 33.928571,218.528649 34.821429,212.026484 35.714286,204.372041 39.285714,165.071000 42.857143,119.925464 44.642857,98.701481 46.428571,80.138366 47.321429,72.207795 48.214286,65.336569 48.660714,62.329434 48.883929,60.937764 49.107143,59.622316 49.553571,57.224505 49.776786,56.144160 50.000000,55.144071 50.892857,51.961401 51.339286,50.869056 51.785714,50.113855 52.232143,49.697572 52.455357,49.616735 52.678571,49.620721 53.125000,49.882557 53.348214,50.139912 53.571429,50.481100 54.017857,51.413142 54.241071,52.002896 54.464286,52.674280 54.687500,53.426563 54.799107,53.832792 54.910714,54.258938 55.133929,55.170531 55.245536,55.655741 55.357143,56.160397 55.803571,58.370834 56.250000,60.881358 56.696429,63.682054 57.142857,66.762025 58.928571,81.625238 60.714286,99.865632 64.285714,142.175812 67.857143,184.474849 69.642857,202.812953 70.535714,210.852183 71.428571,218.003337 72.321429,224.180996 72.767857,226.881782 73.214286,229.313383 73.660714,231.469064 73.883929,232.441581 74.107143,233.343012 74.553571,234.930346 74.776786,235.615264 75.000000,236.227123 75.446429,237.230338 75.669643,237.621179 75.892857,237.937928 76.116071,238.180474 76.227679,238.273902 76.339286,238.348763 76.562500,238.442800 76.674107,238.461990 76.785714,238.462646 77.232143,238.280297 77.455357,238.078510 77.678571,237.803347 77.901786,237.455151 78.013393,237.253788 78.125000,237.034320 78.348214,236.541305 78.459821,236.267886 78.571429,235.976614 79.464286,233.013024 79.910714,231.118125 80.357143,228.956471 80.803571,226.535492 81.250000,223.863343 82.142857,217.801562 83.928571,203.094868 85.714286,185.567389 89.285714,145.467332 92.857143,104.713453 94.642857,86.289156 96.428571,70.191350 97.321429,63.215011 97.767857,60.024880 98.214286,57.043304 99.107143,51.731795 99.553571,49.413325 99.776786,48.340612 100.000000,47.326315 100.892857,43.862730 101.339286,42.492600 101.785714,41.366827 102.232143,40.487058 102.455357,40.139769 102.678571,39.854318 103.125000,39.469014 103.348214,39.369110 103.571429,39.330941 104.017857,39.439292 104.241071,39.585462 104.464286,39.792667 104.687500,40.060643 104.799107,40.217327 104.910714,40.389088 105.133929,40.777666 105.245536,40.994391 105.357143,41.226007 105.803571,42.300321 106.026786,42.925385 106.250000,43.608392 106.473214,44.348805 106.696429,45.146058 106.919643,45.999550 107.142857,46.908652 108.035714,51.087551 108.928571,56.098394 109.821429,61.887682 110.714286,68.395816 112.500000,83.304172 114.285714,100.253251 121.428571,175.871815 123.214286,193.621545 125.000000,209.795272 126.785714,223.947084 127.678571,230.147581 128.125000,233.011716 128.571429,235.712795 129.464286,240.610966 129.910714,242.801538 130.357143,244.816012 130.803571,246.652014 131.026786,247.502443 131.250000,248.307524 131.696429,249.780871 131.919643,250.448806 132.142857,251.070731 132.589286,252.176121 132.812500,252.659426 133.035714,253.096399 133.258929,253.487012 133.370536,253.664930 133.482143,253.831256 133.705357,254.129144 133.816964,254.260714 133.928571,254.380709 134.375000,254.745099 134.598214,254.858087 134.821429,254.925078 135.044643,254.946203 135.156250,254.939611 135.267857,254.921610 135.491071,254.851465 135.602679,254.799369 135.714286,254.735955 136.607143,253.824583 137.053571,253.102812 137.500000,252.206730 137.946429,251.138969 138.169643,250.541598 138.392857,249.902404 138.839286,248.500147 139.062500,247.737917 139.285714,246.935534 139.732143,245.212116 140.178571,243.333647 140.625000,241.304076 141.071429,239.127530 141.964286,234.350873 142.857143,229.039919 146.428571,203.247224 150.000000,172.227370 157.142857,105.528049 160.714286,74.721351 162.500000,60.793426 164.285714,48.075214 166.071429,36.690091 167.857143,26.725367 168.750000,22.293484 169.642857,18.234000 170.535714,14.548558 170.982143,12.846116 171.205357,12.029901 171.428571,11.236982 172.321429,8.297374 172.767857,6.966021 173.214286,5.726224 173.660714,4.577308 173.883929,4.036696 174.107143,3.518514 174.553571,2.548996 174.776786,2.097430 175.000000,1.667831 175.446429,0.874017 175.669643,0.509534 175.892857,0.166480 176.116071,-0.155289 176.227679,-0.308239 176.339286,-0.455923 176.562500,-0.735575 176.674107,-0.867582 176.785714,-0.994402 177.232143,-1.450229 177.455357,-1.647561 177.678571,-1.824734 177.901786,-1.981922 178.013393,-2.053077 178.125000,-2.119303 178.348214,-2.237060 178.459821,-2.288636 178.571429,-2.335375 179.464286,-2.538018 179.910714,-2.527693 180.357143,-2.445073 180.803571,-2.291805 181.026786,-2.189202 181.250000,-2.069569 181.696429,-1.780070 181.919643,-1.610639 182.142857,-1.425043 182.589286,-1.006244 182.812500,-0.773484 183.035714,-0.525448 183.258929,-0.262361 183.370536,-0.125244 183.482143,0.015552 183.705357,0.308064 183.816964,0.459724 183.928571,0.614949 184.375000,1.270925 184.598214,1.619560 184.821429,1.981654 185.044643,2.356978 185.267857,2.745302 185.491071,3.146397 185.714286,3.560033 186.607143,5.335394 187.053571,6.292354 187.500000,7.293062 187.946429,8.335698 188.392857,9.418451 189.285714,11.697128 190.178571,14.114876 191.071429,16.657744 192.857143,22.064681 196.428571,33.806605 200.000000,46.175431 203.571429,58.556053 207.142857,70.473260 210.714286,81.586850 212.500000,86.769704 213.392857,89.259086 214.285714,91.678201 216.071429,96.300972 217.857143,100.631807 218.750000,102.687057 219.642857,104.669000 220.535714,106.578022 220.982143,107.505365 221.428571,108.414713 223.214286,111.874369 224.107143,113.499371 225.000000,115.056080 225.892857,116.545846 226.339286,117.266074 226.785714,117.970118 227.678571,119.330438 228.125000,119.987120 228.348214,120.309683 228.571429,120.628427 229.464286,121.865767 229.910714,122.462235 230.357143,123.044196 230.803571,123.611872 231.250000,124.165491 231.696429,124.705278 232.142857,125.231463 232.589286,125.744276 233.035714,126.243946 233.482143,126.730705 233.928571,127.204785 234.821429,128.115834 235.267857,128.553265 235.491071,128.767558 235.714286,128.978942 236.607143,129.795951 237.053571,130.187740 237.500000,130.568688 237.946429,130.939021 238.169643,131.120277 238.392857,131.298962 238.839286,131.648734 239.062500,131.819874 239.285714,131.988555 239.732143,132.318645 240.178571,132.639220 240.625000,132.950493 240.848214,133.102708 241.071429,133.252677 241.517857,133.545980 241.964286,133.830610 242.410714,134.106770 242.633929,134.241738 242.857143,134.374663 243.750000,134.886439 244.196429,135.130712 244.642857,135.367496 245.089286,135.596980 245.312500,135.709042 245.535714,135.819348 245.982143,136.034782 246.205357,136.139955 246.428571,136.243461 246.875000,136.445560 247.321429,136.641253 247.767857,136.830708 247.991071,136.923149 248.214286,137.014093 248.660714,137.191572 249.107143,137.363303 249.553571,137.529446 249.776786,137.610470 250.000000,137.690154 250.892857,137.995867 251.339286,138.141166 251.785714,138.281616 252.232143,138.417358 252.455357,138.483505 252.678571,138.548526 253.125000,138.675254 253.348214,138.736994 253.571429,138.797672 254.017857,138.915907 254.464286,139.030084 254.910714,139.140323 255.133929,139.194003 255.357143,139.246744 255.803571,139.349462 256.250000,139.448590 256.696429,139.544238 256.919643,139.590790 257.142857,139.636513 258.035714,139.811364 258.482143,139.894142 258.928571,139.973950 259.375000,140.050884 259.821429,140.125036 260.267857,140.196496 260.714286,140.265350 261.160714,140.331683 261.607143,140.395578 262.053571,140.457116 262.500000,140.516374 263.392857,140.628353 263.839286,140.681218 264.062500,140.706901 264.285714,140.732095 265.178571,140.828151 266.071429,140.917036 266.964286,140.999239 267.857143,141.075218 268.750000,141.145403 269.642857,141.210200 270.535714,141.269987 271.428571,141.325122 273.214286,141.422748 275.000000,141.505496 276.785714,141.575481 278.571429,141.634545 282.142857,141.726086 285.714286,141.790482 292.857143,141.866517 300.000000,141.902442 307.142857,141.918911 314.285714,141.926244 321.428571,141.929420 328.571429,141.930758 335.714286,141.931307 342.857143,141.931527 350.000000,141.931613 357.142857,141.931645 364.285714,141.931657 371.428571,141.931662 378.571429,141.931663 385.714286,141.931664 392.857143,141.931664 400.000000,141.931664" style="stroke: rgb(24.720000%, 24.000000%, 60.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="-16.000000,141.931664 416.000000,141.931664" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="0.000000" y="144.598331" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-10</mtext></math></foreignObject>
<foreignObject x="100.000000" y="144.598331" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-5</mtext></math></foreignObject>
<foreignObject x="300.000000" y="144.598331" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>5</mn></math></foreignObject>
<foreignObject x="400.000000" y="144.598331" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>10</mn></math></foreignObject>
<polyline points="0.000000,141.931664 0.000000,135.264998" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="100.000000,141.931664 100.000000,135.264998" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="300.000000,141.931664 300.000000,135.264998" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="400.000000,141.931664 400.000000,135.264998" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="20.000000,141.931664 20.000000,137.931664" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="40.000000,141.931664 40.000000,137.931664" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="60.000000,141.931664 60.000000,137.931664" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="80.000000,141.931664 80.000000,137.931664" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="120.000000,141.931664 120.000000,137.931664" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="140.000000,141.931664 140.000000,137.931664" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="160.000000,141.931664 160.000000,137.931664" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="180.000000,141.931664 180.000000,137.931664" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="220.000000,141.931664 220.000000,137.931664" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="240.000000,141.931664 240.000000,137.931664" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="260.000000,141.931664 260.000000,137.931664" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="280.000000,141.931664 280.000000,137.931664" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="320.000000,141.931664 320.000000,137.931664" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="340.000000,141.931664 340.000000,137.931664" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="360.000000,141.931664 360.000000,137.931664" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="380.000000,141.931664 380.000000,137.931664" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="200.000000,260.157867 200.000000,-12.944272" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="197.333333" y="249.817486" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-0.4</mtext></math></foreignObject>
<foreignObject x="197.333333" y="195.874575" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-0.2</mtext></math></foreignObject>
<foreignObject x="197.333333" y="87.988754" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.2</mn></math></foreignObject>
<foreignObject x="197.333333" y="34.045843" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.4</mn></math></foreignObject>
<polyline points="200.000000,249.817486 206.666667,249.817486" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,195.874575 206.666667,195.874575" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,87.988754 206.666667,87.988754" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,34.045843 206.666667,34.045843" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,236.331758 204.000000,236.331758" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,222.846030 204.000000,222.846030" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,209.360303 204.000000,209.360303" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,182.388847 204.000000,182.388847" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,168.903120 204.000000,168.903120" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,155.417392 204.000000,155.417392" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,128.445937 204.000000,128.445937" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,114.960209 204.000000,114.960209" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,101.474481 204.000000,101.474481" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,74.503026 204.000000,74.503026" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,61.017298 204.000000,61.017298" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,47.531571 204.000000,47.531571" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,20.560115 204.000000,20.560115" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,7.074388 204.000000,7.074388" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
            </svg>
        "/></mstyle></math>
p16179
sg15
I4
sass(g1709
g16150
VAiryAiPrime
p16180
I0
tp16181
(dp16182
g6
VAiryAiPrime[0]
p16183
sg8
(lp16184
(dp16185
g11
(lp16186
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>-</mo> <mfrac><msup><mn>3</mn> <mfrac><mn>2</mn> <mn>3</mn></mfrac></msup> <mrow><mn>3</mn> <mo>&nbsp;</mo> <mrow><mi>Gamma</mi> <mo>[</mo> <mfrac><mn>1</mn> <mn>3</mn></mfrac> <mo>]</mo></mrow></mrow></mfrac></mrow></mstyle></math>
p16187
sg15
I1
sass(g1709
g16150
g16180
I1
tp16188
(dp16189
g6
VAiryAiPrime[0.5]
p16190
sg8
(lp16191
(dp16192
g11
(lp16193
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>-0.224911</mtext></mstyle></math>
p16194
sg15
I2
sass(g1709
g16150
VAiryAiZero
p16195
I0
tp16196
(dp16197
g6
VN[AiryAiZero[1]]
p16198
sg8
(lp16199
(dp16200
g11
(lp16201
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>-2.33811</mtext></mstyle></math>
p16202
sg15
I1
sass(g1709
g16150
VAiryBi
p16203
I0
tp16204
(dp16205
g6
VAiryBi[0]
p16206
sg8
(lp16207
(dp16208
g11
(lp16209
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mfrac><msup><mn>3</mn> <mfrac><mn>5</mn> <mn>6</mn></mfrac></msup> <mrow><mn>3</mn> <mo>&nbsp;</mo> <mrow><mi>Gamma</mi> <mo>[</mo> <mfrac><mn>2</mn> <mn>3</mn></mfrac> <mo>]</mo></mrow></mrow></mfrac></mstyle></math>
p16210
sg15
I1
sass(g1709
g16150
g16203
I1
tp16211
(dp16212
g6
VAiryBi[0.5]
p16213
sg8
(lp16214
(dp16215
g11
(lp16216
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0.854277</mn></mstyle></math>
p16217
sg15
I2
sass(g1709
g16150
g16203
I2
tp16218
(dp16219
g6
VAiryBi[0.5 + I]
p16220
sg8
(lp16221
(dp16222
g11
(lp16223
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>0.688145</mn> <mo>+</mo> <mrow><mn>0.370815</mn> <mo>&nbsp;</mo> <mi>I</mi></mrow></mrow></mstyle></math>
p16224
sg15
I3
sass(g1709
g16150
g16203
I3
tp16225
(dp16226
g6
VPlot[AiryBi[x], {x, -10, 2}]
p16227
sg8
(lp16228
(dp16229
g11
(lp16230
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="247px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-17.666667 -14.610939 435.333333 276.435473">
                <polyline points="0.000000,220.905245 0.892857,220.440720 1.785714,219.737647 2.678571,218.801679 3.125000,218.248574 3.571429,217.640101 4.464286,216.261759 4.910714,215.494476 5.357143,214.676991 5.803571,213.810814 6.026786,213.359961 6.250000,212.897538 6.696429,211.938834 6.919643,211.442989 7.142857,210.936448 8.035714,208.807978 8.928571,206.527480 9.821429,204.111284 10.714286,201.576577 12.500000,196.223905 14.285714,190.619189 17.857143,179.274550 19.642857,173.843153 20.535714,171.252522 21.428571,168.768409 22.321429,166.407177 23.214286,164.184274 23.660714,163.129248 24.107143,162.114133 24.553571,161.140559 24.776786,160.669840 25.000000,160.210085 25.446429,159.324192 25.892857,158.484282 26.116071,158.081988 26.339286,157.691679 26.562500,157.313508 26.674107,157.129021 26.785714,156.947622 27.232143,156.253269 27.455357,155.925070 27.678571,155.609691 27.901786,155.307253 28.013393,155.160924 28.125000,155.017872 28.348214,154.741655 28.459821,154.608517 28.571429,154.478708 29.464286,153.561484 29.910714,153.184767 30.357143,152.863390 30.803571,152.597795 31.026786,152.486029 31.250000,152.388333 31.696429,152.235261 31.919643,152.179927 32.142857,152.138745 32.589286,152.098856 32.812500,152.100145 33.035714,152.115576 33.258929,152.145133 33.370536,152.165202 33.482143,152.188794 33.705357,152.246530 33.816964,152.280666 33.928571,152.318308 34.375000,152.503824 34.598214,152.617468 34.821429,152.744962 35.044643,152.886246 35.156250,152.962037 35.267857,153.041251 35.491071,153.209906 35.602679,153.299328 35.714286,153.392133 36.607143,154.255019 37.053571,154.765483 37.500000,155.327466 37.946429,155.939993 38.169643,156.264887 38.392857,156.602017 38.839286,157.312412 39.062500,157.685376 39.285714,158.069978 39.732143,158.873447 40.178571,159.721478 40.625000,160.612668 41.071429,161.545546 41.964286,163.530186 42.410714,164.578715 42.857143,165.662471 44.642857,170.314112 46.428571,175.381825 50.000000,186.250012 53.571429,197.201116 55.357143,202.376826 56.250000,204.835007 57.142857,207.187379 58.035714,209.420304 58.928571,211.520942 59.375000,212.517877 59.821429,213.477321 60.267857,214.397925 60.491071,214.843256 60.714286,215.278399 61.160714,216.117516 61.607143,216.914117 61.830357,217.296129 62.053571,217.667106 62.276786,218.026922 62.388393,218.202606 62.500000,218.375455 62.946429,219.038206 63.169643,219.352201 63.392857,219.654469 63.616071,219.944910 63.727679,220.085665 63.839286,220.223428 64.062500,220.489931 64.174107,220.618650 64.285714,220.744333 65.178571,221.639363 65.625000,222.012357 66.071429,222.335040 66.517857,222.607033 66.741071,222.723921 66.964286,222.828028 67.410714,222.997796 67.633929,223.063417 67.857143,223.116178 68.303571,223.183092 68.526786,223.197243 68.750000,223.198529 68.973214,223.186961 69.084821,223.176361 69.196429,223.162553 69.419643,223.125326 69.531250,223.101913 69.642857,223.075304 70.089286,222.936990 70.312500,222.848769 70.535714,222.747894 70.758929,222.634411 70.870536,222.572957 70.982143,222.508370 71.205357,222.369828 71.316964,222.295886 71.428571,222.218842 72.321429,221.491812 72.767857,221.055500 73.214286,220.571561 73.660714,220.040753 73.883929,219.758028 74.107143,219.463899 74.553571,218.841882 74.776786,218.514230 75.000000,218.175646 75.446429,217.466193 75.892857,216.714582 76.339286,215.921928 76.562500,215.510572 76.785714,215.089397 77.232143,214.218209 77.678571,213.309629 78.125000,212.364975 78.348214,211.879543 78.571429,211.385605 79.464286,209.328373 80.357143,207.149636 81.250000,204.861679 82.142857,202.477295 83.928571,197.472511 85.714286,192.244910 89.285714,181.573336 91.071429,176.354781 92.857143,171.359485 94.642857,166.689056 95.535714,164.505230 96.428571,162.436912 97.321429,160.494212 97.767857,159.572932 98.214286,158.686521 98.660714,157.836033 99.107143,157.022474 99.330357,156.629843 99.553571,156.246799 99.776786,155.873453 100.000000,155.509912 100.892857,154.155852 101.339286,153.540220 101.785714,152.966459 102.232143,152.435201 102.455357,152.185695 102.678571,151.947027 103.125000,151.502458 103.348214,151.296673 103.571429,151.101960 104.017857,150.745945 104.241071,150.584730 104.464286,150.434763 104.687500,150.296080 104.799107,150.230980 104.910714,150.168712 105.133929,150.052687 105.245536,149.998936 105.357143,149.948030 105.803571,149.772899 106.026786,149.702456 106.250000,149.643444 106.473214,149.595870 106.584821,149.576372 106.696429,149.559735 106.919643,149.535041 107.031250,149.526983 107.142857,149.521783 108.035714,149.582920 108.482143,149.681753 108.928571,149.825837 109.375000,150.014905 109.598214,150.126212 109.821429,150.248642 110.267857,150.526676 110.491071,150.682176 110.714286,150.848587 111.160714,151.213900 111.383929,151.412671 111.607143,151.622092 111.830357,151.842090 111.941964,151.956032 112.053571,152.072589 112.276786,152.313510 112.388393,152.437854 112.500000,152.564771 112.946429,153.097968 113.169643,153.379726 113.392857,153.671465 113.616071,153.973090 113.839286,154.284502 114.062500,154.605599 114.285714,154.936275 115.178571,156.352598 115.625000,157.115331 116.071429,157.913169 116.517857,158.745107 116.964286,159.610105 117.857143,161.434944 118.750000,163.378701 119.642857,165.431908 120.535714,167.584670 121.428571,169.826716 123.214286,174.536001 125.000000,179.472058 128.571429,189.662285 130.357143,194.734739 132.142857,199.673805 133.928571,204.395222 134.821429,206.649378 135.714286,208.819970 136.607143,210.898142 137.500000,212.875517 137.946429,213.823923 138.392857,214.744218 138.839286,215.635499 139.285714,216.496902 139.732143,217.327595 140.178571,218.126783 140.625000,218.893708 140.848214,219.264845 141.071429,219.627650 141.517857,220.327926 141.741071,220.665236 141.964286,220.993891 142.187500,221.313816 142.410714,221.624940 142.633929,221.927192 142.857143,222.220505 143.750000,223.303115 144.196429,223.789224 144.642857,224.237979 145.089286,224.649012 145.312500,224.840280 145.535714,225.021997 145.982143,225.356646 146.205357,225.509516 146.428571,225.652714 146.875000,225.909994 147.098214,226.024035 147.321429,226.128321 147.544643,226.222836 147.656250,226.266426 147.767857,226.307569 147.991071,226.382511 148.102679,226.416308 148.214286,226.447655 148.660714,226.548531 148.883929,226.584263 149.107143,226.610193 149.330357,226.626328 149.441964,226.630724 149.553571,226.632674 149.776786,226.629243 149.888393,226.623865 150.000000,226.616047 150.892857,226.465952 151.339286,226.332822 151.785714,226.161257 152.232143,225.951519 152.455357,225.832427 152.678571,225.703906 153.125000,225.418753 153.348214,225.262213 153.571429,225.096429 154.017857,224.737337 154.241071,224.544138 154.464286,224.341915 154.687500,224.130727 154.799107,224.021790 154.910714,223.910635 155.133929,223.681704 155.245536,223.563944 155.357143,223.443999 155.803571,222.942544 156.026786,222.678934 156.250000,222.406835 156.473214,222.126320 156.696429,221.837469 156.919643,221.540359 157.142857,221.235072 158.035714,219.933830 158.482143,219.236377 158.928571,218.508674 159.375000,217.751480 159.821429,216.965581 160.714286,215.310918 161.607143,213.551402 162.500000,211.694078 163.392857,209.746281 164.285714,207.715605 166.071429,203.437101 167.857143,198.923262 171.428571,189.457511 175.000000,179.858041 176.785714,175.173324 178.571429,170.648836 180.357143,166.342976 181.250000,164.289132 182.142857,162.309878 183.035714,160.411215 183.482143,159.493890 183.928571,158.598809 184.821429,156.877975 185.267857,156.053459 185.491071,155.650436 185.714286,155.253664 186.607143,153.730457 187.053571,153.008094 187.500000,152.312552 187.946429,151.644294 188.169643,151.320534 188.392857,151.003758 188.839286,150.391361 189.062500,150.095836 189.285714,149.807490 189.732143,149.252512 189.955357,148.985964 190.178571,148.726764 190.401786,148.474950 190.513393,148.351825 190.625000,148.230561 190.848214,147.993630 190.959821,147.877972 191.071429,147.764192 191.517857,147.327920 191.741071,147.121146 191.964286,146.921985 192.187500,146.730461 192.299107,146.637570 192.410714,146.546599 192.633929,146.370421 192.745536,146.285221 192.857143,146.201950 193.750000,145.605493 194.196429,145.353936 194.642857,145.133621 195.089286,144.944610 195.312500,144.861858 195.535714,144.786945 195.982143,144.660640 196.205357,144.609246 196.428571,144.565688 196.875000,144.502056 197.098214,144.481969 197.321429,144.469690 197.544643,144.465208 197.656250,144.465887 197.767857,144.468510 197.991071,144.479584 198.102679,144.488031 198.214286,144.498415 198.660714,144.559282 198.883929,144.601280 199.107143,144.650963 199.330357,144.708307 199.441964,144.739845 199.553571,144.773290 199.776786,144.845888 199.888393,144.885034 200.000000,144.926074 200.892857,145.322144 201.339286,145.564946 201.785714,145.837236 202.232143,146.138721 202.455357,146.300315 202.678571,146.469089 203.125000,146.828010 203.348214,147.018069 203.571429,147.215135 204.017857,147.630097 204.241071,147.847897 204.464286,148.072511 204.687500,148.303888 204.910714,148.541976 205.133929,148.786722 205.357143,149.038074 205.803571,149.560370 206.250000,150.108415 206.696429,150.681744 206.919643,150.977741 207.142857,151.279877 208.035714,152.548570 208.482143,153.218101 208.928571,153.910384 209.375000,154.624872 209.821429,155.361010 210.714286,156.895957 211.607143,158.510565 212.500000,160.200025 213.392857,161.959394 214.285714,163.783616 216.071429,167.605914 217.857143,171.624790 221.428571,180.080374 225.000000,188.806747 228.571429,197.470813 232.142857,205.762984 233.928571,209.681939 234.821429,211.570784 235.714286,213.407721 237.500000,216.912504 238.392857,218.574132 239.285714,220.171425 240.178571,221.701754 240.625000,222.441039 241.071429,223.162686 241.964286,224.551986 242.410714,225.219130 242.633929,225.545719 242.857143,225.867616 243.750000,227.107732 244.196429,227.698950 244.642857,228.270689 245.089286,228.822772 245.312500,229.091391 245.535714,229.355036 245.982143,229.867330 246.205357,230.115944 246.428571,230.359515 246.875000,230.831463 247.098214,231.059812 247.321429,231.283059 247.544643,231.501192 247.767857,231.714199 247.991071,231.922069 248.214286,232.124791 248.660714,232.514753 248.883929,232.701976 249.107143,232.884016 249.330357,233.060867 249.441964,233.147344 249.553571,233.232522 249.776786,233.398976 249.888393,233.480251 250.000000,233.560224 250.892857,234.153082 251.339286,234.418198 251.785714,234.662430 252.232143,234.885785 252.455357,234.989639 252.678571,235.088280 253.125000,235.269940 253.348214,235.352969 253.571429,235.430804 254.017857,235.570918 254.241071,235.633211 254.464286,235.690338 254.687500,235.742308 254.799107,235.766362 254.910714,235.789130 255.133929,235.830814 255.245536,235.849732 255.357143,235.867370 255.803571,235.925140 256.026786,235.946378 256.250000,235.962535 256.473214,235.973623 256.584821,235.977271 256.696429,235.979656 256.919643,235.980648 257.031250,235.979258 257.142857,235.976614 258.035714,235.910522 258.482143,235.847733 258.928571,235.765304 259.375000,235.663385 259.598214,235.605166 259.821429,235.542133 260.267857,235.401712 260.491071,235.324367 260.714286,235.242295 261.160714,235.064059 261.383929,234.967942 261.607143,234.867190 261.830357,234.761828 261.941964,234.707425 262.053571,234.651879 262.276786,234.537369 262.388393,234.478411 262.500000,234.418323 262.946429,234.166725 263.169643,234.034226 263.392857,233.897295 263.616071,233.755959 263.727679,233.683648 263.839286,233.610246 264.062500,233.460183 264.174107,233.383530 264.285714,233.305799 265.178571,232.645615 265.625000,232.290341 266.071429,231.918597 266.517857,231.530626 266.741071,231.330633 266.964286,231.126675 267.410714,230.706995 267.633929,230.491335 267.857143,230.271840 268.303571,229.821469 268.750000,229.356143 269.196429,228.876126 269.642857,228.381685 270.535714,227.350616 270.982143,226.814534 271.205357,226.541477 271.428571,226.265122 272.321429,225.127422 273.214286,223.939764 274.107143,222.704413 275.000000,221.423655 275.892857,220.099779 276.785714,218.735084 277.678571,217.331863 278.571429,215.892406 280.357143,212.913878 282.142857,209.817501 285.714286,203.341110 292.857143,189.707575 300.000000,175.905819 303.571429,169.158347 307.142857,162.593078 310.714286,156.247215 312.500000,153.163293 314.285714,150.140126 317.857143,144.274017 321.428571,138.634795 328.571429,127.904734 335.714286,117.545454 339.285714,112.320393 342.857143,106.940962 346.428571,101.297474 348.214286,98.338514 349.107143,96.817466 350.000000,95.265765 351.785714,92.061166 353.571429,88.705501 355.357143,85.178306 356.250000,83.343621 357.142857,81.457757 358.928571,77.520548 360.714286,73.341750 362.500000,68.894652 363.392857,66.561613 364.285714,64.150583 366.071429,59.078712 367.857143,53.645820 369.642857,47.816057 371.428571,41.550656 375.000000,27.541412 376.785714,19.702495 378.571429,11.236982 382.142857,-7.814214 383.928571,-18.534129 385.714286,-30.150346 389.285714,-56.416102 392.857143,-87.387320 400.000000,-167.395780" style="stroke: rgb(24.720000%, 24.000000%, 60.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="-16.000000,187.083458 416.000000,187.083458" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="0.000000" y="189.750125" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-10</mtext></math></foreignObject>
<foreignObject x="66.666667" y="189.750125" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-8</mtext></math></foreignObject>
<foreignObject x="133.333333" y="189.750125" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-6</mtext></math></foreignObject>
<foreignObject x="200.000000" y="189.750125" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-4</mtext></math></foreignObject>
<foreignObject x="266.666667" y="189.750125" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-2</mtext></math></foreignObject>
<foreignObject x="400.000000" y="189.750125" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>2</mn></math></foreignObject>
<polyline points="0.000000,187.083458 0.000000,180.416792" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="66.666667,187.083458 66.666667,180.416792" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="133.333333,187.083458 133.333333,180.416792" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,187.083458 200.000000,180.416792" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="266.666667,187.083458 266.666667,180.416792" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="400.000000,187.083458 400.000000,180.416792" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="16.666667,187.083458 16.666667,183.083458" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="33.333333,187.083458 33.333333,183.083458" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="50.000000,187.083458 50.000000,183.083458" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="83.333333,187.083458 83.333333,183.083458" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="100.000000,187.083458 100.000000,183.083458" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="116.666667,187.083458 116.666667,183.083458" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="150.000000,187.083458 150.000000,183.083458" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="166.666667,187.083458 166.666667,183.083458" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="183.333333,187.083458 183.333333,183.083458" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="216.666667,187.083458 216.666667,183.083458" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="233.333333,187.083458 233.333333,183.083458" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="250.000000,187.083458 250.000000,183.083458" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="283.333333,187.083458 283.333333,183.083458" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="300.000000,187.083458 300.000000,183.083458" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="316.666667,187.083458 316.666667,183.083458" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="350.000000,187.083458 350.000000,183.083458" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="366.666667,187.083458 366.666667,183.083458" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="383.333333,187.083458 383.333333,183.083458" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="333.333333,260.157867 333.333333,-12.944272" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="330.666667" y="240.823457" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-0.5</mtext></math></foreignObject>
<foreignObject x="330.666667" y="133.343460" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.5</mn></math></foreignObject>
<foreignObject x="330.666667" y="79.603462" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1.0</mn></math></foreignObject>
<foreignObject x="330.666667" y="25.863464" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1.5</mn></math></foreignObject>
<polyline points="333.333333,240.823457 340.000000,240.823457" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="333.333333,133.343460 340.000000,133.343460" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="333.333333,79.603462 340.000000,79.603462" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="333.333333,25.863464 340.000000,25.863464" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="333.333333,251.571456 337.333333,251.571456" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="333.333333,230.075457 337.333333,230.075457" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="333.333333,219.327457 337.333333,219.327457" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="333.333333,208.579458 337.333333,208.579458" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="333.333333,197.831458 337.333333,197.831458" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="333.333333,176.335459 337.333333,176.335459" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="333.333333,165.587459 337.333333,165.587459" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="333.333333,154.839459 337.333333,154.839459" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="333.333333,144.091460 337.333333,144.091460" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="333.333333,122.595461 337.333333,122.595461" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="333.333333,111.847461 337.333333,111.847461" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="333.333333,101.099461 337.333333,101.099461" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="333.333333,90.351462 337.333333,90.351462" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="333.333333,68.855462 337.333333,68.855462" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="333.333333,58.107463 337.333333,58.107463" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="333.333333,47.359463 337.333333,47.359463" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="333.333333,36.611463 337.333333,36.611463" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="333.333333,15.115464 337.333333,15.115464" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="333.333333,4.367464 337.333333,4.367464" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
            </svg>
        "/></mstyle></math>
p16231
sg15
I4
sass(g1709
g16150
VAiryBiPrime
p16232
I0
tp16233
(dp16234
g6
VAiryBiPrime[0]
p16235
sg8
(lp16236
(dp16237
g11
(lp16238
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mfrac><msup><mn>3</mn> <mfrac><mn>1</mn> <mn>6</mn></mfrac></msup> <mrow><mi>Gamma</mi> <mo>[</mo> <mfrac><mn>1</mn> <mn>3</mn></mfrac> <mo>]</mo></mrow></mfrac></mstyle></math>
p16239
sg15
I1
sass(g1709
g16150
g16232
I1
tp16240
(dp16241
g6
VAiryBiPrime[0.5]
p16242
sg8
(lp16243
(dp16244
g11
(lp16245
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0.544573</mn></mstyle></math>
p16246
sg15
I2
sass(g1709
g16150
VAiryBiZero
p16247
I0
tp16248
(dp16249
g6
VN[AiryBiZero[1]]
p16250
sg8
(lp16251
(dp16252
g11
(lp16253
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>-1.17371</mtext></mstyle></math>
p16254
sg15
I1
sass(g1709
g16150
VAngerJ
p16255
I0
tp16256
(dp16257
g6
VAngerJ[1.5, 3.5]
p16258
sg8
(lp16259
(dp16260
g11
(lp16261
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0.294479</mn></mstyle></math>
p16262
sg15
I1
sass(g1709
g16150
g16255
I1
tp16263
(dp16264
g6
VPlot[AngerJ[1, x], {x, -10, 10}]
p16265
sg8
(lp16266
(dp16267
g11
(lp16268
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="247px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-17.666667 -14.610939 435.333333 276.435473">
                <polyline points="0.000000,132.011384 3.571429,140.551150 5.357143,144.694685 7.142857,148.709416 8.928571,152.562740 10.714286,156.223018 11.607143,157.971204 12.500000,159.659830 13.392857,161.285322 13.839286,162.073305 14.062500,162.460920 14.285714,162.844214 15.178571,164.333153 15.625000,165.050375 16.071429,165.748905 16.517857,166.428359 16.964286,167.088362 17.410714,167.728545 17.857143,168.348550 18.303571,168.948027 18.750000,169.526634 19.196429,170.084041 19.419643,170.354693 19.642857,170.619924 20.089286,171.133972 20.312500,171.382713 20.535714,171.625882 20.758929,171.863442 20.982143,172.095359 21.205357,172.321598 21.428571,172.542123 22.321429,173.366427 22.767857,173.743455 23.214286,174.096740 23.660714,174.426054 23.883929,174.581653 24.107143,174.731178 24.553571,175.011902 24.776786,175.143053 25.000000,175.268031 25.446429,175.499380 25.669643,175.605706 25.892857,175.705773 26.116071,175.799560 26.227679,175.844092 26.339286,175.887048 26.562500,175.968219 26.674107,176.006430 26.785714,176.043055 27.232143,176.173655 27.455357,176.229387 27.678571,176.278720 27.901786,176.321640 28.013393,176.340692 28.125000,176.358135 28.348214,176.388191 28.459821,176.400801 28.571429,176.411796 29.464286,176.441507 29.910714,176.417409 30.357143,176.367266 30.803571,176.291036 31.026786,176.243128 31.250000,176.188688 31.696429,176.060205 31.919643,175.986161 32.142857,175.905582 32.589286,175.724827 32.812500,175.624655 33.035714,175.517959 33.258929,175.404742 33.370536,175.345690 33.482143,175.285010 33.705357,175.158769 33.816964,175.093210 33.928571,175.026026 34.375000,174.741063 34.598214,174.588862 34.821429,174.430193 35.044643,174.265068 35.156250,174.180088 35.267857,174.093498 35.491071,173.915495 35.602679,173.824085 35.714286,173.731072 36.607143,172.929472 37.053571,172.490550 37.500000,172.026404 37.946429,171.537189 38.169643,171.283233 38.392857,171.023075 38.839286,170.484245 39.062500,170.205622 39.285714,169.920893 39.732143,169.333224 40.178571,168.721458 40.625000,168.085824 41.071429,167.426565 41.964286,166.038199 42.410714,165.309636 42.633929,164.936884 42.857143,164.558534 43.750000,162.989928 44.642857,161.334919 45.535714,159.596225 46.428571,157.776735 47.321429,155.879505 48.214286,153.907758 49.107143,151.864871 50.000000,149.754376 51.785714,145.345414 53.571429,140.711941 57.142857,130.905677 64.285714,110.162505 67.857143,99.849347 71.428571,90.001989 73.214286,85.351745 75.000000,80.934832 75.892857,78.825417 76.785714,76.788003 77.678571,74.826937 78.125000,73.876363 78.571429,72.946454 79.464286,71.150666 80.357143,69.443554 80.803571,68.624458 81.250000,67.828961 81.696429,67.057520 82.142857,66.310584 82.589286,65.588589 83.035714,64.891966 83.258929,64.553299 83.482143,64.221130 83.705357,63.895511 83.928571,63.576490 84.375000,62.958443 84.821429,62.367374 85.044643,62.082074 85.267857,61.803658 85.491071,61.532172 85.602679,61.399041 85.714286,61.267659 86.607143,60.280208 87.053571,59.829425 87.500000,59.407698 87.946429,59.015329 88.169643,58.830247 88.392857,58.652613 88.839286,58.319828 89.062500,58.164744 89.285714,58.017242 89.732143,57.745110 89.955357,57.620540 90.178571,57.503673 90.401786,57.394536 90.513393,57.342876 90.625000,57.293159 90.848214,57.199566 90.959821,57.155697 91.071429,57.113783 91.517857,56.965749 91.741071,56.903544 91.964286,56.849244 92.187500,56.802870 92.299107,56.782662 92.410714,56.764444 92.633929,56.733984 92.745536,56.721747 92.857143,56.711510 93.750000,56.701817 94.196429,56.745312 94.642857,56.821181 95.089286,56.929515 95.312500,56.995882 95.535714,57.070393 95.982143,57.243877 96.205357,57.342863 96.428571,57.450018 96.875000,57.688850 97.098214,57.820532 97.321429,57.960393 97.544643,58.108434 97.656250,58.185522 97.767857,58.264654 97.991071,58.429051 98.102679,58.514316 98.214286,58.601624 98.660714,58.971281 98.883929,59.168356 99.107143,59.373587 99.330357,59.586968 99.441964,59.696712 99.553571,59.808490 99.776786,60.038146 99.888393,60.156020 100.000000,60.275925 100.892857,61.308049 101.339286,61.872534 101.785714,62.469139 102.232143,63.097726 102.455357,63.423966 102.678571,63.758142 103.125000,64.450219 103.348214,64.808074 103.571429,65.173775 104.017857,65.928613 104.464286,66.714524 104.910714,67.531283 105.357143,68.378650 106.250000,70.164186 106.696429,71.101808 107.142857,72.068944 108.928571,76.226267 109.821429,78.473368 110.714286,80.828768 111.607143,83.289214 112.500000,85.851255 114.285714,91.265348 117.857143,103.139957 121.428571,116.168953 128.571429,144.375610 135.714286,173.020270 139.285714,186.559788 141.071429,192.970245 142.857143,199.081516 144.642857,204.850825 146.428571,210.237336 147.321429,212.774880 148.214286,215.202432 149.107143,217.515559 149.553571,218.627874 150.000000,219.709998 150.892857,221.781668 151.785714,223.726674 152.232143,224.650515 152.678571,225.541317 153.125000,226.398651 153.571429,227.222099 154.017857,228.011255 154.464286,228.765728 154.910714,229.485140 155.133929,229.831584 155.357143,230.169127 155.803571,230.817339 156.026786,231.127924 156.250000,231.429439 156.473214,231.721846 156.584821,231.864622 156.696429,232.005106 156.919643,232.279180 157.031250,232.412761 157.142857,232.544031 158.035714,233.510500 158.482143,233.937501 158.928571,234.326677 159.375000,234.677793 159.598214,234.839010 159.821429,234.990631 160.267857,235.264987 160.491071,235.387675 160.714286,235.500673 161.160714,235.697517 161.383929,235.781324 161.607143,235.855362 161.830357,235.919614 161.941964,235.948066 162.053571,235.974065 162.276786,236.018699 162.388393,236.037330 162.500000,236.053502 162.946429,236.093561 163.169643,236.098794 163.392857,236.094149 163.616071,236.079616 163.727679,236.068639 163.839286,236.055188 164.062500,236.020856 164.174107,235.999974 164.285714,235.976614 165.178571,235.700460 165.625000,235.502835 166.071429,235.265507 166.517857,234.988495 166.741071,234.835117 166.964286,234.671832 167.410714,234.315568 167.633929,234.122606 167.857143,233.919769 168.303571,233.484516 168.526786,233.252124 168.750000,233.009907 168.973214,232.757879 169.084821,232.628191 169.196429,232.496056 169.419643,232.224455 169.531250,232.084993 169.642857,231.943094 170.089286,231.351164 170.312500,231.040637 170.535714,230.720430 170.758929,230.390566 170.982143,230.051069 171.205357,229.701963 171.428571,229.343273 172.321429,227.813230 172.767857,226.991447 173.214286,226.132158 173.660714,225.235635 174.107143,224.302162 175.000000,222.325590 175.892857,220.205030 176.339286,219.091628 176.785714,217.943307 177.678571,215.543477 178.125000,214.292790 178.571429,213.008824 180.357143,207.549283 182.142857,201.595283 183.928571,195.180681 185.714286,188.342376 189.285714,173.555986 192.857143,157.582495 200.000000,123.606798 207.142857,89.631101 210.714286,73.657610 214.285714,58.871220 217.857143,45.618313 219.642857,39.664313 220.535714,36.870743 221.428571,34.204772 222.321429,31.670118 223.214286,29.270288 223.660714,28.121967 224.107143,27.008565 225.000000,24.888005 225.892857,22.911433 226.339286,21.977961 226.785714,21.081437 227.232143,20.222148 227.678571,19.400365 227.901786,19.003619 228.125000,18.616343 228.348214,18.238568 228.571429,17.870322 229.464286,16.493165 229.910714,15.862431 230.357143,15.270502 230.803571,14.717539 231.026786,14.455716 231.250000,14.203688 231.696429,13.729080 231.919643,13.506527 232.142857,13.293827 232.589286,12.898027 232.812500,12.714949 233.035714,12.541763 233.258929,12.378478 233.370536,12.300550 233.482143,12.225100 233.705357,12.081635 233.816964,12.013622 233.928571,11.948088 234.375000,11.710761 234.598214,11.606985 234.821429,11.513136 235.044643,11.429212 235.156250,11.390973 235.267857,11.355214 235.491071,11.291138 235.602679,11.262820 235.714286,11.236982 236.607143,11.119446 237.053571,11.120034 237.500000,11.160094 237.946429,11.239530 238.169643,11.293981 238.392857,11.358234 238.839286,11.516078 239.062500,11.609635 239.285714,11.712922 239.732143,11.948608 239.955357,12.080964 240.178571,12.222965 240.401786,12.374586 240.513393,12.453996 240.625000,12.535802 240.848214,12.706589 240.959821,12.795563 241.071429,12.886918 241.517857,13.276094 241.741071,13.484882 241.964286,13.703095 242.187500,13.930703 242.299107,14.048020 242.410714,14.167673 242.633929,14.413972 242.745536,14.540608 242.857143,14.669564 243.750000,15.784156 244.196429,16.396257 244.642857,17.044468 245.089286,17.728456 245.312500,18.083756 245.535714,18.447868 245.982143,19.202341 246.205357,19.592608 246.428571,19.991497 246.875000,20.814944 247.321429,21.672278 247.767857,22.563081 248.214286,23.486921 249.107143,25.431927 249.553571,26.452168 250.000000,27.503597 250.892857,29.698037 251.785714,32.011163 252.678571,34.438716 253.571429,36.976260 255.357143,42.362770 257.142857,48.132080 260.714286,60.653807 264.285714,74.193326 271.428571,102.837986 275.000000,117.182568 278.571429,131.044642 282.142857,144.073638 283.928571,150.173942 284.821429,153.104047 285.714286,155.948247 287.500000,161.362340 288.392857,163.924381 289.285714,166.384827 290.178571,168.740227 291.071429,170.987328 291.964286,173.123083 292.410714,174.148310 292.857143,175.144652 293.750000,177.049409 294.196429,177.957222 294.642857,178.834945 295.089286,179.682313 295.535714,180.499071 295.982143,181.284982 296.428571,182.039821 296.875000,182.763377 297.321429,183.455454 297.767857,184.115869 297.991071,184.434151 298.214286,184.744457 298.660714,185.341062 298.883929,185.627327 299.107143,185.905546 299.330357,186.175704 299.441964,186.307755 299.553571,186.437786 299.776786,186.691779 299.888393,186.815738 300.000000,186.937671 300.892857,187.840009 301.339286,188.242315 301.785714,188.611971 302.232143,188.948942 302.455357,189.105162 302.678571,189.253203 303.125000,189.524746 303.348214,189.648250 303.571429,189.763577 304.017857,189.969718 304.241071,190.060540 304.464286,190.143203 304.687500,190.217714 304.799107,190.251915 304.910714,190.284080 305.133929,190.342311 305.245536,190.368378 305.357143,190.392415 305.803571,190.468284 306.026786,190.494072 306.250000,190.511779 306.473214,190.521419 306.584821,190.523218 306.696429,190.523006 306.919643,190.516556 307.031250,190.510323 307.142857,190.502086 308.035714,190.364351 308.482143,190.247847 308.928571,190.099812 309.375000,189.920437 309.598214,189.819059 309.821429,189.709923 310.267857,189.468485 310.491071,189.336241 310.714286,189.196353 311.160714,188.893767 311.383929,188.731133 311.607143,188.560982 311.830357,188.383349 311.941964,188.291736 312.053571,188.198266 312.276786,188.005771 312.388393,187.906754 312.500000,187.805898 312.946429,187.384170 313.169643,187.162391 313.392857,186.933388 313.616071,186.697199 313.839286,186.453867 314.062500,186.203432 314.285714,185.945937 315.178571,184.846222 315.625000,184.255153 316.071429,183.637105 316.517857,182.992465 316.741071,182.660297 316.964286,182.321630 317.410714,181.625006 317.857143,180.903012 318.750000,179.384634 319.196429,178.589137 319.642857,177.770041 320.535714,176.062929 320.982143,175.175874 321.428571,174.267141 322.321429,172.386659 323.214286,170.425593 324.107143,168.388178 325.000000,166.278764 326.785714,161.861851 328.571429,157.211607 332.142857,147.364248 335.714286,137.051091 339.285714,126.593003 342.857143,116.307918 346.428571,106.501654 348.214286,101.868182 349.107143,99.633645 350.000000,97.459220 351.785714,93.305838 352.678571,91.334090 353.571429,89.436861 354.464286,87.617370 354.910714,86.737739 355.357143,85.878676 356.250000,84.223668 356.696429,83.428402 356.919643,83.038971 357.142857,82.655062 358.035714,81.175397 358.482143,80.469661 358.928571,79.787031 359.375000,79.127772 359.598214,78.806986 359.821429,78.492138 360.267857,77.880371 360.491071,77.583511 360.714286,77.292703 361.160714,76.729350 361.383929,76.456858 361.607143,76.190520 361.830357,75.930362 362.053571,75.676407 362.276786,75.428676 362.500000,75.187192 362.946429,74.723045 363.169643,74.500422 363.392857,74.284123 363.616071,74.074168 363.727679,73.971574 363.839286,73.870572 364.062500,73.673352 364.174107,73.577138 364.285714,73.482523 365.178571,72.783402 365.625000,72.472532 366.071429,72.187570 366.517857,71.928586 366.741071,71.808854 366.964286,71.695637 367.410714,71.488769 367.633929,71.395125 367.857143,71.308013 368.303571,71.153390 368.526786,71.085881 368.750000,71.024907 368.973214,70.970467 369.084821,70.945697 369.196429,70.922560 369.419643,70.881181 369.531250,70.862940 369.642857,70.846329 370.089286,70.796186 370.312500,70.780885 370.535714,70.772089 370.758929,70.769791 370.870536,70.771076 370.982143,70.773982 371.205357,70.784655 371.316964,70.792419 371.428571,70.801799 372.321429,70.934875 372.767857,71.039940 373.214286,71.170540 373.660714,71.326547 373.883929,71.414036 374.107143,71.507823 374.553571,71.714216 374.776786,71.826781 375.000000,71.945564 375.446429,72.201693 375.669643,72.338993 375.892857,72.482418 376.116071,72.631942 376.227679,72.708984 376.339286,72.787541 376.562500,72.949188 376.674107,73.032271 376.785714,73.116855 377.232143,73.470141 377.455357,73.655702 377.678571,73.847168 377.901786,74.044510 378.013393,74.145374 378.125000,74.247696 378.348214,74.456694 378.459821,74.563363 378.571429,74.671473 379.464286,75.587714 379.910714,76.079623 380.357143,76.593671 380.803571,77.129555 381.026786,77.405588 381.250000,77.686961 381.696429,78.265569 382.142857,78.865045 383.035714,80.125234 383.482143,80.785236 383.928571,81.464691 384.821429,82.880442 385.267857,83.615963 385.714286,84.369381 386.607143,85.928274 387.500000,87.553766 388.392857,89.242391 389.285714,90.990578 391.071429,94.650855 392.857143,98.504179 396.428571,106.662446 400.000000,115.202212" style="stroke: rgb(24.720000%, 24.000000%, 60.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="-16.000000,123.606798 416.000000,123.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="0.000000" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-10</mtext></math></foreignObject>
<foreignObject x="100.000000" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-5</mtext></math></foreignObject>
<foreignObject x="300.000000" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>5</mn></math></foreignObject>
<foreignObject x="400.000000" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>10</mn></math></foreignObject>
<polyline points="0.000000,123.606798 0.000000,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="100.000000,123.606798 100.000000,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="300.000000,123.606798 300.000000,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="400.000000,123.606798 400.000000,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="20.000000,123.606798 20.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="40.000000,123.606798 40.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="60.000000,123.606798 60.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="80.000000,123.606798 80.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="120.000000,123.606798 120.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="140.000000,123.606798 140.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="160.000000,123.606798 160.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="180.000000,123.606798 180.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="220.000000,123.606798 220.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="240.000000,123.606798 240.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="260.000000,123.606798 260.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="280.000000,123.606798 280.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="320.000000,123.606798 320.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="340.000000,123.606798 340.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="360.000000,123.606798 360.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="380.000000,123.606798 380.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="200.000000,260.157867 200.000000,-12.944272" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="197.333333" y="239.604795" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-0.6</mtext></math></foreignObject>
<foreignObject x="197.333333" y="200.938796" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-0.4</mtext></math></foreignObject>
<foreignObject x="197.333333" y="162.272797" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-0.2</mtext></math></foreignObject>
<foreignObject x="197.333333" y="84.940799" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.2</mn></math></foreignObject>
<foreignObject x="197.333333" y="46.274800" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.4</mn></math></foreignObject>
<foreignObject x="197.333333" y="7.608801" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.6</mn></math></foreignObject>
<polyline points="200.000000,239.604795 206.666667,239.604795" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,200.938796 206.666667,200.938796" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,162.272797 206.666667,162.272797" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,84.940799 206.666667,84.940799" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,46.274800 206.666667,46.274800" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,7.608801 206.666667,7.608801" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,249.271295 204.000000,249.271295" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,229.938295 204.000000,229.938295" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,220.271795 204.000000,220.271795" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,210.605296 204.000000,210.605296" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,191.272296 204.000000,191.272296" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,181.605796 204.000000,181.605796" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,171.939297 204.000000,171.939297" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,152.606297 204.000000,152.606297" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,142.939797 204.000000,142.939797" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,133.273298 204.000000,133.273298" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,113.940298 204.000000,113.940298" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,104.273798 204.000000,104.273798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,94.607298 204.000000,94.607298" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,75.274299 204.000000,75.274299" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,65.607799 204.000000,65.607799" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,55.941299 204.000000,55.941299" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,36.608300 204.000000,36.608300" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,26.941800 204.000000,26.941800" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,17.275300 204.000000,17.275300" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,-2.057699 204.000000,-2.057699" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
            </svg>
        "/></mstyle></math>
p16269
sg15
I2
sass(g1709
g16150
VBesselI
p16270
I0
tp16271
(dp16272
g6
VBesselI[1.5, 4]
p16273
sg8
(lp16274
(dp16275
g11
(lp16276
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>8.17263</mn></mstyle></math>
p16277
sg15
I1
sass(g1709
g16150
g16270
I1
tp16278
(dp16279
g6
VPlot[BesselI[0, x], {x, 0, 5}]
p16280
sg8
(lp16281
(dp16282
g11
(lp16283
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="247px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-17.666667 -14.610939 435.333333 291.189624">
                <polyline points="0.000000,235.976614 7.142857,235.952815 14.285714,235.881276 21.428571,235.761568 28.571429,235.592976 35.714286,235.374488 42.857143,235.104796 50.000000,234.782280 57.142857,234.405002 64.285714,233.970692 71.428571,233.476730 78.571429,232.920135 85.714286,232.297536 89.285714,231.960323 92.857143,231.605159 96.428571,231.231507 100.000000,230.838796 103.571429,230.426428 107.142857,229.993775 110.714286,229.540176 114.285714,229.064936 117.857143,228.567328 121.428571,228.046589 125.000000,227.501920 126.785714,227.220350 128.571429,226.932481 132.142857,226.337397 133.928571,226.029953 135.714286,225.715750 139.285714,225.066580 141.071429,224.731361 142.857143,224.388881 146.428571,223.681606 148.214286,223.316535 150.000000,222.943655 153.571429,222.173883 155.357143,221.776692 157.142857,221.371092 160.714286,220.534030 162.500000,220.102241 164.285714,219.661391 167.857143,218.751811 169.642857,218.282726 171.428571,217.803866 175.000000,216.816069 176.785714,216.306744 178.571429,215.786869 182.142857,214.714647 183.928571,214.161877 185.714286,213.597713 189.285714,212.434306 191.071429,211.834603 192.857143,211.222587 196.428571,209.960637 198.214286,209.310205 200.000000,208.646457 203.571429,207.277960 205.357143,206.572667 207.142857,205.852971 210.714286,204.369218 212.500000,203.604570 214.285714,202.824337 217.857143,201.215858 219.642857,200.386971 221.428571,199.541210 225.000000,197.797708 226.785714,196.899267 228.571429,195.982555 232.142857,194.092833 233.928571,193.119064 235.714286,192.125502 239.285714,190.077389 241.071429,189.022012 242.857143,187.945189 246.428571,185.725455 248.214286,184.581646 250.000000,183.414593 253.571429,181.008856 255.357143,179.769195 257.142857,178.504338 260.714286,175.896967 262.500000,174.553391 264.285714,173.182497 267.857143,170.356501 269.642857,168.900247 271.428571,167.414367 275.000000,164.351281 276.785714,162.772823 278.571429,161.162230 282.142857,157.841985 283.928571,156.130969 285.714286,154.385093 289.285714,150.785872 291.071429,148.931046 292.857143,147.038397 296.428571,143.136490 298.214286,141.125622 300.000000,139.073711 303.571429,134.843345 305.357143,132.663141 307.142857,130.438392 310.714286,125.851554 312.500000,123.487562 314.285714,121.075221 317.857143,116.101458 319.642857,113.537970 321.428571,110.921995 325.000000,105.528205 326.785714,102.748143 328.571429,99.911098 332.142857,94.061297 333.928571,91.046097 335.714286,87.969025 339.285714,81.624090 342.857143,75.015864 346.428571,68.133264 350.000000,60.964734 353.571429,53.498227 357.142857,45.721177 360.714286,37.620483 364.285714,29.182485 367.857143,20.392936 371.428571,11.236982 378.571429,-8.236770 385.714286,-29.370825 392.857143,-52.308798 400.000000,-77.206871" style="stroke: rgb(24.720000%, 24.000000%, 60.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="-16.000000,247.912018 416.000000,247.912018" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="80.000000" y="250.578685" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1</mn></math></foreignObject>
<foreignObject x="160.000000" y="250.578685" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>2</mn></math></foreignObject>
<foreignObject x="240.000000" y="250.578685" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>3</mn></math></foreignObject>
<foreignObject x="320.000000" y="250.578685" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>4</mn></math></foreignObject>
<foreignObject x="400.000000" y="250.578685" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>5</mn></math></foreignObject>
<polyline points="80.000000,247.912018 80.000000,241.245352" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="160.000000,247.912018 160.000000,241.245352" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="240.000000,247.912018 240.000000,241.245352" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="320.000000,247.912018 320.000000,241.245352" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="400.000000,247.912018 400.000000,241.245352" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="16.000000,247.912018 16.000000,243.912018" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="32.000000,247.912018 32.000000,243.912018" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="48.000000,247.912018 48.000000,243.912018" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="64.000000,247.912018 64.000000,243.912018" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="96.000000,247.912018 96.000000,243.912018" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="112.000000,247.912018 112.000000,243.912018" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="128.000000,247.912018 128.000000,243.912018" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="144.000000,247.912018 144.000000,243.912018" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="176.000000,247.912018 176.000000,243.912018" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="192.000000,247.912018 192.000000,243.912018" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="208.000000,247.912018 208.000000,243.912018" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="224.000000,247.912018 224.000000,243.912018" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="256.000000,247.912018 256.000000,243.912018" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="272.000000,247.912018 272.000000,243.912018" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="288.000000,247.912018 288.000000,243.912018" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="304.000000,247.912018 304.000000,243.912018" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="336.000000,247.912018 336.000000,243.912018" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="352.000000,247.912018 352.000000,243.912018" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="368.000000,247.912018 368.000000,243.912018" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="384.000000,247.912018 384.000000,243.912018" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="0.000000,260.157867 0.000000,-12.944272" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="-2.666667" y="188.234996" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>5</mn></math></foreignObject>
<foreignObject x="-2.666667" y="128.557973" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>10</mn></math></foreignObject>
<foreignObject x="-2.666667" y="68.880950" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>15</mn></math></foreignObject>
<foreignObject x="-2.666667" y="9.203928" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>20</mn></math></foreignObject>
<polyline points="0.000000,188.234996 6.666667,188.234996" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,128.557973 6.666667,128.557973" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,68.880950 6.666667,68.880950" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,9.203928 6.666667,9.203928" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,235.976614 4.000000,235.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,224.041209 4.000000,224.041209" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,212.105805 4.000000,212.105805" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,200.170400 4.000000,200.170400" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,176.299591 4.000000,176.299591" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,164.364187 4.000000,164.364187" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,152.428782 4.000000,152.428782" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,140.493378 4.000000,140.493378" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,116.622569 4.000000,116.622569" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,104.687164 4.000000,104.687164" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,92.751760 4.000000,92.751760" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,80.816355 4.000000,80.816355" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,56.945546 4.000000,56.945546" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,45.010141 4.000000,45.010141" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,33.074737 4.000000,33.074737" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,21.139332 4.000000,21.139332" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,-2.731477 4.000000,-2.731477" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
            </svg>
        "/></mstyle></math>
p16284
sg15
I2
sass(g1709
g16150
VBesselJ
p16285
I0
tp16286
(dp16287
g6
VBesselJ[0, 5.2]
p16288
sg8
(lp16289
(dp16290
g11
(lp16291
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>-0.11029</mtext></mstyle></math>
p16292
sg15
I1
sass(g1709
g16150
g16285
I3
tp16293
(dp16294
g6
VPlot[BesselJ[0, x], {x, 0, 10}]
p16295
sg8
(lp16296
(dp16297
g11
(lp16298
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="247px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-31.666667 -14.610939 449.333333 276.435473">
                <polyline points="0.000000,-10.490299 0.892857,-10.468392 1.785714,-10.402682 2.678571,-10.293193 3.125000,-10.222043 3.571429,-10.139965 4.464286,-9.943055 4.910714,-9.828242 5.357143,-9.702538 5.803571,-9.565954 6.026786,-9.493586 6.250000,-9.418503 6.696429,-9.260199 6.919643,-9.176981 7.142857,-9.091056 8.035714,-8.720320 8.482143,-8.518761 8.928571,-8.306433 9.375000,-8.083355 9.598214,-7.967792 9.821429,-7.849549 10.267857,-7.605036 10.491071,-7.478772 10.714286,-7.349839 11.160714,-7.083983 11.383929,-6.947064 11.607143,-6.807491 11.830357,-6.665264 12.053571,-6.520389 12.276786,-6.372868 12.500000,-6.222705 12.946429,-5.914466 13.392857,-5.595701 13.839286,-5.266439 14.062500,-5.097881 14.285714,-4.926712 15.178571,-4.215988 15.625000,-3.845057 16.071429,-3.463793 16.517857,-3.072232 16.964286,-2.670410 17.410714,-2.258364 17.857143,-1.836132 18.303571,-1.403755 18.750000,-0.961272 19.196429,-0.508725 19.642857,-0.046155 20.535714,0.908878 20.982143,1.401253 21.205357,1.651135 21.428571,1.903472 22.321429,2.937256 23.214286,4.009846 24.107143,5.120842 25.000000,6.269832 25.892857,7.456389 26.785714,8.680071 27.678571,9.940425 28.571429,11.236982 30.357143,13.936769 32.142857,16.775429 33.928571,19.748758 35.714286,22.852354 39.285714,29.431825 41.071429,32.897993 42.857143,36.475033 46.428571,43.940553 50.000000,51.784610 57.142857,68.423256 64.285714,86.005112 71.428571,104.126368 78.571429,122.375763 85.714286,140.345214 92.857143,157.640279 96.428571,165.917863 100.000000,173.890175 103.571429,181.516091 105.357143,185.186999 107.142857,188.757073 110.714286,195.577410 112.500000,198.819501 113.392857,200.396837 114.285714,201.944424 116.071429,204.948603 117.857143,207.828669 119.642857,210.581475 120.535714,211.909233 121.428571,213.204094 123.214286,215.693824 124.107143,216.888074 125.000000,218.048193 125.892857,219.173907 126.339286,219.723782 126.785714,220.264959 127.678571,221.321106 128.125000,221.836018 128.348214,222.090172 128.571429,222.342119 129.464286,223.327785 130.357143,224.277905 131.250000,225.192295 131.696429,225.636039 132.142857,226.070788 132.589286,226.496524 133.035714,226.913229 133.482143,227.320886 133.928571,227.719480 134.821429,228.489419 135.267857,228.860736 135.491071,229.042977 135.714286,229.222936 136.607143,229.919941 137.053571,230.254725 137.500000,230.580354 137.946429,230.896818 138.169643,231.051612 138.392857,231.204113 138.839286,231.502232 139.062500,231.647850 139.285714,231.791172 139.732143,232.070928 140.178571,232.341497 140.401786,232.473337 140.625000,232.602879 140.848214,232.730125 140.959821,232.792886 141.071429,232.855073 141.517857,233.098079 141.741071,233.216136 141.964286,233.331897 142.187500,233.445362 142.410714,233.556531 142.633929,233.665405 142.857143,233.771983 143.750000,234.175359 144.196429,234.363293 144.642857,234.542067 145.089286,234.711689 145.312500,234.793071 145.535714,234.872168 145.982143,235.023512 146.205357,235.095762 146.428571,235.165732 146.875000,235.298840 147.098214,235.361981 147.321429,235.422849 147.544643,235.481445 147.656250,235.509892 147.767857,235.537771 147.991071,235.591829 148.102679,235.618008 148.214286,235.643621 148.660714,235.740414 148.883929,235.785419 149.107143,235.828165 149.330357,235.868656 149.441964,235.888056 149.553571,235.906893 149.776786,235.942878 149.888393,235.960027 150.000000,235.976614 150.892857,236.089113 151.339286,236.131931 151.785714,236.165824 152.232143,236.190813 152.455357,236.199975 152.678571,236.206921 153.125000,236.214173 153.348214,236.214486 153.571429,236.212594 154.017857,236.202209 154.241071,236.193723 154.464286,236.183046 154.687500,236.170181 154.799107,236.162929 154.910714,236.155132 155.133929,236.137902 155.245536,236.128470 155.357143,236.118495 155.803571,236.073164 156.026786,236.047249 156.250000,236.019171 156.473214,235.988935 156.584821,235.973009 156.696429,235.956545 156.919643,235.922005 157.031250,235.903930 157.142857,235.885319 158.035714,235.717198 158.482143,235.620371 158.928571,235.515080 159.375000,235.401360 159.598214,235.341351 159.821429,235.279249 160.267857,235.148784 160.491071,235.080431 160.714286,235.010003 161.160714,234.862947 161.383929,234.786328 161.607143,234.707655 161.830357,234.626933 162.053571,234.544167 162.276786,234.459363 162.500000,234.372526 162.946429,234.192775 163.169643,234.099871 163.392857,234.004955 163.616071,233.908034 163.839286,233.809112 164.062500,233.708195 164.285714,233.605290 165.178571,233.173892 165.625000,232.946409 166.071429,232.711134 166.517857,232.468115 166.741071,232.343717 166.964286,232.217401 167.410714,231.959043 167.633929,231.827013 167.857143,231.693091 168.303571,231.419597 168.750000,231.138612 169.196429,230.850189 169.419643,230.703206 169.642857,230.554383 170.089286,230.251246 170.535714,229.940834 170.982143,229.623203 171.205357,229.461698 171.428571,229.298408 172.321429,228.627557 172.767857,228.281616 173.214286,227.928743 173.660714,227.568997 174.107143,227.202439 175.000000,226.449127 175.892857,225.669301 176.339286,225.269601 176.785714,224.863462 177.678571,224.032122 178.125000,223.607051 178.571429,223.175800 180.357143,221.390338 181.250000,220.462280 182.142857,219.511408 183.035714,218.538281 183.928571,217.543471 184.821429,216.527552 185.714286,215.491108 187.500000,213.359009 189.285714,211.151969 191.071429,208.874874 192.857143,206.532696 196.428571,201.673341 200.000000,196.615015 207.142857,186.069380 214.285714,175.234424 221.428571,164.446513 225.000000,159.172380 228.571429,154.030380 232.142857,149.057830 233.928571,146.646276 235.714286,144.290250 239.285714,139.761127 241.071429,137.595842 241.964286,136.539654 242.857143,135.501699 244.642857,133.482219 245.535714,132.501533 246.428571,131.540758 247.321429,130.600288 248.214286,129.680504 249.107143,128.781778 250.000000,127.904469 250.892857,127.048926 251.785714,126.215487 252.232143,125.807158 252.678571,125.404476 253.571429,124.616208 254.464286,123.850986 254.910714,123.477107 255.357143,123.109098 256.250000,122.390824 256.696429,122.040626 256.919643,121.867776 257.142857,121.696431 258.035714,121.026171 258.482143,120.700167 258.928571,120.380286 259.375000,120.066557 259.821429,119.759007 260.267857,119.457663 260.714286,119.162551 261.160714,118.873695 261.607143,118.591121 262.053571,118.314852 262.276786,118.179089 262.500000,118.044910 262.946429,117.781319 263.392857,117.524098 263.839286,117.273270 264.062500,117.150258 264.285714,117.028852 265.178571,116.559326 265.625000,116.334252 266.071429,116.115661 266.517857,115.903567 266.741071,115.799962 266.964286,115.697986 267.410714,115.498932 267.633929,115.401857 267.857143,115.306418 268.303571,115.120457 268.526786,115.029938 268.750000,114.941060 268.973214,114.853827 269.196429,114.768239 269.419643,114.684297 269.642857,114.602003 270.089286,114.442362 270.312500,114.365017 270.535714,114.289324 270.758929,114.215284 270.982143,114.142897 271.205357,114.072165 271.428571,114.003088 272.321429,113.743348 272.767857,113.623427 273.214286,113.510144 273.660714,113.403501 273.883929,113.352671 274.107143,113.303501 274.553571,113.210146 274.776786,113.165960 275.000000,113.123435 275.446429,113.043368 275.669643,113.005827 275.892857,112.969946 276.116071,112.935725 276.227679,112.919237 276.339286,112.903165 276.562500,112.872264 276.674107,112.857436 276.785714,112.843023 277.232143,112.789517 277.455357,112.765251 277.678571,112.742643 277.901786,112.721691 278.013393,112.711836 278.125000,112.702395 278.348214,112.684754 278.459821,112.676554 278.571429,112.668768 279.464286,112.621350 279.910714,112.607544 280.357143,112.600328 280.803571,112.599693 281.026786,112.601840 281.250000,112.605628 281.696429,112.618122 281.919643,112.626825 282.142857,112.637163 282.589286,112.662738 282.812500,112.677972 283.035714,112.694835 283.258929,112.713324 283.370536,112.723178 283.482143,112.733438 283.705357,112.755175 283.816964,112.766652 283.928571,112.778534 284.375000,112.830105 284.598214,112.858314 284.821429,112.888136 285.044643,112.919569 285.156250,112.935888 285.267857,112.952610 285.491071,112.987257 285.602679,113.005182 285.714286,113.023508 286.607143,113.184503 287.053571,113.274560 287.500000,113.370962 287.946429,113.473688 288.169643,113.527415 288.392857,113.582715 288.839286,113.698021 289.062500,113.758021 289.285714,113.819581 289.732143,113.947371 289.955357,114.013595 290.178571,114.081367 290.401786,114.150683 290.625000,114.221541 290.848214,114.293937 291.071429,114.367868 291.517857,114.520319 291.964286,114.678868 292.410714,114.843485 292.633929,114.928060 292.857143,115.014141 293.750000,115.373450 294.196429,115.562040 294.642857,115.756545 295.089286,115.956932 295.312500,116.059321 295.535714,116.163168 295.982143,116.375218 296.205357,116.483413 296.428571,116.593049 296.875000,116.816624 297.321429,117.045907 297.767857,117.280863 298.214286,117.521454 299.107143,118.019388 299.553571,118.276653 299.776786,118.407344 300.000000,118.539399 300.892857,119.081168 301.339286,119.360109 301.785714,119.644365 302.232143,119.933894 302.678571,120.228652 303.571429,120.833680 304.464286,121.459094 304.910714,121.779331 305.357143,122.104527 306.250000,122.769606 306.696429,123.109393 307.142857,123.453948 308.035714,124.157162 308.928571,124.878849 309.375000,125.246494 309.821429,125.618604 310.714286,126.376012 311.607143,127.150652 312.500000,127.942096 313.392857,128.749908 314.285714,129.573646 316.071429,131.267102 317.857143,133.018803 319.642857,134.824996 321.428571,136.681844 325.000000,140.531784 328.571429,144.536530 335.714286,152.878097 342.857143,161.437494 350.000000,169.944520 353.571429,174.095658 357.142857,178.135997 360.714286,182.035022 362.500000,183.922379 363.392857,184.848973 364.285714,185.763606 366.071429,187.555313 367.857143,189.294223 369.642857,190.977176 370.535714,191.796715 371.428571,192.601136 373.214286,194.163197 374.107143,194.920143 375.000000,195.660586 375.892857,196.384199 376.339286,196.739595 376.785714,197.090667 377.678571,197.779683 378.125000,198.117553 378.571429,198.450949 379.464286,199.104177 380.357143,199.739087 380.803571,200.049589 381.250000,200.355411 382.142857,200.952888 383.035714,201.531269 383.482143,201.813223 383.928571,202.090313 384.821429,202.629790 385.267857,202.892122 385.491071,203.021424 385.714286,203.149480 386.607143,203.649173 387.053571,203.891458 387.500000,204.128669 387.946429,204.360783 388.392857,204.587778 388.839286,204.809632 389.285714,205.026322 389.732143,205.237829 390.178571,205.444131 390.625000,205.645211 390.848214,205.743786 391.071429,205.841048 391.517857,206.031625 391.964286,206.216924 392.410714,206.396928 392.633929,206.484940 392.857143,206.571622 393.750000,206.905016 394.196429,207.063688 394.642857,207.216990 395.089286,207.364912 395.312500,207.436850 395.535714,207.507439 395.982143,207.644562 396.205357,207.711093 396.428571,207.776268 397.321429,208.023394 397.767857,208.138794 398.214286,208.248743 399.107143,208.452253 400.000000,208.633873" style="stroke: rgb(24.720000%, 24.000000%, 60.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="-16.000000,165.380864 416.000000,165.380864" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="80.000000" y="168.047531" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>2</mn></math></foreignObject>
<foreignObject x="160.000000" y="168.047531" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>4</mn></math></foreignObject>
<foreignObject x="240.000000" y="168.047531" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>6</mn></math></foreignObject>
<foreignObject x="320.000000" y="168.047531" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>8</mn></math></foreignObject>
<foreignObject x="400.000000" y="168.047531" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>10</mn></math></foreignObject>
<polyline points="80.000000,165.380864 80.000000,158.714198" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="160.000000,165.380864 160.000000,158.714198" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="240.000000,165.380864 240.000000,158.714198" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="320.000000,165.380864 320.000000,158.714198" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="400.000000,165.380864 400.000000,158.714198" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="20.000000,165.380864 20.000000,161.380864" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="40.000000,165.380864 40.000000,161.380864" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="60.000000,165.380864 60.000000,161.380864" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="100.000000,165.380864 100.000000,161.380864" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="120.000000,165.380864 120.000000,161.380864" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="140.000000,165.380864 140.000000,161.380864" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="180.000000,165.380864 180.000000,161.380864" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,165.380864 200.000000,161.380864" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="220.000000,165.380864 220.000000,161.380864" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="260.000000,165.380864 260.000000,161.380864" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="280.000000,165.380864 280.000000,161.380864" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="300.000000,165.380864 300.000000,161.380864" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="340.000000,165.380864 340.000000,161.380864" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="360.000000,165.380864 360.000000,161.380864" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="380.000000,165.380864 380.000000,161.380864" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="0.000000,260.157867 0.000000,-12.944272" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="-2.666667" y="235.729329" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-0.4</mtext></math></foreignObject>
<foreignObject x="-2.666667" y="200.555097" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-0.2</mtext></math></foreignObject>
<foreignObject x="-2.666667" y="130.206632" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.2</mn></math></foreignObject>
<foreignObject x="-2.666667" y="95.032399" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.4</mn></math></foreignObject>
<foreignObject x="-2.666667" y="59.858167" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.6</mn></math></foreignObject>
<foreignObject x="-2.666667" y="24.683934" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.8</mn></math></foreignObject>
<polyline points="0.000000,235.729329 6.666667,235.729329" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,200.555097 6.666667,200.555097" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,130.206632 6.666667,130.206632" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,95.032399 6.666667,95.032399" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,59.858167 6.666667,59.858167" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,24.683934 6.666667,24.683934" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,244.522888 4.000000,244.522888" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,226.935771 4.000000,226.935771" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,218.142213 4.000000,218.142213" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,209.348655 4.000000,209.348655" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,191.761539 4.000000,191.761539" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,182.967981 4.000000,182.967981" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,174.174422 4.000000,174.174422" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,156.587306 4.000000,156.587306" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,147.793748 4.000000,147.793748" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,139.000190 4.000000,139.000190" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,121.413074 4.000000,121.413074" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,112.619515 4.000000,112.619515" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,103.825957 4.000000,103.825957" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,86.238841 4.000000,86.238841" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,77.445283 4.000000,77.445283" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,68.651725 4.000000,68.651725" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,51.064608 4.000000,51.064608" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,42.271050 4.000000,42.271050" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,33.477492 4.000000,33.477492" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,15.890376 4.000000,15.890376" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,7.096818 4.000000,7.096818" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,-1.696740 4.000000,-1.696740" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
            </svg>
        "/></mstyle></math>
p16299
sg15
I2
sass(g1709
g16150
VBesselJZero
p16300
I0
tp16301
(dp16302
g6
VN[BesselJZero[0, 1]]
p16303
sg8
(lp16304
(dp16305
g11
(lp16306
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>2.40483</mn></mstyle></math>
p16307
sg15
I1
sass(g1709
g16150
VBesselK
p16308
I0
tp16309
(dp16310
g6
VBesselK[1.5, 4]
p16311
sg8
(lp16312
(dp16313
g11
(lp16314
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0.014347</mn></mstyle></math>
p16315
sg15
I1
sass(g1709
g16150
g16308
I1
tp16316
(dp16317
g6
VPlot[BesselK[0, x], {x, 0, 5}]
p16318
sg8
(lp16319
(dp16320
g11
(lp16321
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="247px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-24.666667 -14.610939 442.333333 279.939247">
                <polyline points="7.142857,-234.528691 10.714286,-160.576868 14.285714,-108.790668 17.857143,-69.236815 19.642857,-52.560855 21.428571,-37.474827 25.000000,-11.125857 26.785714,0.487414 28.571429,11.236982 32.142857,30.539003 33.928571,39.248681 35.714286,47.415645 39.285714,62.322889 41.071429,69.147304 42.857143,75.599524 46.428571,87.504474 48.214286,93.007608 50.000000,98.240299 53.571429,107.968604 55.357143,112.496881 57.142857,116.820489 60.714286,124.903843 62.500000,128.686006 64.285714,132.308569 66.071429,135.780585 67.857143,139.110403 68.750000,140.724424 69.642857,142.305746 70.535714,143.855243 71.428571,145.373762 73.214286,148.321091 75.000000,151.153905 76.785714,153.877951 77.678571,155.200877 78.571429,156.498594 80.357143,159.020845 82.142857,161.449396 83.928571,163.788641 84.821429,164.926073 85.714286,166.042706 87.500000,168.215467 89.285714,170.310569 91.071429,172.331448 91.964286,173.315072 92.857143,174.281339 94.642857,176.163301 96.428571,177.980221 98.214286,179.734829 99.107143,180.589580 100.000000,181.429711 101.785714,183.067316 103.571429,184.649967 105.357143,186.179867 106.250000,186.925695 107.142857,187.659112 108.928571,189.089689 110.714286,190.473493 112.500000,191.812325 113.392857,192.465416 114.285714,193.107900 116.071429,194.361855 117.857143,195.575748 119.642857,196.751069 120.535714,197.324711 121.428571,197.889237 123.214286,198.991611 125.000000,200.059488 126.785714,201.094109 127.678571,201.599321 128.571429,202.096660 130.357143,203.068279 132.142857,204.010053 133.928571,204.923025 134.821429,205.369024 135.714286,205.808194 137.500000,206.666520 139.285714,207.498921 141.071429,208.306279 141.964286,208.700833 142.857143,209.089441 144.642857,209.849222 146.428571,210.586401 148.214286,211.301731 149.107143,211.651430 150.000000,211.995934 151.785714,212.669703 153.571429,213.323708 155.357143,213.958590 156.250000,214.269054 157.142857,214.574968 158.928571,215.173439 160.714286,215.754575 162.500000,216.318930 163.392857,216.594982 164.285714,216.867036 166.071429,217.399407 167.857143,217.916538 169.642857,218.418905 171.428571,218.906970 175.000000,219.841952 176.785714,220.289712 178.571429,220.724855 182.142857,221.558820 183.928571,221.958374 185.714286,222.346777 189.285714,223.091461 191.071429,223.448381 192.857143,223.795428 196.428571,224.461065 198.214286,224.780214 200.000000,225.090607 203.571429,225.686145 205.357143,225.971779 207.142857,226.249637 210.714286,226.782919 212.500000,227.038773 214.285714,227.287711 217.857143,227.765628 221.428571,228.218185 225.000000,228.646804 228.571429,229.052823 232.142857,229.437497 235.714286,229.802007 242.857143,230.474917 250.000000,231.079677 257.142857,231.623496 264.285714,232.112771 271.428571,232.553191 278.571429,232.949821 285.714286,233.307171 292.857143,233.629266 300.000000,233.919700 307.142857,234.181683 314.285714,234.418085 321.428571,234.631478 328.571429,234.824163 335.714286,234.998202 342.857143,235.155447 350.000000,235.297558 357.142857,235.426026 364.285714,235.542190 371.428571,235.647254 378.571429,235.742302 385.714286,235.828308 392.857143,235.906148 400.000000,235.976614" style="stroke: rgb(24.720000%, 24.000000%, 60.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="-16.000000,236.661642 416.000000,236.661642" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="80.000000" y="239.328309" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1</mn></math></foreignObject>
<foreignObject x="160.000000" y="239.328309" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>2</mn></math></foreignObject>
<foreignObject x="240.000000" y="239.328309" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>3</mn></math></foreignObject>
<foreignObject x="320.000000" y="239.328309" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>4</mn></math></foreignObject>
<foreignObject x="400.000000" y="239.328309" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>5</mn></math></foreignObject>
<polyline points="80.000000,236.661642 80.000000,229.994975" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="160.000000,236.661642 160.000000,229.994975" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="240.000000,236.661642 240.000000,229.994975" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="320.000000,236.661642 320.000000,229.994975" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="400.000000,236.661642 400.000000,229.994975" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="16.000000,236.661642 16.000000,232.661642" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="32.000000,236.661642 32.000000,232.661642" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="48.000000,236.661642 48.000000,232.661642" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="64.000000,236.661642 64.000000,232.661642" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="96.000000,236.661642 96.000000,232.661642" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="112.000000,236.661642 112.000000,232.661642" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="128.000000,236.661642 128.000000,232.661642" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="144.000000,236.661642 144.000000,232.661642" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="176.000000,236.661642 176.000000,232.661642" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="192.000000,236.661642 192.000000,232.661642" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="208.000000,236.661642 208.000000,232.661642" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="224.000000,236.661642 224.000000,232.661642" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="256.000000,236.661642 256.000000,232.661642" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="272.000000,236.661642 272.000000,232.661642" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="288.000000,236.661642 288.000000,232.661642" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="304.000000,236.661642 304.000000,232.661642" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="336.000000,236.661642 336.000000,232.661642" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="352.000000,236.661642 352.000000,232.661642" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="368.000000,236.661642 368.000000,232.661642" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="384.000000,236.661642 384.000000,232.661642" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="0.000000,260.157867 0.000000,-12.944272" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="-2.666667" y="199.543794" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.2</mn></math></foreignObject>
<foreignObject x="-2.666667" y="162.425946" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.4</mn></math></foreignObject>
<foreignObject x="-2.666667" y="125.308098" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.6</mn></math></foreignObject>
<foreignObject x="-2.666667" y="88.190250" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.8</mn></math></foreignObject>
<foreignObject x="-2.666667" y="51.072402" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1.0</mn></math></foreignObject>
<foreignObject x="-2.666667" y="13.954554" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1.2</mn></math></foreignObject>
<polyline points="0.000000,199.543794 6.666667,199.543794" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,162.425946 6.666667,162.425946" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,125.308098 6.666667,125.308098" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,88.190250 6.666667,88.190250" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,51.072402 6.666667,51.072402" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,13.954554 6.666667,13.954554" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,245.941104 4.000000,245.941104" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,227.382180 4.000000,227.382180" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,218.102718 4.000000,218.102718" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,208.823256 4.000000,208.823256" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,190.264332 4.000000,190.264332" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,180.984870 4.000000,180.984870" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,171.705408 4.000000,171.705408" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,153.146484 4.000000,153.146484" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,143.867022 4.000000,143.867022" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,134.587560 4.000000,134.587560" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,116.028636 4.000000,116.028636" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,106.749174 4.000000,106.749174" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,97.469712 4.000000,97.469712" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,78.910788 4.000000,78.910788" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,69.631326 4.000000,69.631326" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,60.351864 4.000000,60.351864" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,41.792940 4.000000,41.792940" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,32.513478 4.000000,32.513478" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,23.234016 4.000000,23.234016" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,4.675092 4.000000,4.675092" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,-4.604370 4.000000,-4.604370" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
            </svg>
        "/></mstyle></math>
p16322
sg15
I2
sass(g1709
g16150
VBesselY
p16323
I0
tp16324
(dp16325
g6
VBesselY[1.5, 4]
p16326
sg8
(lp16327
(dp16328
g11
(lp16329
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0.367112</mn></mstyle></math>
p16330
sg15
I1
sass(g1709
g16150
g16323
I1
tp16331
(dp16332
g6
VPlot[BesselY[0, x], {x, 0, 10}]
p16333
sg8
(lp16334
(dp16335
g11
(lp16336
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="247px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-31.666667 -14.610939 449.333333 276.435473">
                <polyline points="7.142857,423.612130 10.714286,356.845172 14.285714,307.976421 17.857143,268.870468 21.428571,235.976614 25.000000,207.451940 28.571429,182.234274 32.142857,159.667444 35.714286,139.325881 39.285714,120.923516 42.857143,104.262603 46.428571,89.203163 48.214286,82.241177 50.000000,75.643800 53.571429,63.509169 55.357143,57.957562 56.250000,55.307940 57.142857,52.741501 58.928571,47.855545 60.714286,43.294717 61.607143,41.134770 62.500000,39.054396 63.392857,37.053059 63.839286,36.081865 64.285714,35.130236 65.178571,33.285414 66.071429,31.518089 66.517857,30.663332 66.964286,29.827763 67.857143,28.213943 68.750000,26.676140 69.196429,25.935593 69.642857,25.213867 70.535714,23.826637 70.982143,23.161011 71.205357,22.835168 71.428571,22.513963 72.321429,21.275357 72.767857,20.683676 73.214286,20.110327 73.660714,19.555249 73.883929,19.284542 74.107143,19.018380 74.553571,18.499656 74.776786,18.247079 75.000000,17.999014 75.446429,17.516393 75.892857,17.051727 76.116071,16.826107 76.339286,16.604953 76.562500,16.388255 76.674107,16.281575 76.785714,16.176006 77.232143,15.764822 77.455357,15.565871 77.678571,15.371335 77.901786,15.181207 78.125000,14.995479 78.348214,14.814142 78.571429,14.637188 79.464286,13.973033 79.910714,13.667033 80.357143,13.378326 80.803571,13.106845 81.026786,12.977542 81.250000,12.852519 81.696429,12.615277 81.919643,12.503041 82.142857,12.395049 82.589286,12.191763 82.812500,12.096451 83.035714,12.005347 83.258929,11.918442 83.370536,11.876562 83.482143,11.835727 83.705357,11.757194 83.816964,11.719492 83.928571,11.682831 84.375000,11.546584 84.598214,11.484680 84.821429,11.426910 85.044643,11.373265 85.156250,11.347986 85.267857,11.323735 85.491071,11.278310 85.602679,11.257135 85.714286,11.236982 86.607143,11.112431 87.053571,11.074477 87.500000,11.052633 87.946429,11.046817 88.169643,11.049895 88.392857,11.056949 88.839286,11.082948 89.062500,11.101872 89.285714,11.124732 89.732143,11.182216 89.955357,11.216820 90.178571,11.255318 90.401786,11.297699 90.513393,11.320343 90.625000,11.343953 90.848214,11.394068 90.959821,11.420571 91.071429,11.448035 91.517857,11.567479 91.741071,11.632934 91.964286,11.702196 92.187500,11.775256 92.299107,11.813206 92.410714,11.852101 92.633929,11.932720 92.745536,11.974442 92.857143,12.017103 93.750000,12.392045 94.196429,12.601803 94.642857,12.826297 95.089286,13.065436 95.312500,13.190468 95.535714,13.319125 95.982143,13.587271 96.205357,13.726736 96.428571,13.869780 96.875000,14.166554 97.098214,14.320262 97.321429,14.477499 97.544643,14.638255 97.767857,14.802517 97.991071,14.970273 98.214286,15.141511 98.660714,15.494381 99.107143,15.861028 99.553571,16.241352 99.776786,16.436611 100.000000,16.635252 100.892857,17.463374 101.339286,17.897389 101.785714,18.344570 102.232143,18.804810 102.678571,19.278005 103.125000,19.764049 103.571429,20.262834 104.017857,20.774253 104.464286,21.298198 104.910714,21.834560 105.357143,22.383228 106.250000,23.517042 106.696429,24.101965 107.142857,24.698748 108.035714,25.927444 108.928571,27.202216 109.375000,27.856592 109.821429,28.522139 110.714286,29.886279 111.607143,31.293692 112.500000,32.743423 113.392857,34.234508 114.285714,35.765976 116.071429,38.946121 117.857143,42.275904 119.642857,45.747241 121.428571,49.351933 125.000000,56.928059 128.571429,64.936752 135.714286,81.976330 142.857143,99.914379 150.000000,118.195289 157.142857,136.277279 164.285714,153.645325 167.857143,161.911034 171.428571,169.823447 175.000000,177.331009 176.785714,180.917885 178.571429,184.385940 180.357143,187.729834 182.142857,190.944496 183.035714,192.501855 183.928571,194.025128 184.821429,195.513761 185.714286,196.967216 187.500000,199.766530 188.392857,201.111405 189.285714,202.419133 190.178571,203.689270 191.071429,204.921387 191.964286,206.115077 192.410714,206.697390 192.857143,207.269952 193.750000,208.385641 194.642857,209.461796 195.535714,210.498084 196.428571,211.494194 197.321429,212.449835 197.767857,212.912393 198.214286,213.364733 199.107143,214.238638 199.553571,214.660143 199.776786,214.867022 200.000000,215.071314 200.892857,215.862550 201.339286,216.242567 201.785714,216.612152 202.232143,216.971285 202.455357,217.146925 202.678571,217.319945 203.125000,217.658115 203.348214,217.823261 203.571429,217.985777 204.017857,218.302914 204.464286,218.609513 204.687500,218.758855 204.910714,218.905558 205.133929,219.049619 205.245536,219.120659 205.357143,219.191038 205.803571,219.465941 206.026786,219.599423 206.250000,219.730258 206.473214,219.858444 206.696429,219.983980 206.919643,220.106865 207.142857,220.227098 208.035714,220.681504 208.482143,220.892782 208.928571,221.093439 209.375000,221.283475 209.598214,221.374510 209.821429,221.462889 210.267857,221.631682 210.491071,221.712096 210.714286,221.789856 211.160714,221.937415 211.383929,222.007216 211.607143,222.074364 211.830357,222.138862 211.941964,222.170117 212.053571,222.200709 212.276786,222.259907 212.388393,222.288513 212.500000,222.316457 212.946429,222.421616 213.169643,222.470227 213.392857,222.516195 213.616071,222.559521 213.727679,222.580194 213.839286,222.600206 214.062500,222.638252 214.174107,222.656286 214.285714,222.673661 215.178571,222.788955 215.625000,222.830824 216.071429,222.862197 216.517857,222.883090 216.741071,222.889614 216.964286,222.893525 217.410714,222.893519 217.633929,222.889609 217.857143,222.883096 218.303571,222.862278 218.526786,222.847978 218.750000,222.831088 218.973214,222.811612 219.084821,222.800904 219.196429,222.789552 219.419643,222.764911 219.531250,222.751625 219.642857,222.737695 220.089286,222.675544 220.312500,222.640618 220.535714,222.603129 220.758929,222.563081 220.870536,222.542098 220.982143,222.520478 221.205357,222.475323 221.316964,222.451791 221.428571,222.427622 222.321429,222.211424 222.767857,222.088148 223.214286,221.954802 223.660714,221.811420 223.883929,221.735978 224.107143,221.658041 224.553571,221.494703 224.776786,221.409311 225.000000,221.321444 225.446429,221.138307 225.669643,221.043046 225.892857,220.945332 226.116071,220.845168 226.339286,220.742562 226.562500,220.637517 226.785714,220.530041 227.232143,220.307813 227.455357,220.193074 227.678571,220.075925 227.901786,219.956373 228.125000,219.834424 228.348214,219.710083 228.571429,219.583357 229.464286,219.052723 229.910714,218.773257 230.357143,218.484427 230.803571,218.186287 231.026786,218.033742 231.250000,217.878890 231.696429,217.562291 231.919643,217.400559 232.142857,217.236547 232.589286,216.901714 233.035714,216.557850 233.482143,216.205013 233.928571,215.843265 234.821429,215.093275 235.267857,214.705157 235.491071,214.507845 235.714286,214.308375 236.607143,213.489079 237.500000,212.635910 238.392857,211.749408 239.285714,210.830128 240.178571,209.878634 240.625000,209.390989 241.071429,208.895508 241.964286,207.881342 242.410714,207.362807 242.857143,206.836740 243.750000,205.762320 244.642857,204.658711 245.535714,203.526554 246.428571,202.366501 248.214286,199.965366 249.107143,198.725642 250.000000,197.460734 251.785714,194.858188 253.571429,192.163460 255.357143,189.382415 257.142857,186.521042 260.714286,180.581820 264.285714,174.395734 271.428571,161.488392 278.571429,148.215731 285.714286,134.995070 289.285714,128.531778 292.857143,122.232024 296.428571,116.142757 298.214286,113.191146 300.000000,110.308770 303.571429,104.772397 305.357143,102.128298 306.250000,100.839344 307.142857,99.573213 308.928571,97.111614 310.714286,94.747770 311.607143,93.603782 312.500000,92.485737 313.392857,91.394108 313.839286,90.858344 314.285714,90.329355 316.071429,88.282237 316.964286,87.300719 317.857143,86.347769 318.750000,85.423772 319.196429,84.972748 319.642857,84.529100 320.535714,83.664109 320.982143,83.242851 321.205357,83.035050 321.428571,82.829140 322.321429,82.024520 322.767857,81.633687 323.214286,81.250557 323.660714,80.875164 324.107143,80.507546 324.553571,80.147735 325.000000,79.795766 325.446429,79.451670 325.892857,79.115480 326.339286,78.787225 326.562500,78.626083 326.785714,78.466935 327.232143,78.154639 327.678571,77.850363 328.125000,77.554134 328.348214,77.409045 328.571429,77.265978 329.464286,76.713979 329.910714,76.450182 330.357143,76.194549 330.803571,75.947100 331.026786,75.826450 331.250000,75.707854 331.696429,75.476831 331.919643,75.364407 332.142857,75.254046 332.589286,75.039517 332.812500,74.935352 333.035714,74.833258 333.258929,74.733234 333.482143,74.635284 333.705357,74.539408 333.928571,74.445608 334.375000,74.264242 334.598214,74.176678 334.821429,74.091197 335.044643,74.007798 335.156250,73.966880 335.267857,73.926484 335.491071,73.847254 335.602679,73.808422 335.714286,73.770111 336.607143,73.482418 337.053571,73.351112 337.500000,73.228172 337.946429,73.113603 338.169643,73.059458 338.392857,73.007407 338.839286,72.909588 339.062500,72.863820 339.285714,72.820145 339.732143,72.739080 339.955357,72.701688 340.178571,72.666389 340.401786,72.633185 340.513393,72.617367 340.625000,72.602073 340.848214,72.573054 340.959821,72.559329 341.071429,72.546127 341.517857,72.498547 341.741071,72.477893 341.964286,72.459329 342.187500,72.442853 342.299107,72.435399 342.410714,72.428466 342.633929,72.416166 342.745536,72.410798 342.857143,72.405951 343.750000,72.385933 344.196429,72.388410 344.642857,72.399196 345.089286,72.418281 345.312500,72.430930 345.535714,72.445650 345.982143,72.481289 346.205357,72.502206 346.428571,72.525184 346.875000,72.577318 347.098214,72.606470 347.321429,72.637675 347.544643,72.670931 347.656250,72.688328 347.767857,72.706236 347.991071,72.743588 348.102679,72.763030 348.214286,72.782983 348.660714,72.867895 348.883929,72.913407 349.107143,72.960952 349.330357,73.010528 349.441964,73.036077 349.553571,73.062132 349.776786,73.115761 349.888393,73.143334 350.000000,73.171412 350.892857,73.414176 351.339286,73.547609 351.785714,73.689042 352.232143,73.838447 352.455357,73.916130 352.678571,73.995795 353.125000,74.161057 353.348214,74.246646 353.571429,74.334203 354.017857,74.515201 354.241071,74.608634 354.464286,74.704019 354.687500,74.801350 354.910714,74.900624 355.133929,75.001837 355.357143,75.104983 355.803571,75.317060 356.250000,75.536820 356.696429,75.764226 356.919643,75.880784 357.142857,75.999240 358.035714,76.491939 358.482143,76.749545 358.928571,77.014601 359.375000,77.287064 359.598214,77.426060 359.821429,77.566892 360.267857,77.854042 360.491071,78.000349 360.714286,78.148469 361.160714,78.450129 361.607143,78.758974 362.053571,79.074958 362.500000,79.398034 363.392857,80.065265 363.839286,80.409321 364.062500,80.583937 364.285714,80.760270 365.178571,81.482640 366.071429,82.231952 366.964286,83.007772 367.857143,83.809654 368.750000,84.637141 369.196429,85.060340 369.642857,85.489763 370.535714,86.367041 370.982143,86.814773 371.428571,87.268484 372.321429,88.193590 373.214286,89.141848 374.107143,90.112735 375.000000,91.105721 376.785714,93.155813 377.678571,94.211809 378.571429,95.287685 380.357143,97.496762 382.142857,99.778338 383.928571,102.127589 385.714286,104.539580 389.285714,109.531558 392.857143,114.712990 400.000000,125.473910" style="stroke: rgb(24.720000%, 24.000000%, 60.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="-16.000000,139.170081 416.000000,139.170081" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="80.000000" y="141.836748" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>2</mn></math></foreignObject>
<foreignObject x="160.000000" y="141.836748" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>4</mn></math></foreignObject>
<foreignObject x="240.000000" y="141.836748" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>6</mn></math></foreignObject>
<foreignObject x="320.000000" y="141.836748" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>8</mn></math></foreignObject>
<foreignObject x="400.000000" y="141.836748" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>10</mn></math></foreignObject>
<polyline points="80.000000,139.170081 80.000000,132.503415" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="160.000000,139.170081 160.000000,132.503415" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="240.000000,139.170081 240.000000,132.503415" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="320.000000,139.170081 320.000000,132.503415" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="400.000000,139.170081 400.000000,132.503415" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="20.000000,139.170081 20.000000,135.170081" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="40.000000,139.170081 40.000000,135.170081" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="60.000000,139.170081 60.000000,135.170081" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="100.000000,139.170081 100.000000,135.170081" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="120.000000,139.170081 120.000000,135.170081" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="140.000000,139.170081 140.000000,135.170081" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="180.000000,139.170081 180.000000,135.170081" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,139.170081 200.000000,135.170081" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="220.000000,139.170081 220.000000,135.170081" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="260.000000,139.170081 260.000000,135.170081" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="280.000000,139.170081 280.000000,135.170081" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="300.000000,139.170081 300.000000,135.170081" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="340.000000,139.170081 340.000000,135.170081" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="360.000000,139.170081 360.000000,135.170081" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="380.000000,139.170081 380.000000,135.170081" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="0.000000,260.157867 0.000000,-12.944272" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="-2.666667" y="237.577727" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-0.4</mtext></math></foreignObject>
<foreignObject x="-2.666667" y="188.373904" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-0.2</mtext></math></foreignObject>
<foreignObject x="-2.666667" y="89.966258" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.2</mn></math></foreignObject>
<foreignObject x="-2.666667" y="40.762435" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.4</mn></math></foreignObject>
<polyline points="0.000000,237.577727 6.666667,237.577727" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,188.373904 6.666667,188.373904" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,89.966258 6.666667,89.966258" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,40.762435 6.666667,40.762435" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,249.878683 4.000000,249.878683" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,225.276772 4.000000,225.276772" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,212.975816 4.000000,212.975816" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,200.674860 4.000000,200.674860" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,176.072949 4.000000,176.072949" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,163.771993 4.000000,163.771993" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,151.471037 4.000000,151.471037" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,126.869126 4.000000,126.869126" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,114.568170 4.000000,114.568170" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,102.267214 4.000000,102.267214" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,77.665303 4.000000,77.665303" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,65.364347 4.000000,65.364347" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,53.063391 4.000000,53.063391" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,28.461480 4.000000,28.461480" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,16.160524 4.000000,16.160524" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,3.859568 4.000000,3.859568" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
            </svg>
        "/></mstyle></math>
p16337
sg15
I2
sass(g1709
g16150
VBesselYZero
p16338
I0
tp16339
(dp16340
g6
VN[BesselYZero[0, 1]]
p16341
sg8
(lp16342
(dp16343
g11
(lp16344
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0.893577</mn></mstyle></math>
p16345
sg15
I1
sass(g1709
g16150
VChebyshevT
p16346
I0
tp16347
(dp16348
g6
VChebyshevT[8, x]
p16349
sg8
(lp16350
(dp16351
g11
(lp16352
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>1</mn> <mo>-</mo> <mrow><mn>32</mn> <mo>&nbsp;</mo> <msup><mi>x</mi> <mn>2</mn></msup></mrow> <mo>+</mo> <mrow><mn>160</mn> <mo>&nbsp;</mo> <msup><mi>x</mi> <mn>4</mn></msup></mrow> <mo>-</mo> <mrow><mn>256</mn> <mo>&nbsp;</mo> <msup><mi>x</mi> <mn>6</mn></msup></mrow> <mo>+</mo> <mrow><mn>128</mn> <mo>&nbsp;</mo> <msup><mi>x</mi> <mn>8</mn></msup></mrow></mrow></mstyle></math>
p16353
sg15
I1
sass(g1709
g16150
g16346
I1
tp16354
(dp16355
g6
VChebyshevT[1 - I, 0.5]
p16356
sg8
(lp16357
(dp16358
g11
(lp16359
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>0.800143</mn> <mo>+</mo> <mrow><mn>1.08198</mn> <mo>&nbsp;</mo> <mi>I</mi></mrow></mrow></mstyle></math>
p16360
sg15
I2
sass(g1709
g16150
VChebyshevU
p16361
I0
tp16362
(dp16363
g6
VChebyshevU[8, x]
p16364
sg8
(lp16365
(dp16366
g11
(lp16367
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>1</mn> <mo>-</mo> <mrow><mn>40</mn> <mo>&nbsp;</mo> <msup><mi>x</mi> <mn>2</mn></msup></mrow> <mo>+</mo> <mrow><mn>240</mn> <mo>&nbsp;</mo> <msup><mi>x</mi> <mn>4</mn></msup></mrow> <mo>-</mo> <mrow><mn>448</mn> <mo>&nbsp;</mo> <msup><mi>x</mi> <mn>6</mn></msup></mrow> <mo>+</mo> <mrow><mn>256</mn> <mo>&nbsp;</mo> <msup><mi>x</mi> <mn>8</mn></msup></mrow></mrow></mstyle></math>
p16368
sg15
I1
sass(g1709
g16150
g16361
I1
tp16369
(dp16370
g6
VChebyshevU[1 - I, 0.5]
p16371
sg8
(lp16372
(dp16373
g11
(lp16374
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>1.60029</mn> <mo>+</mo> <mrow><mn>0.721322</mn> <mo>&nbsp;</mo> <mi>I</mi></mrow></mrow></mstyle></math>
p16375
sg15
I2
sass(g1709
g16150
VErf
p16376
I0
tp16377
(dp16378
g6
VErf[-x]
p16379
sg8
(lp16380
(dp16381
g11
(lp16382
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>-</mo> <mrow><mi>Erf</mi> <mo>[</mo> <mi>x</mi> <mo>]</mo></mrow></mrow></mstyle></math>
p16383
sg15
I1
sass(g1709
g16150
g16376
I1
tp16384
(dp16385
g6
VErf[1.0]
p16386
sg8
(lp16387
(dp16388
g11
(lp16389
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0.842701</mn></mstyle></math>
p16390
sg15
I2
sass(g1709
g16150
g16376
I2
tp16391
(dp16392
g6
VErf[0]
p16393
sg8
(lp16394
(dp16395
g11
(lp16396
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0</mn></mstyle></math>
p16397
sg15
I3
sass(g1709
g16150
g16376
I3
tp16398
(dp16399
g6
V{Erf[0, x], Erf[x, 0]}
p16400
sg8
(lp16401
(dp16402
g11
(lp16403
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mi>Erf</mi> <mo>[</mo> <mi>x</mi> <mo>]</mo></mrow> <mo>,</mo> <mrow><mo>-</mo> <mrow><mi>Erf</mi> <mo>[</mo> <mi>x</mi> <mo>]</mo></mrow></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p16404
sg15
I4
sass(g1709
g16150
g16376
I4
tp16405
(dp16406
g6
VPlot[Erf[x], {x, -2, 2}]
p16407
sg8
(lp16408
(dp16409
g11
(lp16410
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="247px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-17.666667 -14.610939 435.333333 276.435473">
                <polyline points="0.000000,235.976614 7.142857,235.784056 10.714286,235.665823 14.285714,235.530477 17.857143,235.375936 19.642857,235.290765 21.428571,235.199928 25.000000,234.999980 26.785714,234.890200 28.571429,234.773415 32.142857,234.517345 33.928571,234.377283 35.714286,234.228663 39.285714,233.904046 41.071429,233.727162 42.857143,233.539949 46.428571,233.132613 48.214286,232.911496 49.107143,232.796351 50.000000,232.678062 51.785714,232.431782 53.571429,232.172116 55.357143,231.898509 56.250000,231.756302 57.142857,231.610398 58.928571,231.307206 60.714286,230.988349 62.500000,230.653229 63.392857,230.479383 64.285714,230.301243 66.071429,229.931778 67.857143,229.544211 69.642857,229.137916 70.535714,228.927548 71.428571,228.712260 73.214286,228.266604 75.000000,227.800305 75.892857,227.559213 76.785714,227.312719 77.678571,227.060741 78.125000,226.932671 78.571429,226.803199 80.357143,226.271097 81.250000,225.996376 82.142857,225.715767 83.035714,225.429190 83.928571,225.136565 84.821429,224.837811 85.714286,224.532849 87.500000,223.903984 88.392857,223.579922 89.285714,223.249338 90.178571,222.912153 91.071429,222.568290 91.964286,222.217673 92.857143,221.860226 94.642857,221.124545 95.535714,220.746163 96.428571,220.360656 97.321429,219.967953 98.214286,219.567983 99.107143,219.160677 100.000000,218.745967 101.785714,217.894063 103.571429,217.011750 105.357143,216.098523 106.250000,215.630166 107.142857,215.153902 108.928571,214.177431 110.714286,213.168679 112.500000,212.127243 113.392857,211.594152 114.285714,211.052751 116.071429,209.944860 117.857143,208.803258 119.642857,207.627672 120.535714,207.027058 121.428571,206.417861 123.214286,205.173622 125.000000,203.894792 126.785714,202.581245 127.678571,201.911427 128.571429,201.232902 130.357143,199.849721 132.142857,198.431708 133.928571,196.978911 135.714286,195.491427 139.285714,192.413016 141.071429,190.822519 142.857143,189.198195 146.428571,185.849471 148.214286,184.125898 150.000000,182.370153 153.571429,178.764354 155.357143,176.915532 157.142857,175.036997 160.714286,171.193798 164.285714,167.241250 171.428571,159.037796 178.571429,150.492875 185.714286,141.682560 192.857143,132.690751 200.000000,123.606798 207.142857,114.522845 214.285714,105.531036 221.428571,96.720720 228.571429,88.175800 232.142857,84.026998 235.714286,79.972345 239.285714,76.019797 241.071429,74.084105 242.857143,72.176598 246.428571,68.449241 248.214286,66.630821 250.000000,64.843443 253.571429,61.364124 255.357143,59.673212 257.142857,58.015400 260.714286,54.800579 262.500000,53.244197 264.285714,51.722168 267.857143,48.781888 269.642857,47.363875 270.535714,46.667929 271.428571,45.980694 273.214286,44.632350 275.000000,43.318804 276.785714,42.039973 277.678571,41.413539 278.571429,40.795734 280.357143,39.585923 282.142857,38.410337 283.928571,37.268736 284.821429,36.710595 285.714286,36.160844 287.500000,35.086352 289.285714,34.044917 291.071429,33.036165 291.964286,32.543921 292.857143,32.059694 294.642857,31.115073 296.428571,30.201846 298.214286,29.319532 299.107143,28.889811 300.000000,28.467629 301.785714,27.645612 302.678571,27.245642 303.571429,26.852939 304.464286,26.467433 305.357143,26.089050 306.250000,25.717720 307.142857,25.353369 308.928571,24.645305 309.821429,24.301443 310.714286,23.964257 311.607143,23.633673 312.500000,23.309612 313.392857,22.991996 314.285714,22.680746 316.071429,22.077030 316.964286,21.784405 317.857143,21.497828 318.750000,21.217220 319.642857,20.942499 320.535714,20.673585 321.428571,20.410397 322.321429,20.152854 323.214286,19.900877 324.107143,19.654382 325.000000,19.413290 326.785714,18.946992 327.678571,18.721623 328.571429,18.501335 330.357143,18.075679 332.142857,17.669384 333.928571,17.281818 334.821429,17.094861 335.714286,16.912352 337.500000,16.560366 339.285714,16.225247 341.071429,15.906389 341.964286,15.752872 342.857143,15.603198 344.642857,15.315086 346.428571,15.041480 348.214286,14.781813 349.107143,14.657034 350.000000,14.535534 351.785714,14.302100 353.571429,14.080983 355.357143,13.871666 357.142857,13.673646 360.714286,13.309550 362.500000,13.142533 364.285714,12.984932 367.857143,12.696251 369.642857,12.564338 371.428571,12.440180 375.000000,12.213616 378.571429,12.013668 382.142857,11.837659 385.714286,11.683119 389.285714,11.547773 392.857143,11.429540 400.000000,11.236982" style="stroke: rgb(24.720000%, 24.000000%, 60.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="-16.000000,123.606798 416.000000,123.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="0.000000" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-2</mtext></math></foreignObject>
<foreignObject x="100.000000" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-1</mtext></math></foreignObject>
<foreignObject x="300.000000" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1</mn></math></foreignObject>
<foreignObject x="400.000000" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>2</mn></math></foreignObject>
<polyline points="0.000000,123.606798 0.000000,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="100.000000,123.606798 100.000000,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="300.000000,123.606798 300.000000,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="400.000000,123.606798 400.000000,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="20.000000,123.606798 20.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="40.000000,123.606798 40.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="60.000000,123.606798 60.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="80.000000,123.606798 80.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="120.000000,123.606798 120.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="140.000000,123.606798 140.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="160.000000,123.606798 160.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="180.000000,123.606798 180.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="220.000000,123.606798 220.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="240.000000,123.606798 240.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="260.000000,123.606798 260.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="280.000000,123.606798 280.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="320.000000,123.606798 320.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="340.000000,123.606798 340.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="360.000000,123.606798 360.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="380.000000,123.606798 380.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="200.000000,260.157867 200.000000,-12.944272" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="197.333333" y="236.504720" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-1.0</mtext></math></foreignObject>
<foreignObject x="197.333333" y="180.055759" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-0.5</mtext></math></foreignObject>
<foreignObject x="197.333333" y="67.157836" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.5</mn></math></foreignObject>
<foreignObject x="197.333333" y="10.708875" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1.0</mn></math></foreignObject>
<polyline points="200.000000,236.504720 206.666667,236.504720" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,180.055759 206.666667,180.055759" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,67.157836 206.666667,67.157836" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,10.708875 206.666667,10.708875" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,247.794513 204.000000,247.794513" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,225.214928 204.000000,225.214928" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,213.925136 204.000000,213.925136" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,202.635344 204.000000,202.635344" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,191.345551 204.000000,191.345551" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,168.765967 204.000000,168.765967" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,157.476175 204.000000,157.476175" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,146.186382 204.000000,146.186382" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,134.896590 204.000000,134.896590" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,112.317005 204.000000,112.317005" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,101.027213 204.000000,101.027213" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,89.737421 204.000000,89.737421" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,78.447629 204.000000,78.447629" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,55.868044 204.000000,55.868044" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,44.578252 204.000000,44.578252" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,33.288460 204.000000,33.288460" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,21.998667 204.000000,21.998667" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,-0.580917 204.000000,-0.580917" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
            </svg>
        "/></mstyle></math>
p16411
sg15
I5
sass(g1709
g16150
VErfc
p16412
I0
tp16413
(dp16414
g6
VErfc[-x] / 2
p16415
sg8
(lp16416
(dp16417
g11
(lp16418
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mfrac><mrow><mn>2</mn> <mo>-</mo> <mrow><mi>Erfc</mi> <mo>[</mo> <mi>x</mi> <mo>]</mo></mrow></mrow> <mn>2</mn></mfrac></mstyle></math>
p16419
sg15
I1
sass(g1709
g16150
g16412
I1
tp16420
(dp16421
g6
VErfc[1.0]
p16422
sg8
(lp16423
(dp16424
g11
(lp16425
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0.157299</mn></mstyle></math>
p16426
sg15
I2
sass(g1709
g16150
g16412
I2
tp16427
(dp16428
g6
VErfc[0]
p16429
sg8
(lp16430
(dp16431
g11
(lp16432
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>1</mn></mstyle></math>
p16433
sg15
I3
sass(g1709
g16150
g16412
I3
tp16434
(dp16435
g6
VPlot[Erfc[x], {x, -2, 2}]
p16436
sg8
(lp16437
(dp16438
g11
(lp16439
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="247px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-17.666667 -14.610939 435.333333 279.782326">
                <polyline points="0.000000,11.236982 7.142857,11.429540 10.714286,11.547773 14.285714,11.683119 17.857143,11.837659 19.642857,11.922830 21.428571,12.013668 25.000000,12.213616 26.785714,12.323395 28.571429,12.440180 32.142857,12.696251 33.928571,12.836312 35.714286,12.984932 39.285714,13.309550 41.071429,13.486433 42.857143,13.673646 46.428571,14.080983 48.214286,14.302100 49.107143,14.417244 50.000000,14.535534 51.785714,14.781813 53.571429,15.041480 55.357143,15.315086 56.250000,15.457293 57.142857,15.603198 58.928571,15.906389 60.714286,16.225247 62.500000,16.560366 63.392857,16.734213 64.285714,16.912352 66.071429,17.281818 67.857143,17.669384 69.642857,18.075679 70.535714,18.286047 71.428571,18.501335 73.214286,18.946992 75.000000,19.413290 75.892857,19.654382 76.785714,19.900877 77.678571,20.152854 78.125000,20.280925 78.571429,20.410397 80.357143,20.942499 81.250000,21.217220 82.142857,21.497828 83.035714,21.784405 83.928571,22.077030 84.821429,22.375784 85.714286,22.680746 87.500000,23.309612 88.392857,23.633673 89.285714,23.964257 90.178571,24.301443 91.071429,24.645305 91.964286,24.995922 92.857143,25.353369 94.642857,26.089050 95.535714,26.467433 96.428571,26.852939 97.321429,27.245642 98.214286,27.645612 99.107143,28.052918 100.000000,28.467629 101.785714,29.319532 103.571429,30.201846 105.357143,31.115073 106.250000,31.583430 107.142857,32.059694 108.928571,33.036165 110.714286,34.044917 112.500000,35.086352 113.392857,35.619444 114.285714,36.160844 116.071429,37.268736 117.857143,38.410337 119.642857,39.585923 120.535714,40.186537 121.428571,40.795734 123.214286,42.039973 125.000000,43.318804 126.785714,44.632350 127.678571,45.302169 128.571429,45.980694 130.357143,47.363875 132.142857,48.781888 133.928571,50.234684 135.714286,51.722168 139.285714,54.800579 141.071429,56.391077 142.857143,58.015400 146.428571,61.364124 148.214286,63.087697 150.000000,64.843443 153.571429,68.449241 155.357143,70.298064 157.142857,72.176598 160.714286,76.019797 164.285714,79.972345 171.428571,88.175800 178.571429,96.720720 185.714286,105.531036 192.857143,114.522845 200.000000,123.606798 207.142857,132.690751 214.285714,141.682560 221.428571,150.492875 228.571429,159.037796 232.142857,163.186597 235.714286,167.241250 239.285714,171.193798 241.071429,173.129490 242.857143,175.036997 246.428571,178.764354 248.214286,180.582775 250.000000,182.370153 253.571429,185.849471 255.357143,187.540383 257.142857,189.198195 260.714286,192.413016 262.500000,193.969399 264.285714,195.491427 267.857143,198.431708 269.642857,199.849721 270.535714,200.545667 271.428571,201.232902 273.214286,202.581245 275.000000,203.894792 276.785714,205.173622 277.678571,205.800056 278.571429,206.417861 280.357143,207.627672 282.142857,208.803258 283.928571,209.944860 284.821429,210.503000 285.714286,211.052751 287.500000,212.127243 289.285714,213.168679 291.071429,214.177431 291.964286,214.669675 292.857143,215.153902 294.642857,216.098523 296.428571,217.011750 298.214286,217.894063 299.107143,218.323784 300.000000,218.745967 301.785714,219.567983 302.678571,219.967953 303.571429,220.360656 304.464286,220.746163 305.357143,221.124545 306.250000,221.495875 307.142857,221.860226 308.928571,222.568290 309.821429,222.912153 310.714286,223.249338 311.607143,223.579922 312.500000,223.903984 313.392857,224.221600 314.285714,224.532849 316.071429,225.136565 316.964286,225.429190 317.857143,225.715767 318.750000,225.996376 319.642857,226.271097 320.535714,226.540011 321.428571,226.803199 322.321429,227.060741 323.214286,227.312719 324.107143,227.559213 325.000000,227.800305 326.785714,228.266604 327.678571,228.491972 328.571429,228.712260 330.357143,229.137916 332.142857,229.544211 333.928571,229.931778 334.821429,230.118734 335.714286,230.301243 337.500000,230.653229 339.285714,230.988349 341.071429,231.307206 341.964286,231.460723 342.857143,231.610398 344.642857,231.898509 346.428571,232.172116 348.214286,232.431782 349.107143,232.556561 350.000000,232.678062 351.785714,232.911496 353.571429,233.132613 355.357143,233.341930 357.142857,233.539949 360.714286,233.904046 362.500000,234.071063 364.285714,234.228663 367.857143,234.517345 369.642857,234.649257 371.428571,234.773415 375.000000,234.999980 378.571429,235.199928 382.142857,235.375936 385.714286,235.530477 389.285714,235.665823 392.857143,235.784056 400.000000,235.976614" style="stroke: rgb(24.720000%, 24.000000%, 60.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="-16.000000,236.504720 416.000000,236.504720" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="0.000000" y="239.171387" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-2</mtext></math></foreignObject>
<foreignObject x="100.000000" y="239.171387" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-1</mtext></math></foreignObject>
<foreignObject x="300.000000" y="239.171387" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1</mn></math></foreignObject>
<foreignObject x="400.000000" y="239.171387" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>2</mn></math></foreignObject>
<polyline points="0.000000,236.504720 0.000000,229.838054" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="100.000000,236.504720 100.000000,229.838054" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="300.000000,236.504720 300.000000,229.838054" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="400.000000,236.504720 400.000000,229.838054" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="20.000000,236.504720 20.000000,232.504720" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="40.000000,236.504720 40.000000,232.504720" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="60.000000,236.504720 60.000000,232.504720" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="80.000000,236.504720 80.000000,232.504720" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="120.000000,236.504720 120.000000,232.504720" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="140.000000,236.504720 140.000000,232.504720" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="160.000000,236.504720 160.000000,232.504720" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="180.000000,236.504720 180.000000,232.504720" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="220.000000,236.504720 220.000000,232.504720" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="240.000000,236.504720 240.000000,232.504720" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="260.000000,236.504720 260.000000,232.504720" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="280.000000,236.504720 280.000000,232.504720" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="320.000000,236.504720 320.000000,232.504720" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="340.000000,236.504720 340.000000,232.504720" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="360.000000,236.504720 360.000000,232.504720" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="380.000000,236.504720 380.000000,232.504720" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="200.000000,260.157867 200.000000,-12.944272" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="197.333333" y="180.055759" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.5</mn></math></foreignObject>
<foreignObject x="197.333333" y="123.606798" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1.0</mn></math></foreignObject>
<foreignObject x="197.333333" y="67.157836" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1.5</mn></math></foreignObject>
<foreignObject x="197.333333" y="10.708875" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>2.0</mn></math></foreignObject>
<polyline points="200.000000,180.055759 206.666667,180.055759" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,123.606798 206.666667,123.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,67.157836 206.666667,67.157836" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,10.708875 206.666667,10.708875" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,247.794513 204.000000,247.794513" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,225.214928 204.000000,225.214928" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,213.925136 204.000000,213.925136" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,202.635344 204.000000,202.635344" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,191.345551 204.000000,191.345551" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,168.765967 204.000000,168.765967" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,157.476175 204.000000,157.476175" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,146.186382 204.000000,146.186382" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,134.896590 204.000000,134.896590" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,112.317005 204.000000,112.317005" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,101.027213 204.000000,101.027213" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,89.737421 204.000000,89.737421" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,78.447629 204.000000,78.447629" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,55.868044 204.000000,55.868044" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,44.578252 204.000000,44.578252" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,33.288460 204.000000,33.288460" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,21.998667 204.000000,21.998667" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,-0.580917 204.000000,-0.580917" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
            </svg>
        "/></mstyle></math>
p16440
sg15
I4
sass(g1709
g16150
VExpIntegralE
p16441
I0
tp16442
(dp16443
g6
VExpIntegralE[2.0, 2.0]
p16444
sg8
(lp16445
(dp16446
g11
(lp16447
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0.0375343</mn></mstyle></math>
p16448
sg15
I1
sass(g1709
g16150
VExpIntegralEi
p16449
I0
tp16450
(dp16451
g6
VExpIntegralEi[2.0]
p16452
sg8
(lp16453
(dp16454
g11
(lp16455
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>4.95423</mn></mstyle></math>
p16456
sg15
I1
sass(g1709
g16150
VFresnelC
p16457
I0
tp16458
(dp16459
g6
VFresnelC[{0, Infinity}]
p16460
sg8
(lp16461
(dp16462
g11
(lp16463
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mfrac><mn>1</mn> <mn>2</mn></mfrac></mrow> <mo>}</mo></mrow></mstyle></math>
p16464
sg15
I1
sass(g1709
g16150
g16457
I1
tp16465
(dp16466
g6
VIntegrate[Cos[x^2 Pi/2], {x, 0, z}]
p16467
sg8
(lp16468
(dp16469
g11
(lp16470
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mfrac><mrow><mrow><mi>FresnelC</mi> <mo>[</mo> <mi>z</mi> <mo>]</mo></mrow> <mo>&nbsp;</mo> <mrow><mi>Gamma</mi> <mo>[</mo> <mfrac><mn>1</mn> <mn>4</mn></mfrac> <mo>]</mo></mrow></mrow> <mrow><mn>4</mn> <mo>&nbsp;</mo> <mrow><mi>Gamma</mi> <mo>[</mo> <mfrac><mn>5</mn> <mn>4</mn></mfrac> <mo>]</mo></mrow></mrow></mfrac></mstyle></math>
p16471
sg15
I2
sass(g1709
g16150
VFresnelS
p16472
I0
tp16473
(dp16474
g6
VFresnelS[{0, Infinity}]
p16475
sg8
(lp16476
(dp16477
g11
(lp16478
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mfrac><mn>1</mn> <mn>2</mn></mfrac></mrow> <mo>}</mo></mrow></mstyle></math>
p16479
sg15
I1
sass(g1709
g16150
g16472
I1
tp16480
(dp16481
g6
VIntegrate[Sin[x^2 Pi/2], {x, 0, z}]
p16482
sg8
(lp16483
(dp16484
g11
(lp16485
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mfrac><mrow><mn>3</mn> <mo>&nbsp;</mo> <mrow><mi>FresnelS</mi> <mo>[</mo> <mi>z</mi> <mo>]</mo></mrow> <mo>&nbsp;</mo> <mrow><mi>Gamma</mi> <mo>[</mo> <mfrac><mn>3</mn> <mn>4</mn></mfrac> <mo>]</mo></mrow></mrow> <mrow><mn>4</mn> <mo>&nbsp;</mo> <mrow><mi>Gamma</mi> <mo>[</mo> <mfrac><mn>7</mn> <mn>4</mn></mfrac> <mo>]</mo></mrow></mrow></mfrac></mstyle></math>
p16486
sg15
I2
sass(g1709
g16150
VGegenbauerC
p16487
I0
tp16488
(dp16489
g6
VGegenbauerC[6, 1, x]
p16490
sg8
(lp16491
(dp16492
g11
(lp16493
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mtext>-1</mtext> <mo>+</mo> <mrow><mn>24</mn> <mo>&nbsp;</mo> <msup><mi>x</mi> <mn>2</mn></msup></mrow> <mo>-</mo> <mrow><mn>80</mn> <mo>&nbsp;</mo> <msup><mi>x</mi> <mn>4</mn></msup></mrow> <mo>+</mo> <mrow><mn>64</mn> <mo>&nbsp;</mo> <msup><mi>x</mi> <mn>6</mn></msup></mrow></mrow></mstyle></math>
p16494
sg15
I1
sass(g1709
g16150
g16487
I1
tp16495
(dp16496
g6
VGegenbauerC[4 - I, 1 + 2 I, 0.7]
p16497
sg8
(lp16498
(dp16499
g11
(lp16500
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mtext>-3.2621</mtext> <mo>-</mo> <mrow><mn>24.9739</mn> <mo>&nbsp;</mo> <mi>I</mi></mrow></mrow></mstyle></math>
p16501
sg15
I2
sass(g1709
g16150
VHankelH1
p16502
I0
tp16503
(dp16504
g6
VHankelH1[1.5, 4]
p16505
sg8
(lp16506
(dp16507
g11
(lp16508
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>0.185286</mn> <mo>+</mo> <mrow><mn>0.367112</mn> <mo>&nbsp;</mo> <mi>I</mi></mrow></mrow></mstyle></math>
p16509
sg15
I1
sass(g1709
g16150
VHankelH2
p16510
I0
tp16511
(dp16512
g6
VHankelH2[1.5, 4]
p16513
sg8
(lp16514
(dp16515
g11
(lp16516
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>0.185286</mn> <mo>-</mo> <mrow><mn>0.367112</mn> <mo>&nbsp;</mo> <mi>I</mi></mrow></mrow></mstyle></math>
p16517
sg15
I1
sass(g1709
g16150
VHermiteH
p16518
I0
tp16519
(dp16520
g6
VHermiteH[8, x]
p16521
sg8
(lp16522
(dp16523
g11
(lp16524
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>1680</mn> <mo>-</mo> <mrow><mn>13440</mn> <mo>&nbsp;</mo> <msup><mi>x</mi> <mn>2</mn></msup></mrow> <mo>+</mo> <mrow><mn>13440</mn> <mo>&nbsp;</mo> <msup><mi>x</mi> <mn>4</mn></msup></mrow> <mo>-</mo> <mrow><mn>3584</mn> <mo>&nbsp;</mo> <msup><mi>x</mi> <mn>6</mn></msup></mrow> <mo>+</mo> <mrow><mn>256</mn> <mo>&nbsp;</mo> <msup><mi>x</mi> <mn>8</mn></msup></mrow></mrow></mstyle></math>
p16525
sg15
I1
sass(g1709
g16150
g16518
I1
tp16526
(dp16527
g6
VHermiteH[3, 1 + I]
p16528
sg8
(lp16529
(dp16530
g11
(lp16531
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mtext>-28</mtext> <mo>+</mo> <mrow><mn>4</mn> <mo>&nbsp;</mo> <mi>I</mi></mrow></mrow></mstyle></math>
p16532
sg15
I2
sass(g1709
g16150
g16518
I2
tp16533
(dp16534
g6
VHermiteH[4.2, 2]
p16535
sg8
(lp16536
(dp16537
g11
(lp16538
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>77.5291</mn></mstyle></math>
p16539
sg15
I3
sass(g1709
g16150
VInverseErf
p16540
I0
tp16541
(dp16542
g6
VInverseErf /@ {-1, 0, 1}
p16543
sg8
(lp16544
(dp16545
g11
(lp16546
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>-</mo> <mi>\u221e</mi></mrow> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mi>\u221e</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p16547
sg15
I1
sass(g1709
g16150
g16540
I1
tp16548
(dp16549
g6
VPlot[InverseErf[x], {x, -1, 1}]
p16550
sg8
(lp16551
(dp16552
g11
(lp16553
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="247px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-17.666667 -14.610939 435.333333 276.435473">
                <polyline points="7.142857,254.515751 8.035714,251.507753 8.928571,248.771083 9.821429,246.256343 10.267857,245.070314 10.714286,243.926697 11.607143,241.753917 12.500000,239.715875 13.392857,237.794894 13.839286,236.873707 14.285714,235.976614 15.178571,234.249211 16.071429,232.602826 16.964286,231.029148 17.857143,229.521103 18.750000,228.072620 19.196429,227.369045 19.642857,226.678447 20.535714,225.334009 20.982143,224.679169 21.428571,224.035297 23.214286,221.561302 24.107143,220.380094 25.000000,219.232649 25.892857,218.116724 26.785714,217.030293 27.678571,215.971525 28.571429,214.938753 30.357143,212.945268 31.250000,211.981899 32.142857,211.039189 33.035714,210.116064 33.928571,209.211532 34.821429,208.324676 35.714286,207.454645 37.500000,205.761955 39.285714,204.127771 41.071429,202.547133 41.964286,201.775513 42.857143,201.015689 44.642857,199.529596 46.428571,198.085450 48.214286,196.680212 49.107143,195.991322 50.000000,195.311163 51.785714,193.975857 53.571429,192.672087 55.357143,191.397852 57.142857,190.151334 60.714286,187.734960 62.500000,186.562196 64.285714,185.411305 67.857143,183.170511 69.642857,182.078510 71.428571,181.004166 75.000000,178.905024 76.785714,177.878657 78.571429,176.866798 82.142857,174.883988 83.928571,173.911830 85.714286,172.951757 89.285714,171.065820 92.857143,169.222360 96.428571,167.417963 100.000000,165.649554 103.571429,163.914358 107.142857,162.209851 114.285714,158.883907 121.428571,155.655528 128.571429,152.510947 135.714286,149.438293 142.857143,146.427190 150.000000,143.468445 157.142857,140.553808 164.285714,137.675780 171.428571,134.827452 178.571429,132.002374 185.714286,129.194446 192.857143,126.397817 200.000000,123.606798 207.142857,120.815778 214.285714,118.019149 221.428571,115.211221 228.571429,112.386144 235.714286,109.537815 242.857143,106.659787 250.000000,103.745151 257.142857,100.786406 264.285714,97.775302 271.428571,94.702649 278.571429,91.558068 285.714286,88.329688 292.857143,85.003744 296.428571,83.299238 300.000000,81.564041 303.571429,79.795633 307.142857,77.991235 310.714286,76.147776 314.285714,74.261838 317.857143,72.329607 319.642857,71.344813 321.428571,70.346798 325.000000,68.308571 326.785714,67.266988 328.571429,66.209430 332.142857,64.043085 333.928571,62.932489 335.714286,61.802291 339.285714,59.478635 341.071429,58.282720 342.857143,57.062261 346.428571,54.541509 348.214286,53.237739 349.107143,52.574161 350.000000,51.902433 351.785714,50.533384 353.571429,49.128146 355.357143,47.683999 356.250000,46.946400 357.142857,46.197907 358.928571,44.666462 360.714286,43.085824 362.500000,41.451640 363.392857,40.612946 364.285714,39.758950 366.071429,38.002063 366.964286,37.097531 367.857143,36.174406 368.750000,35.231696 369.642857,34.268327 370.535714,33.283132 371.428571,32.274842 373.214286,30.183302 374.107143,29.096871 375.000000,27.980946 375.892857,26.833501 376.785714,25.652293 377.678571,24.434823 378.125000,23.811630 378.571429,23.178299 379.464286,21.879586 380.357143,20.535149 381.250000,19.140976 382.142857,17.692493 383.035714,16.184448 383.482143,15.406229 383.928571,14.610769 384.821429,12.964384 385.267857,12.111386 385.491071,11.676937 385.714286,11.236982 386.607143,9.418702 387.500000,7.497720 388.392857,5.459679 388.839286,4.391394 389.285714,3.286899 390.178571,0.957253 390.625000,-0.274917 391.071429,-1.557487 391.964286,-4.294157 392.857143,-7.302155" style="stroke: rgb(24.720000%, 24.000000%, 60.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="-16.000000,123.606798 416.000000,123.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="0.000000" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-1.0</mtext></math></foreignObject>
<foreignObject x="100.000000" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-0.5</mtext></math></foreignObject>
<foreignObject x="300.000000" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.5</mn></math></foreignObject>
<foreignObject x="400.000000" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1.0</mn></math></foreignObject>
<polyline points="0.000000,123.606798 0.000000,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="100.000000,123.606798 100.000000,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="300.000000,123.606798 300.000000,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="400.000000,123.606798 400.000000,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="20.000000,123.606798 20.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="40.000000,123.606798 40.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="60.000000,123.606798 60.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="80.000000,123.606798 80.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="120.000000,123.606798 120.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="140.000000,123.606798 140.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="160.000000,123.606798 160.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="180.000000,123.606798 180.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="220.000000,123.606798 220.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="240.000000,123.606798 240.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="260.000000,123.606798 260.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="280.000000,123.606798 280.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="320.000000,123.606798 320.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="340.000000,123.606798 340.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="360.000000,123.606798 360.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="380.000000,123.606798 380.000000,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="200.000000,260.157867 200.000000,-12.944272" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="197.333333" y="211.758525" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-1.0</mtext></math></foreignObject>
<foreignObject x="197.333333" y="167.682662" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-0.5</mtext></math></foreignObject>
<foreignObject x="197.333333" y="79.530934" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.5</mn></math></foreignObject>
<foreignObject x="197.333333" y="35.455070" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1.0</mn></math></foreignObject>
<polyline points="200.000000,211.758525 206.666667,211.758525" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,167.682662 206.666667,167.682662" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,79.530934 206.666667,79.530934" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,35.455070 206.666667,35.455070" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,247.019216 204.000000,247.019216" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,238.204044 204.000000,238.204044" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,229.388871 204.000000,229.388871" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,220.573698 204.000000,220.573698" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,202.943353 204.000000,202.943353" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,194.128180 204.000000,194.128180" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,185.313007 204.000000,185.313007" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,176.497834 204.000000,176.497834" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,158.867489 204.000000,158.867489" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,150.052316 204.000000,150.052316" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,141.237143 204.000000,141.237143" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,132.421971 204.000000,132.421971" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,114.791625 204.000000,114.791625" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,105.976452 204.000000,105.976452" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,97.161279 204.000000,97.161279" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,88.346107 204.000000,88.346107" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,70.715761 204.000000,70.715761" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,61.900588 204.000000,61.900588" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,53.085416 204.000000,53.085416" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,44.270243 204.000000,44.270243" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,26.639897 204.000000,26.639897" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,17.824725 204.000000,17.824725" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,9.009552 204.000000,9.009552" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,0.194379 204.000000,0.194379" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
            </svg>
        "/></mstyle></math>
p16554
sg15
I2
sass(g1709
g16150
g16540
I2
tp16555
(dp16556
g6
VInverseErf /@ {0.9, 1.0, 1.1}
p16557
sg8
(lp16558
(dp16559
g11
(lp16560
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>1.16309</mn> <mo>,</mo> <mi>\u221e</mi> <mo>,</mo> <mrow><mi>InverseErf</mi> <mo>[</mo> <mn>1.1</mn> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p16561
sg15
I3
sass(g1709
g16150
VInverseErfc
p16562
I0
tp16563
(dp16564
g6
VInverseErfc /@ {0, 1, 2}
p16565
sg8
(lp16566
(dp16567
g11
(lp16568
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>\u221e</mi> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mrow><mo>-</mo> <mi>\u221e</mi></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p16569
sg15
I1
sass(g1709
g16150
VJacobiP
p16570
I0
tp16571
(dp16572
g6
VJacobiP[1, a, b, z]
p16573
sg8
(lp16574
(dp16575
g11
(lp16576
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mfrac><mi>a</mi> <mn>2</mn></mfrac> <mo>-</mo> <mfrac><mi>b</mi> <mn>2</mn></mfrac> <mo>+</mo> <mrow><mi>z</mi> <mo>&nbsp;</mo> <mrow><mo>(</mo> <mrow><mn>1</mn> <mo>+</mo> <mfrac><mi>a</mi> <mn>2</mn></mfrac> <mo>+</mo> <mfrac><mi>b</mi> <mn>2</mn></mfrac></mrow> <mo>)</mo></mrow></mrow></mrow></mstyle></math>
p16577
sg15
I1
sass(g1709
g16150
g16570
I1
tp16578
(dp16579
g6
VJacobiP[3.5 + I, 3, 2, 4 - I]
p16580
sg8
(lp16581
(dp16582
g11
(lp16583
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>1410.02</mn> <mo>+</mo> <mrow><mn>5797.3</mn> <mo>&nbsp;</mo> <mi>I</mi></mrow></mrow></mstyle></math>
p16584
sg15
I2
sass(g1709
g16150
VKelvinBei
p16585
I0
tp16586
(dp16587
g6
VKelvinBei[0.5]
p16588
sg8
(lp16589
(dp16590
g11
(lp16591
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0.0624932</mn></mstyle></math>
p16592
sg15
I1
sass(g1709
g16150
g16585
I1
tp16593
(dp16594
g6
VKelvinBei[1.5 + I]
p16595
sg8
(lp16596
(dp16597
g11
(lp16598
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>0.326323</mn> <mo>+</mo> <mrow><mn>0.755606</mn> <mo>&nbsp;</mo> <mi>I</mi></mrow></mrow></mstyle></math>
p16599
sg15
I2
sass(g1709
g16150
g16585
I2
tp16600
(dp16601
g6
VKelvinBei[0.5, 0.25]
p16602
sg8
(lp16603
(dp16604
g11
(lp16605
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0.370153</mn></mstyle></math>
p16606
sg15
I3
sass(g1709
g16150
g16585
I3
tp16607
(dp16608
g6
VPlot[KelvinBei[x], {x, 0, 10}]
p16609
sg8
(lp16610
(dp16611
g11
(lp16612
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="247px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-24.666667 -14.610939 442.333333 276.435473">
                <polyline points="0.000000,79.349408 7.142857,79.314814 14.285714,79.211038 21.428571,79.038111 28.571429,78.796163 35.714286,78.485526 42.857143,78.106893 50.000000,77.661512 57.142857,77.151427 64.285714,76.579761 71.428571,75.951037 78.571429,75.271539 85.714286,74.549705 92.857143,73.796551 100.000000,73.026114 107.142857,72.255915 114.285714,71.507413 117.857143,71.149193 121.428571,70.806459 125.000000,70.483195 126.785714,70.330198 128.571429,70.183711 132.142857,69.912653 133.928571,69.789328 135.714286,69.675007 139.285714,69.476111 141.071429,69.392959 141.964286,69.355779 142.857143,69.321656 144.642857,69.262971 146.428571,69.217693 148.214286,69.186635 149.107143,69.176699 150.000000,69.170632 151.785714,69.170539 152.678571,69.176734 153.571429,69.187237 154.464286,69.202163 155.357143,69.221626 156.250000,69.245743 157.142857,69.274629 158.928571,69.347188 159.821429,69.391102 160.714286,69.440268 161.607143,69.494810 162.500000,69.554853 163.392857,69.620523 164.285714,69.691948 165.178571,69.769255 166.071429,69.852575 166.517857,69.896531 166.964286,69.942039 167.857143,70.037778 168.750000,70.139925 169.196429,70.193443 169.642857,70.248614 170.535714,70.363981 170.982143,70.424212 171.428571,70.486162 172.321429,70.615293 173.214286,70.751513 173.660714,70.822325 174.107143,70.894960 175.000000,71.045775 175.892857,71.204097 176.339286,71.286118 176.785714,71.370069 177.678571,71.543832 178.125000,71.633680 178.348214,71.679353 178.571429,71.725529 179.464286,71.915305 180.357143,72.113302 181.250000,72.319666 182.142857,72.534542 183.035714,72.758076 183.482143,72.873136 183.928571,72.990415 184.821429,73.231704 185.267857,73.355751 185.491071,73.418633 185.714286,73.482091 186.607143,73.741723 187.500000,74.010747 188.392857,74.289312 189.285714,74.577565 190.178571,74.875653 190.625000,75.028432 191.071429,75.183725 191.964286,75.501928 192.410714,75.664874 192.633929,75.747317 192.857143,75.830409 193.750000,76.169317 194.642857,76.518797 195.535714,76.878997 196.428571,77.250063 197.321429,77.632141 197.767857,77.827354 198.214286,78.025375 199.107143,78.429909 199.553571,78.636459 200.000000,78.845888 200.892857,79.273454 201.785714,79.712749 202.232143,79.936839 202.678571,80.163914 203.571429,80.627088 204.464286,81.102409 204.910714,81.344668 205.357143,81.590015 206.250000,82.090041 206.696429,82.344753 207.142857,82.602621 208.035714,83.127887 208.928571,83.665971 209.375000,83.939860 209.821429,84.217001 210.714286,84.781103 211.607143,85.358403 212.500000,85.949023 213.392857,86.553084 214.285714,87.170703 216.071429,88.447072 216.964286,89.106046 217.857143,89.779021 218.750000,90.466102 219.642857,91.167389 220.535714,91.882980 221.428571,92.612967 222.321429,93.357441 223.214286,94.116487 224.107143,94.890187 225.000000,95.678620 226.785714,97.299973 227.678571,98.133027 228.571429,98.981080 230.357143,100.722401 232.142857,102.524311 233.928571,104.387101 234.821429,105.341391 235.714286,106.310967 237.500000,108.296006 239.285714,110.342210 241.071429,112.449461 242.857143,114.617522 246.428571,119.134492 248.214286,121.482277 250.000000,123.888608 253.571429,128.873023 255.357143,131.448758 257.142857,134.078324 260.714286,139.492281 264.285714,145.099589 271.428571,156.816087 278.571429,169.033676 285.714286,181.491392 292.857143,193.852253 296.428571,199.868006 300.000000,205.694084 303.571429,211.262955 305.357143,213.928095 306.250000,215.226597 307.142857,216.500701 308.928571,218.970497 309.821429,220.163514 310.714286,221.326781 311.607143,222.458893 312.053571,223.012820 312.500000,223.558418 313.392857,224.623894 313.839286,225.143400 314.062500,225.399763 314.285714,225.653834 315.178571,226.646722 315.625000,227.128790 316.071429,227.601013 316.517857,228.063196 316.964286,228.515137 317.410714,228.956638 317.857143,229.387494 318.303571,229.807501 318.750000,230.216453 319.196429,230.614143 319.419643,230.808699 319.642857,231.000360 320.089286,231.374893 320.535714,231.737529 320.982143,232.088052 321.205357,232.258704 321.428571,232.426246 322.321429,233.064769 322.767857,233.364655 323.214286,233.651326 323.660714,233.924557 323.883929,234.056061 324.107143,234.184119 324.553571,234.429783 324.776786,234.547331 325.000000,234.661318 325.446429,234.878492 325.669643,234.981619 325.892857,235.081068 326.116071,235.176808 326.227679,235.223279 326.339286,235.268811 326.562500,235.357045 326.674107,235.399740 326.785714,235.441481 327.232143,235.598840 327.455357,235.671702 327.678571,235.740644 327.901786,235.805638 328.013393,235.836644 328.125000,235.866651 328.348214,235.923653 328.459821,235.950641 328.571429,235.976614 329.464286,236.147418 329.910714,236.207759 330.357143,236.251057 330.803571,236.277056 331.026786,236.283489 331.250000,236.285501 331.696429,236.276133 331.919643,236.264688 332.142857,236.248693 332.589286,236.202919 332.812500,236.173075 333.035714,236.138548 333.258929,236.099305 333.370536,236.077906 333.482143,236.055314 333.705357,236.006541 333.816964,235.980350 333.928571,235.952952 334.375000,235.831191 334.598214,235.762952 334.821429,235.689763 335.044643,235.611588 335.156250,235.570620 335.267857,235.528394 335.491071,235.440146 335.602679,235.394117 335.714286,235.346811 336.607143,234.921900 337.053571,234.678015 337.500000,234.412803 337.946429,234.125983 338.169643,233.974381 338.392857,233.817270 338.839286,233.486378 339.062500,233.312525 339.285714,233.133020 339.732143,232.756906 339.955357,232.560226 340.178571,232.357747 340.401786,232.149433 340.513393,232.043077 340.625000,231.935249 340.848214,231.715156 340.959821,231.602883 341.071429,231.489118 341.517857,231.019060 341.741071,230.774964 341.964286,230.524775 342.187500,230.268455 342.410714,230.005966 342.633929,229.737271 342.857143,229.462332 343.750000,228.299379 344.196429,227.679451 344.642857,227.033479 345.089286,226.361156 345.312500,226.015016 345.535714,225.662172 345.982143,224.936214 346.428571,224.182971 347.321429,222.593368 347.767857,221.756375 348.214286,220.890830 349.107143,219.072799 349.553571,218.119669 350.000000,217.136696 350.892857,215.079921 351.785714,212.899850 352.232143,211.762754 352.678571,210.593840 353.571429,208.159225 354.464286,205.593322 355.357143,202.893428 356.250000,200.056819 357.142857,197.080758 358.928571,190.699231 360.714286,183.726605 362.500000,176.140403 364.285714,167.917944 367.857143,149.472688 371.428571,128.206512 378.571429,76.469988 385.714286,11.236982 392.857143,-68.908418 400.000000,-165.264475" style="stroke: rgb(24.720000%, 24.000000%, 60.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="-16.000000,79.349408 416.000000,79.349408" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="80.000000" y="82.016074" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>2</mn></math></foreignObject>
<foreignObject x="160.000000" y="82.016074" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>4</mn></math></foreignObject>
<foreignObject x="240.000000" y="82.016074" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>6</mn></math></foreignObject>
<foreignObject x="320.000000" y="82.016074" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>8</mn></math></foreignObject>
<foreignObject x="400.000000" y="82.016074" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>10</mn></math></foreignObject>
<polyline points="80.000000,79.349408 80.000000,72.682741" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="160.000000,79.349408 160.000000,72.682741" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="240.000000,79.349408 240.000000,72.682741" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="320.000000,79.349408 320.000000,72.682741" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="400.000000,79.349408 400.000000,72.682741" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="20.000000,79.349408 20.000000,75.349408" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="40.000000,79.349408 40.000000,75.349408" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="60.000000,79.349408 60.000000,75.349408" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="100.000000,79.349408 100.000000,75.349408" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="120.000000,79.349408 120.000000,75.349408" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="140.000000,79.349408 140.000000,75.349408" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="180.000000,79.349408 180.000000,75.349408" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,79.349408 200.000000,75.349408" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="220.000000,79.349408 220.000000,75.349408" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="260.000000,79.349408 260.000000,75.349408" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="280.000000,79.349408 280.000000,75.349408" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="300.000000,79.349408 300.000000,75.349408" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="340.000000,79.349408 340.000000,75.349408" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="360.000000,79.349408 360.000000,75.349408" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="380.000000,79.349408 380.000000,75.349408" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="0.000000,260.157867 0.000000,-12.944272" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="-2.666667" y="209.531362" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-30</mtext></math></foreignObject>
<foreignObject x="-2.666667" y="166.137377" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-20</mtext></math></foreignObject>
<foreignObject x="-2.666667" y="122.743392" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-10</mtext></math></foreignObject>
<foreignObject x="-2.666667" y="35.955423" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>10</mn></math></foreignObject>
<polyline points="0.000000,209.531362 6.666667,209.531362" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,166.137377 6.666667,166.137377" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,122.743392 6.666667,122.743392" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,35.955423 6.666667,35.955423" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,244.246550 4.000000,244.246550" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,235.567753 4.000000,235.567753" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,226.888956 4.000000,226.888956" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,218.210159 4.000000,218.210159" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,200.852565 4.000000,200.852565" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,192.173768 4.000000,192.173768" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,183.494971 4.000000,183.494971" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,174.816174 4.000000,174.816174" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,157.458580 4.000000,157.458580" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,148.779783 4.000000,148.779783" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,140.100986 4.000000,140.100986" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,131.422189 4.000000,131.422189" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,114.064596 4.000000,114.064596" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,105.385799 4.000000,105.385799" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,96.707002 4.000000,96.707002" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,88.028205 4.000000,88.028205" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,70.670611 4.000000,70.670611" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,61.991814 4.000000,61.991814" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,53.313017 4.000000,53.313017" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,44.634220 4.000000,44.634220" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,27.276626 4.000000,27.276626" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,18.597829 4.000000,18.597829" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,9.919032 4.000000,9.919032" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,1.240235 4.000000,1.240235" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
            </svg>
        "/></mstyle></math>
p16613
sg15
I4
sass(g1709
g16150
VKelvinBer
p16614
I0
tp16615
(dp16616
g6
VKelvinBer[0.5]
p16617
sg8
(lp16618
(dp16619
g11
(lp16620
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0.999023</mn></mstyle></math>
p16621
sg15
I1
sass(g1709
g16150
g16614
I1
tp16622
(dp16623
g6
VKelvinBer[1.5 + I]
p16624
sg8
(lp16625
(dp16626
g11
(lp16627
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>1.1162</mn> <mo>-</mo> <mrow><mn>0.117944</mn> <mo>&nbsp;</mo> <mi>I</mi></mrow></mrow></mstyle></math>
p16628
sg15
I2
sass(g1709
g16150
g16614
I2
tp16629
(dp16630
g6
VKelvinBer[0.5, 0.25]
p16631
sg8
(lp16632
(dp16633
g11
(lp16634
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0.148824</mn></mstyle></math>
p16635
sg15
I3
sass(g1709
g16150
g16614
I3
tp16636
(dp16637
g6
VPlot[KelvinBer[x], {x, 0, 10}]
p16638
sg8
(lp16639
(dp16640
g11
(lp16641
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="247px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-17.666667 -14.610939 435.333333 276.435473">
                <polyline points="0.000000,211.332625 7.142857,211.332664 14.285714,211.333260 21.428571,211.335841 28.571429,211.342789 35.714286,211.357437 42.857143,211.384061 50.000000,211.427870 57.142857,211.494987 64.285714,211.592414 71.428571,211.727982 78.571429,211.910279 85.714286,212.148545 89.285714,212.291701 92.857143,212.452540 96.428571,212.632335 100.000000,212.832364 103.571429,213.053908 107.142857,213.298233 110.714286,213.566589 112.500000,213.710161 114.285714,213.860194 117.857143,214.180220 119.642857,214.350492 121.428571,214.527784 125.000000,214.903929 126.785714,215.103023 128.571429,215.309612 132.142857,215.745684 133.928571,215.975349 135.714286,216.212872 139.285714,216.711759 141.071429,216.973228 142.857143,217.242764 146.428571,217.806116 148.214286,218.099938 150.000000,218.401836 153.571429,219.029704 155.357143,219.355553 157.142857,219.689237 160.714286,220.379660 162.500000,220.736126 164.285714,221.099875 167.857143,221.848432 171.428571,222.623495 178.571429,224.243668 185.714286,225.936722 192.857143,227.670609 200.000000,229.403745 203.571429,230.254142 207.142857,231.083846 210.714286,231.884466 212.500000,232.271027 214.285714,232.646802 216.071429,233.010512 217.857143,233.360822 218.750000,233.530519 219.642857,233.696341 220.535714,233.858106 221.428571,234.015626 223.214286,234.317175 224.107143,234.460814 225.000000,234.599431 225.892857,234.732821 226.785714,234.860777 227.678571,234.983089 228.125000,235.042061 228.571429,235.099541 229.464286,235.209916 230.357143,235.313992 231.250000,235.411543 232.142857,235.502340 233.035714,235.586150 233.482143,235.625361 233.928571,235.662736 234.821429,235.731858 235.267857,235.763544 235.491071,235.778655 235.714286,235.793272 236.607143,235.846731 237.500000,235.891983 238.392857,235.928773 238.839286,235.943914 239.285714,235.956842 239.732143,235.967525 240.178571,235.975929 240.625000,235.982021 241.071429,235.985767 241.964286,235.986086 242.410714,235.982591 242.633929,235.979915 242.857143,235.976614 243.750000,235.957073 244.196429,235.943440 244.642857,235.927183 245.089286,235.908269 245.535714,235.886661 245.982143,235.862323 246.428571,235.835218 246.875000,235.805311 247.321429,235.772564 247.767857,235.736940 248.214286,235.698403 248.660714,235.656916 249.107143,235.612439 249.330357,235.589069 249.553571,235.564937 249.776786,235.540039 250.000000,235.514370 250.892857,235.403890 251.339286,235.343901 251.785714,235.280693 252.232143,235.214227 252.455357,235.179761 252.678571,235.144465 253.125000,235.071367 253.348214,235.033555 253.571429,234.994894 254.017857,234.915005 254.464286,234.831660 254.910714,234.744820 255.133929,234.700076 255.357143,234.654443 255.803571,234.560490 256.250000,234.462919 256.696429,234.361689 256.919643,234.309690 257.142857,234.256760 258.035714,234.035636 258.482143,233.919358 258.928571,233.799214 259.375000,233.675161 259.598214,233.611656 259.821429,233.547158 260.267857,233.415161 260.491071,233.347652 260.714286,233.279129 261.160714,233.139018 261.607143,232.994785 262.053571,232.846388 262.276786,232.770614 262.500000,232.693783 262.946429,232.536926 263.392857,232.375775 263.839286,232.210284 264.062500,232.125898 264.285714,232.040412 265.178571,231.687342 265.625000,231.504056 266.071429,231.316211 266.517857,231.123762 266.964286,230.926664 267.410714,230.724872 267.857143,230.518341 268.303571,230.307026 268.750000,230.090882 269.196429,229.869863 269.642857,229.643925 270.535714,229.177105 270.982143,228.936132 271.205357,228.813735 271.428571,228.690057 272.321429,228.182413 272.767857,227.920752 273.214286,227.653804 273.660714,227.381522 274.107143,227.103860 274.553571,226.820771 275.000000,226.532209 275.446429,226.238127 275.892857,225.938478 276.339286,225.633216 276.785714,225.322295 277.678571,224.683284 278.125000,224.355101 278.348214,224.188820 278.571429,224.021071 279.464286,223.335280 280.357143,222.625536 281.250000,221.891461 282.142857,221.132681 283.035714,220.348820 283.482143,219.947366 283.928571,219.539501 284.821429,218.704350 285.267857,218.276971 285.714286,217.842993 286.607143,216.955056 287.500000,216.040166 287.946429,215.572499 288.392857,215.097954 289.285714,214.128049 290.178571,213.130083 291.071429,212.103692 291.964286,211.048511 292.857143,209.964179 294.642857,207.706630 295.535714,206.532706 296.428571,205.328215 297.321429,204.092812 298.214286,202.826156 299.107143,201.527908 300.000000,200.197737 301.785714,197.440317 303.571429,194.551333 305.357143,191.528316 306.250000,189.965801 307.142857,188.368897 308.928571,185.070816 310.714286,181.631941 312.500000,178.050269 314.285714,174.323947 317.857143,166.430737 319.642857,162.260984 321.428571,157.940878 325.000000,148.846115 328.571429,139.141833 332.142857,128.827549 335.714286,117.907434 339.285714,106.390869 342.857143,94.293023 350.000000,68.446791 357.142857,40.629694 364.285714,11.236982 371.428571,-19.178944 378.571429,-49.884759 385.714286,-79.942069 389.285714,-94.372333 392.857143,-108.183602 396.428571,-121.190500 400.000000,-133.190638" style="stroke: rgb(24.720000%, 24.000000%, 60.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="-16.000000,213.832059 416.000000,213.832059" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="80.000000" y="216.498726" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>2</mn></math></foreignObject>
<foreignObject x="160.000000" y="216.498726" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>4</mn></math></foreignObject>
<foreignObject x="240.000000" y="216.498726" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>6</mn></math></foreignObject>
<foreignObject x="320.000000" y="216.498726" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>8</mn></math></foreignObject>
<foreignObject x="400.000000" y="216.498726" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>10</mn></math></foreignObject>
<polyline points="80.000000,213.832059 80.000000,207.165393" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="160.000000,213.832059 160.000000,207.165393" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="240.000000,213.832059 240.000000,207.165393" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="320.000000,213.832059 320.000000,207.165393" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="400.000000,213.832059 400.000000,207.165393" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="20.000000,213.832059 20.000000,209.832059" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="40.000000,213.832059 40.000000,209.832059" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="60.000000,213.832059 60.000000,209.832059" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="100.000000,213.832059 100.000000,209.832059" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="120.000000,213.832059 120.000000,209.832059" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="140.000000,213.832059 140.000000,209.832059" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="180.000000,213.832059 180.000000,209.832059" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,213.832059 200.000000,209.832059" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="220.000000,213.832059 220.000000,209.832059" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="260.000000,213.832059 260.000000,209.832059" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="280.000000,213.832059 280.000000,209.832059" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="300.000000,213.832059 300.000000,209.832059" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="340.000000,213.832059 340.000000,209.832059" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="360.000000,213.832059 360.000000,209.832059" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="380.000000,213.832059 380.000000,209.832059" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="0.000000,260.157867 0.000000,-12.944272" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="-2.666667" y="163.843363" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>20</mn></math></foreignObject>
<foreignObject x="-2.666667" y="113.854666" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>40</mn></math></foreignObject>
<foreignObject x="-2.666667" y="63.865969" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>60</mn></math></foreignObject>
<foreignObject x="-2.666667" y="13.877273" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>80</mn></math></foreignObject>
<polyline points="0.000000,163.843363 6.666667,163.843363" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,113.854666 6.666667,113.854666" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,63.865969 6.666667,63.865969" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,13.877273 6.666667,13.877273" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,251.323582 4.000000,251.323582" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,238.826408 4.000000,238.826408" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,226.329234 4.000000,226.329234" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,201.334885 4.000000,201.334885" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,188.837711 4.000000,188.837711" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,176.340537 4.000000,176.340537" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,151.346189 4.000000,151.346189" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,138.849014 4.000000,138.849014" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,126.351840 4.000000,126.351840" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,101.357492 4.000000,101.357492" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,88.860318 4.000000,88.860318" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,76.363144 4.000000,76.363144" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,51.368795 4.000000,51.368795" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,38.871621 4.000000,38.871621" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,26.374447 4.000000,26.374447" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,1.380099 4.000000,1.380099" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
            </svg>
        "/></mstyle></math>
p16642
sg15
I4
sass(g1709
g16150
VKelvinKei
p16643
I0
tp16644
(dp16645
g6
VKelvinKei[0.5]
p16646
sg8
(lp16647
(dp16648
g11
(lp16649
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>-0.671582</mtext></mstyle></math>
p16650
sg15
I1
sass(g1709
g16150
g16643
I1
tp16651
(dp16652
g6
VKelvinKei[1.5 + I]
p16653
sg8
(lp16654
(dp16655
g11
(lp16656
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mtext>-0.248994</mtext> <mo>+</mo> <mrow><mn>0.303326</mn> <mo>&nbsp;</mo> <mi>I</mi></mrow></mrow></mstyle></math>
p16657
sg15
I2
sass(g1709
g16150
g16643
I2
tp16658
(dp16659
g6
VKelvinKei[0.5, 0.25]
p16660
sg8
(lp16661
(dp16662
g11
(lp16663
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>-2.0517</mtext></mstyle></math>
p16664
sg15
I3
sass(g1709
g16150
g16643
I3
tp16665
(dp16666
g6
VPlot[KelvinKei[x], {x, 0, 10}]
p16667
sg8
(lp16668
(dp16669
g11
(lp16670
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="247px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-31.666667 -14.610939 449.333333 278.094648">
                <polyline points="7.142857,372.702044 8.035714,370.446149 8.928571,368.046708 9.821429,365.515687 10.714286,362.863844 12.500000,357.235869 14.285714,351.231403 17.857143,338.318870 21.428571,324.508467 28.571429,295.324380 35.714286,265.426566 42.857143,235.976614 50.000000,207.753928 57.142857,181.269393 64.285714,156.837921 67.857143,145.449620 71.428571,134.628903 75.000000,124.380282 76.785714,119.470542 78.571429,114.703310 82.142857,105.593300 83.928571,101.248441 85.714286,97.041967 89.285714,89.037998 91.071429,85.237037 92.857143,81.567556 96.428571,74.614730 98.214286,71.326984 100.000000,68.161938 101.785714,65.117190 103.571429,62.190277 104.464286,60.770224 105.357143,59.378682 106.250000,58.015329 107.142857,56.679842 108.928571,54.091158 110.714286,51.610000 112.500000,49.233718 113.392857,48.084071 114.285714,46.959641 116.071429,44.785093 116.964286,43.734303 117.857143,42.707388 118.750000,41.704014 119.642857,40.723846 120.535714,39.766549 121.428571,38.831789 123.214286,37.028549 124.107143,36.159407 125.000000,35.311476 125.892857,34.484427 126.785714,33.677934 127.678571,32.891671 128.125000,32.506024 128.571429,32.125313 129.464286,31.378537 130.357143,30.651024 131.250000,29.942454 132.142857,29.252510 133.035714,28.580878 133.482143,28.251831 133.928571,27.927245 134.821429,27.291299 135.267857,26.979863 135.714286,26.672733 136.607143,26.071241 137.500000,25.486519 137.946429,25.200353 138.392857,24.918266 139.285714,24.366184 140.178571,23.829975 140.625000,23.567732 141.071429,23.309347 141.964286,22.804009 142.410714,22.556983 142.633929,22.434865 142.857143,22.313672 143.750000,21.838052 144.642857,21.376865 145.535714,20.929833 146.428571,20.496677 147.321429,20.077125 147.767857,19.872365 148.214286,19.670904 149.107143,19.277748 149.553571,19.085985 149.776786,18.991294 150.000000,18.897390 150.892857,18.529568 151.785714,18.174024 152.678571,17.830502 153.571429,17.498747 154.464286,17.178511 154.910714,17.022635 155.357143,16.869546 156.250000,16.571610 156.696429,16.426701 156.919643,16.355249 157.142857,16.284460 158.035714,16.007859 158.928571,15.741573 159.821429,15.485372 160.714286,15.239025 161.607143,15.002309 162.053571,14.887493 162.500000,14.775001 163.392857,14.556883 163.839286,14.451203 164.062500,14.399196 164.285714,14.347739 165.178571,14.147356 166.071429,13.955525 166.964286,13.772040 167.857143,13.596696 168.750000,13.429295 169.196429,13.348511 169.642857,13.269638 170.535714,13.117533 170.982143,13.044251 171.428571,12.972787 172.321429,12.835212 173.214286,12.704625 173.660714,12.641895 174.107143,12.580843 175.000000,12.463686 175.892857,12.352980 176.785714,12.248551 177.678571,12.150228 178.571429,12.057846 180.357143,11.890245 181.250000,11.814708 182.142857,11.744470 183.035714,11.679379 183.928571,11.619286 184.821429,11.564041 185.714286,11.513502 187.500000,11.425974 189.285714,11.355597 191.071429,11.301312 191.964286,11.279884 192.857143,11.262099 194.642857,11.236979 196.428571,11.225014 198.214286,11.225302 200.000000,11.236982 203.571429,11.291248 205.357143,11.332290 207.142857,11.381633 210.714286,11.502507 214.285714,11.648751 221.428571,11.999295 228.571429,12.401550 235.714286,12.830210 242.857143,13.265517 250.000000,13.692451 257.142857,14.099994 264.285714,14.480452 271.428571,14.828862 278.571429,15.142457 285.714286,15.420206 292.857143,15.662414 300.000000,15.870387 307.142857,16.046140 314.285714,16.192170 321.428571,16.311258 328.571429,16.406321 335.714286,16.480287 342.857143,16.536010 350.000000,16.576199 357.142857,16.603376 364.285714,16.619843 371.428571,16.627670 378.571429,16.628686 385.714286,16.624486 392.857143,16.616437 400.000000,16.605696" style="stroke: rgb(24.720000%, 24.000000%, 60.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="-16.000000,16.462069 416.000000,16.462069" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="80.000000" y="19.128735" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>2</mn></math></foreignObject>
<foreignObject x="160.000000" y="19.128735" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>4</mn></math></foreignObject>
<foreignObject x="240.000000" y="19.128735" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>6</mn></math></foreignObject>
<foreignObject x="320.000000" y="19.128735" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>8</mn></math></foreignObject>
<foreignObject x="400.000000" y="19.128735" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>10</mn></math></foreignObject>
<polyline points="80.000000,16.462069 80.000000,9.795402" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="160.000000,16.462069 160.000000,9.795402" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="240.000000,16.462069 240.000000,9.795402" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="320.000000,16.462069 320.000000,9.795402" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="400.000000,16.462069 400.000000,9.795402" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="20.000000,16.462069 20.000000,12.462069" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="40.000000,16.462069 40.000000,12.462069" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="60.000000,16.462069 60.000000,12.462069" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="100.000000,16.462069 100.000000,12.462069" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="120.000000,16.462069 120.000000,12.462069" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="140.000000,16.462069 140.000000,12.462069" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="180.000000,16.462069 180.000000,12.462069" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,16.462069 200.000000,12.462069" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="220.000000,16.462069 220.000000,12.462069" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="260.000000,16.462069 260.000000,12.462069" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="280.000000,16.462069 280.000000,12.462069" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="300.000000,16.462069 300.000000,12.462069" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="340.000000,16.462069 340.000000,12.462069" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="360.000000,16.462069 360.000000,12.462069" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="380.000000,16.462069 380.000000,12.462069" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="0.000000,260.157867 0.000000,-12.944272" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="-2.666667" y="249.983709" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-0.5</mtext></math></foreignObject>
<foreignObject x="-2.666667" y="203.279381" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-0.4</mtext></math></foreignObject>
<foreignObject x="-2.666667" y="156.575053" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-0.3</mtext></math></foreignObject>
<foreignObject x="-2.666667" y="109.870725" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-0.2</mtext></math></foreignObject>
<foreignObject x="-2.666667" y="63.166397" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-0.1</mtext></math></foreignObject>
<polyline points="0.000000,249.983709 6.666667,249.983709" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,203.279381 6.666667,203.279381" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,156.575053 6.666667,156.575053" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,109.870725 6.666667,109.870725" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,63.166397 6.666667,63.166397" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,240.642844 4.000000,240.642844" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,231.301978 4.000000,231.301978" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,221.961112 4.000000,221.961112" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,212.620247 4.000000,212.620247" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,193.938515 4.000000,193.938515" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,184.597650 4.000000,184.597650" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,175.256784 4.000000,175.256784" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,165.915919 4.000000,165.915919" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,147.234187 4.000000,147.234187" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,137.893322 4.000000,137.893322" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,128.552456 4.000000,128.552456" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,119.211591 4.000000,119.211591" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,100.529859 4.000000,100.529859" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,91.188994 4.000000,91.188994" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,81.848128 4.000000,81.848128" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,72.507262 4.000000,72.507262" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,53.825531 4.000000,53.825531" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,44.484666 4.000000,44.484666" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,35.143800 4.000000,35.143800" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,25.802934 4.000000,25.802934" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,7.121203 4.000000,7.121203" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,-2.219663 4.000000,-2.219663" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
            </svg>
        "/></mstyle></math>
p16671
sg15
I4
sass(g1709
g16150
VKelvinKer
p16672
I0
tp16673
(dp16674
g6
VKelvinKer[0.5]
p16675
sg8
(lp16676
(dp16677
g11
(lp16678
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0.855906</mn></mstyle></math>
p16679
sg15
I1
sass(g1709
g16150
g16672
I1
tp16680
(dp16681
g6
VKelvinKer[1.5 + I]
p16682
sg8
(lp16683
(dp16684
g11
(lp16685
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mtext>-0.167162</mtext> <mo>-</mo> <mrow><mn>0.184404</mn> <mo>&nbsp;</mo> <mi>I</mi></mrow></mrow></mstyle></math>
p16686
sg15
I2
sass(g1709
g16150
g16672
I2
tp16687
(dp16688
g6
VKelvinKer[0.5, 0.25]
p16689
sg8
(lp16690
(dp16691
g11
(lp16692
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0.450023</mn></mstyle></math>
p16693
sg15
I3
sass(g1709
g16150
g16672
I3
tp16694
(dp16695
g6
VPlot[KelvinKer[x], {x, 0, 10}]
p16696
sg8
(lp16697
(dp16698
g11
(lp16699
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="247px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-31.666667 -14.610939 449.333333 276.435473">
                <polyline points="7.142857,-463.461817 14.285714,-217.048092 21.428571,-79.645652 25.000000,-30.031581 28.571429,11.236982 32.142857,46.002075 33.928571,61.360605 35.714286,75.541889 39.285714,100.785965 41.071429,112.023137 42.857143,122.436187 46.428571,141.039060 48.214286,149.337545 50.000000,157.031039 51.785714,164.161745 53.571429,170.768137 54.464286,173.885834 55.357143,176.885421 56.250000,179.770854 57.142857,182.545926 58.928571,187.779431 60.714286,192.613451 61.607143,194.888693 62.500000,197.073473 63.392857,199.170697 63.839286,200.187354 64.285714,201.183165 66.071429,204.964552 66.964286,206.738604 67.857143,208.438175 68.750000,210.065620 69.196429,210.853012 69.642857,211.623222 70.535714,213.113187 70.982143,213.833476 71.205357,214.187562 71.428571,214.537651 72.321429,215.898684 73.214286,217.198291 74.107143,218.438413 74.553571,219.036758 75.000000,219.620933 75.446429,220.191165 75.892857,220.747677 76.339286,221.290689 76.785714,221.820416 77.678571,222.840867 78.125000,223.332007 78.348214,223.572895 78.571429,223.810696 79.464286,224.731522 79.910714,225.174050 80.357143,225.604913 80.803571,226.024300 81.026786,226.229747 81.250000,226.432396 81.696429,226.829385 81.919643,227.023771 82.142857,227.215449 82.589286,227.590765 83.035714,227.955511 83.482143,228.309858 83.705357,228.483185 83.928571,228.653978 84.375000,228.988039 84.821429,229.312207 85.267857,229.626646 85.491071,229.780267 85.714286,229.931517 86.607143,230.513188 87.053571,230.790300 87.500000,231.058467 87.946429,231.317838 88.169643,231.444272 88.392857,231.568562 88.839286,231.810786 89.062500,231.928755 89.285714,232.044652 89.732143,232.270303 89.955357,232.380092 90.178571,232.487879 90.401786,232.593682 90.625000,232.697518 90.848214,232.799403 91.071429,232.899356 91.517857,233.093527 91.741071,233.187778 91.964286,233.280163 92.187500,233.370696 92.410714,233.459395 92.633929,233.546275 92.857143,233.631352 93.750000,233.953946 94.196429,234.104831 94.642857,234.248937 95.089286,234.386386 95.312500,234.452650 95.535714,234.517294 95.982143,234.641779 96.205357,234.701649 96.428571,234.759956 96.875000,234.871937 97.098214,234.925640 97.321429,234.977837 97.544643,235.028539 97.767857,235.077763 97.991071,235.125521 98.214286,235.171826 98.660714,235.260132 98.883929,235.302160 99.107143,235.342788 99.330357,235.382030 99.553571,235.419898 99.776786,235.456405 100.000000,235.491564 100.892857,235.618972 101.339286,235.674912 101.785714,235.725806 102.232143,235.771751 102.455357,235.792897 102.678571,235.812840 103.125000,235.849168 103.348214,235.865576 103.571429,235.880827 104.017857,235.907906 104.464286,235.930496 104.910714,235.948685 105.133929,235.956156 105.357143,235.962560 105.803571,235.972206 106.250000,235.977708 106.696429,235.979150 106.919643,235.978374 107.142857,235.976614 108.035714,235.959930 108.482143,235.945941 108.928571,235.928292 109.375000,235.907058 109.598214,235.895121 109.821429,235.882316 110.267857,235.854139 110.491071,235.838786 110.714286,235.822602 111.160714,235.787777 111.607143,235.749734 112.053571,235.708545 112.500000,235.664278 113.392857,235.566784 113.839286,235.513691 114.062500,235.486087 114.285714,235.457788 115.178571,235.337807 115.625000,235.273856 116.071429,235.207348 116.517857,235.138342 116.964286,235.066899 117.857143,234.916937 118.750000,234.757923 119.196429,234.675163 119.642857,234.590306 120.535714,234.414521 120.982143,234.323698 121.428571,234.230991 123.214286,233.842318 124.107143,233.637959 125.000000,233.427421 125.892857,233.211067 126.785714,232.989246 127.678571,232.762300 128.571429,232.530560 130.357143,232.053960 132.142857,231.561884 133.928571,231.056614 135.714286,230.540287 139.285714,229.482318 142.857143,228.402402 150.000000,226.225007 153.571429,225.147492 157.142857,224.088285 160.714286,223.053903 162.500000,222.547743 164.285714,222.049726 167.857143,221.080117 169.642857,220.609388 171.428571,220.148532 175.000000,219.257623 176.785714,218.828053 178.571429,218.409329 182.142857,217.604964 183.928571,217.219513 185.714286,216.845291 189.285714,216.130597 191.071429,215.790091 192.857143,215.460753 196.428571,214.835279 198.214286,214.538946 200.000000,214.253391 203.571429,213.714051 205.357143,213.459955 207.142857,213.216015 210.714286,212.757863 212.500000,212.543263 214.285714,212.338043 217.857143,211.954897 219.642857,211.776536 221.428571,211.606689 225.000000,211.291631 226.785714,211.145966 228.571429,211.007905 232.142857,210.753679 233.928571,210.637058 235.714286,210.527127 239.285714,210.326442 242.857143,210.149844 246.428571,209.995598 250.000000,209.862015 253.571429,209.747464 257.142857,209.650376 264.285714,209.502642 271.428571,209.407630 278.571429,209.355321 285.714286,209.336871 292.857143,209.344587 300.000000,209.371867 307.142857,209.413138 314.285714,209.463762 321.428571,209.519949 328.571429,209.578663 335.714286,209.637529 342.857143,209.694740 350.000000,209.748978 357.142857,209.799329 364.285714,209.845217 371.428571,209.886337 378.571429,209.922598 385.714286,209.954079 392.857143,209.980978 400.000000,210.003586" style="stroke: rgb(24.720000%, 24.000000%, 60.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="-16.000000,210.050849 416.000000,210.050849" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="80.000000" y="212.717516" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>2</mn></math></foreignObject>
<foreignObject x="160.000000" y="212.717516" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>4</mn></math></foreignObject>
<foreignObject x="240.000000" y="212.717516" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>6</mn></math></foreignObject>
<foreignObject x="320.000000" y="212.717516" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>8</mn></math></foreignObject>
<foreignObject x="400.000000" y="212.717516" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>10</mn></math></foreignObject>
<polyline points="80.000000,210.050849 80.000000,203.384183" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="160.000000,210.050849 160.000000,203.384183" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="240.000000,210.050849 240.000000,203.384183" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="320.000000,210.050849 320.000000,203.384183" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="400.000000,210.050849 400.000000,203.384183" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="20.000000,210.050849 20.000000,206.050849" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="40.000000,210.050849 40.000000,206.050849" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="60.000000,210.050849 60.000000,206.050849" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="100.000000,210.050849 100.000000,206.050849" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="120.000000,210.050849 120.000000,206.050849" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="140.000000,210.050849 140.000000,206.050849" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="180.000000,210.050849 180.000000,206.050849" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,210.050849 200.000000,206.050849" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="220.000000,210.050849 220.000000,206.050849" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="260.000000,210.050849 260.000000,206.050849" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="280.000000,210.050849 280.000000,206.050849" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="300.000000,210.050849 300.000000,206.050849" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="340.000000,210.050849 340.000000,206.050849" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="360.000000,210.050849 360.000000,206.050849" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="380.000000,210.050849 380.000000,206.050849" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="0.000000,260.157867 0.000000,-12.944272" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="-2.666667" y="246.557457" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-0.1</mtext></math></foreignObject>
<foreignObject x="-2.666667" y="173.544242" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.1</mn></math></foreignObject>
<foreignObject x="-2.666667" y="137.037634" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.2</mn></math></foreignObject>
<foreignObject x="-2.666667" y="100.531027" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.3</mn></math></foreignObject>
<foreignObject x="-2.666667" y="64.024419" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.4</mn></math></foreignObject>
<foreignObject x="-2.666667" y="27.517812" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.5</mn></math></foreignObject>
<polyline points="0.000000,246.557457 6.666667,246.557457" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,173.544242 6.666667,173.544242" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,137.037634 6.666667,137.037634" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,100.531027 6.666667,100.531027" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,64.024419 6.666667,64.024419" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,27.517812 6.666667,27.517812" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,239.256136 4.000000,239.256136" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,231.954814 4.000000,231.954814" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,224.653493 4.000000,224.653493" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,217.352171 4.000000,217.352171" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,202.749528 4.000000,202.749528" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,195.448206 4.000000,195.448206" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,188.146885 4.000000,188.146885" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,180.845563 4.000000,180.845563" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,166.242920 4.000000,166.242920" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,158.941599 4.000000,158.941599" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,151.640277 4.000000,151.640277" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,144.338956 4.000000,144.338956" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,129.736313 4.000000,129.736313" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,122.434991 4.000000,122.434991" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,115.133670 4.000000,115.133670" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,107.832348 4.000000,107.832348" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,93.229705 4.000000,93.229705" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,85.928384 4.000000,85.928384" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,78.627062 4.000000,78.627062" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,71.325741 4.000000,71.325741" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,56.723098 4.000000,56.723098" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,49.421776 4.000000,49.421776" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,42.120455 4.000000,42.120455" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,34.819133 4.000000,34.819133" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,20.216490 4.000000,20.216490" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,12.915169 4.000000,12.915169" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,5.613847 4.000000,5.613847" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,-1.687474 4.000000,-1.687474" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
            </svg>
        "/></mstyle></math>
p16700
sg15
I4
sass(g1709
g16150
VLaguerreL
p16701
I0
tp16702
(dp16703
g6
VLaguerreL[8, x]
p16704
sg8
(lp16705
(dp16706
g11
(lp16707
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>1</mn> <mo>-</mo> <mrow><mn>8</mn> <mo>&nbsp;</mo> <mi>x</mi></mrow> <mo>+</mo> <mrow><mn>14</mn> <mo>&nbsp;</mo> <msup><mi>x</mi> <mn>2</mn></msup></mrow> <mo>-</mo> <mfrac><mrow><mn>28</mn> <mo>&nbsp;</mo> <msup><mi>x</mi> <mn>3</mn></msup></mrow> <mn>3</mn></mfrac> <mo>+</mo> <mfrac><mrow><mn>35</mn> <mo>&nbsp;</mo> <msup><mi>x</mi> <mn>4</mn></msup></mrow> <mn>12</mn></mfrac> <mo>-</mo> <mfrac><mrow><mn>7</mn> <mo>&nbsp;</mo> <msup><mi>x</mi> <mn>5</mn></msup></mrow> <mn>15</mn></mfrac> <mo>+</mo> <mfrac><mrow><mn>7</mn> <mo>&nbsp;</mo> <msup><mi>x</mi> <mn>6</mn></msup></mrow> <mn>180</mn></mfrac> <mo>-</mo> <mfrac><msup><mi>x</mi> <mn>7</mn></msup> <mn>630</mn></mfrac> <mo>+</mo> <mfrac><msup><mi>x</mi> <mn>8</mn></msup> <mn>40320</mn></mfrac></mrow></mstyle></math>
p16708
sg15
I1
sass(g1709
g16150
g16701
I1
tp16709
(dp16710
g6
VLaguerreL[3/2, 1.7]
p16711
sg8
(lp16712
(dp16713
g11
(lp16714
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>-0.947134</mtext></mstyle></math>
p16715
sg15
I2
sass(g1709
g16150
g16701
I2
tp16716
(dp16717
g6
VLaguerreL[5, 2, x]
p16718
sg8
(lp16719
(dp16720
g11
(lp16721
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>21</mn> <mo>-</mo> <mrow><mn>35</mn> <mo>&nbsp;</mo> <mi>x</mi></mrow> <mo>+</mo> <mfrac><mrow><mn>35</mn> <mo>&nbsp;</mo> <msup><mi>x</mi> <mn>2</mn></msup></mrow> <mn>2</mn></mfrac> <mo>-</mo> <mfrac><mrow><mn>7</mn> <mo>&nbsp;</mo> <msup><mi>x</mi> <mn>3</mn></msup></mrow> <mn>2</mn></mfrac> <mo>+</mo> <mfrac><mrow><mn>7</mn> <mo>&nbsp;</mo> <msup><mi>x</mi> <mn>4</mn></msup></mrow> <mn>24</mn></mfrac> <mo>-</mo> <mfrac><msup><mi>x</mi> <mn>5</mn></msup> <mn>120</mn></mfrac></mrow></mstyle></math>
p16722
sg15
I3
sass(g1709
g16150
VLegendreP
p16723
I0
tp16724
(dp16725
g6
VLegendreP[4, x]
p16726
sg8
(lp16727
(dp16728
g11
(lp16729
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mfrac><mn>3</mn> <mn>8</mn></mfrac> <mo>-</mo> <mfrac><mrow><mn>15</mn> <mo>&nbsp;</mo> <msup><mi>x</mi> <mn>2</mn></msup></mrow> <mn>4</mn></mfrac> <mo>+</mo> <mfrac><mrow><mn>35</mn> <mo>&nbsp;</mo> <msup><mi>x</mi> <mn>4</mn></msup></mrow> <mn>8</mn></mfrac></mrow></mstyle></math>
p16730
sg15
I1
sass(g1709
g16150
g16723
I1
tp16731
(dp16732
g6
VLegendreP[5/2, 1.5]
p16733
sg8
(lp16734
(dp16735
g11
(lp16736
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>4.17762</mn></mstyle></math>
p16737
sg15
I2
sass(g1709
g16150
g16723
I2
tp16738
(dp16739
g6
VLegendreP[1.75, 1.4, 0.53]
p16740
sg8
(lp16741
(dp16742
g11
(lp16743
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>-1.32619</mtext></mstyle></math>
p16744
sg15
I3
sass(g1709
g16150
g16723
I3
tp16745
(dp16746
g6
VLegendreP[1.6, 3.1, 1.5]
p16747
sg8
(lp16748
(dp16749
g11
(lp16750
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mtext>-0.303998</mtext> <mo>-</mo> <mrow><mn>1.91937</mn> <mo>&nbsp;</mo> <mi>I</mi></mrow></mrow></mstyle></math>
p16751
sg15
I4
sass(g1709
g16150
g16723
I4
tp16752
(dp16753
g6
VParametricPlot[ {LegendreP[7, x], LegendreP[5, x]}, {x, -1, 1}]
p16754
sg8
(lp16755
(dp16756
g11
(lp16757
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="247px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-17.666667 -17.555994 435.333333 282.325583">
                <polyline points="-252.086931,336.378117 -197.257971,322.351342 -145.709899,308.761915 -97.320615,295.602004 -74.273188,289.180692 -51.971033,282.863858 -9.545029,270.539802 30.070606,258.622241 66.986214,247.103658 84.465217,241.491656 101.309316,235.976614 133.144661,225.233746 148.161412,220.004099 162.594273,214.867770 176.455576,209.823861 189.757493,204.871478 202.512029,200.009731 214.731028,195.237736 226.426176,190.554614 237.608997,185.959490 248.290859,181.451493 253.447439,179.229897 258.482971,177.029758 268.196391,172.693424 277.442021,168.441635 286.230612,164.273540 290.456835,162.220613 294.572761,160.188292 309.959389,152.262971 317.024324,148.421228 323.683734,144.658991 329.947483,140.975436 332.934028,139.162908 335.825293,137.369744 341.326744,133.841101 343.939291,132.105420 346.461277,130.388697 351.238191,127.011725 353.495411,125.351276 355.666651,123.709386 357.753036,122.085955 358.764757,121.281130 359.755682,120.480883 361.675696,118.894072 362.605059,118.107484 363.514176,117.325424 366.950889,114.242222 368.551278,112.727473 370.074446,111.230495 371.521450,109.751190 372.216719,109.018135 372.893340,108.289463 374.191157,106.845216 374.812611,106.129617 375.415933,105.418353 379.605025,99.882827 381.287607,97.216885 382.706060,94.617814 383.868115,92.084864 384.355374,90.842950 384.781376,89.617286 385.453328,87.214338 385.701120,86.036869 385.891336,84.875282 386.102644,82.599383 386.125517,81.484889 386.094378,80.385912 386.010100,79.302360 385.948304,78.766340 385.873548,78.234143 385.685579,77.181172 385.572580,76.660375 385.447045,76.143356 384.821649,74.112835 384.436452,73.119950 384.004023,72.141866 383.525177,71.178492 383.268600,70.702294 383.000721,70.229742 382.431458,69.295526 382.130272,68.833842 381.818182,68.375759 378.940606,64.839423 377.257903,63.155685 375.420635,61.527316 373.434700,59.953634 372.387798,59.187088 371.305895,58.433961 369.039910,56.967623 367.857227,56.254245 366.642336,55.553950 364.118660,54.192277 362.811221,53.530734 361.474268,52.881943 360.108461,52.245823 359.414940,51.932488 358.714449,51.622291 357.292880,51.011266 356.571961,50.710418 355.844392,50.412667 352.869188,49.252423 351.343721,48.690617 349.793833,48.140915 348.220134,47.603236 347.424545,47.338880 346.623228,47.077501 345.003712,46.563630 344.185661,46.311120 343.362179,46.061546 336.587508,44.169485 333.083037,43.292128 329.506424,42.459725 325.862021,41.671660 324.015733,41.294063 322.154088,40.927321 318.386802,40.226101 316.482182,39.891471 314.564250,39.567395 310.690436,38.950604 308.735534,38.657740 306.769279,38.375132 304.792149,38.102706 302.804615,37.840387 300.807144,37.588104 298.800198,37.345782 294.759699,36.890733 290.686710,36.474660 286.584743,36.096987 284.523968,35.922371 282.457230,35.757142 274.138918,35.188668 269.954599,34.958916 265.757701,34.764743 261.551277,34.605597 259.445428,34.538988 257.338309,34.480931 253.121706,34.390198 251.012930,34.357388 248.904303,34.332860 244.688869,34.308377 240.478099,34.316218 236.274622,34.355854 234.176422,34.387430 232.080999,34.426758 227.899722,34.528409 223.733219,34.660289 219.583851,34.821885 217.516313,34.913666 215.453915,35.012685 207.261210,35.479878 203.202719,35.755268 199.172221,36.057859 195.171700,36.387160 191.203084,36.742681 187.268242,37.123940 183.368983,37.530455 179.507061,37.961750 175.684171,38.417351 171.901955,38.896788 170.026596,39.145300 168.161997,39.399596 164.465830,39.925312 160.814931,40.473478 157.210726,41.043638 155.426565,41.336824 153.654589,41.635340 146.691754,42.881584 143.287551,43.535241 139.936404,44.208669 136.639439,44.901435 135.011612,45.254936 133.397732,45.613110 130.212314,46.343265 128.641023,46.715141 127.084170,47.091478 124.014237,47.857329 121.003411,48.640402 118.052541,49.440283 116.599843,49.846399 115.162433,50.256564 112.333852,51.088838 109.567519,51.936703 106.864115,52.799760 105.536213,53.236862 104.224279,53.677613 99.137674,55.476141 96.691985,56.396042 94.312031,57.329190 91.998256,58.275206 90.866315,58.752922 89.751069,59.233715 87.570845,60.204344 86.505950,60.694089 85.457919,61.186726 83.412595,62.180494 82.415368,62.681534 81.435140,63.185286 80.471938,63.691703 79.525788,64.200743 78.596716,64.712359 77.684742,65.226509 75.912168,66.262233 75.051602,66.783720 74.208204,67.307565 73.381985,67.833725 72.975321,68.097661 72.572955,68.362159 71.781123,68.892822 71.391658,69.158976 71.006495,69.425672 68.080089,71.578102 66.720143,72.666350 65.428987,73.762178 64.206550,74.865261 63.621071,75.419421 63.052733,75.975274 61.967411,77.091898 61.450389,77.652589 60.950432,78.214815 60.001619,79.343710 59.552712,79.910303 59.120768,80.478274 58.705759,81.047585 58.504595,81.332731 58.307653,81.618198 57.926418,82.190075 57.742117,82.476475 57.562021,82.763177 56.883598,83.912910 56.569496,84.489466 56.272084,85.067098 55.991318,85.645771 55.857165,85.935485 55.727158,86.225446 55.479559,86.806088 55.361957,87.096761 55.248477,87.387661 54.488370,89.722537 54.206150,90.894629 53.988590,92.069448 53.835243,93.246717 53.782505,93.836185 53.745644,94.426162 53.719307,95.607512 53.729705,96.198816 53.755729,96.790497 53.854391,97.974852 53.926893,98.567461 54.014753,99.160315 54.117899,99.753380 54.175182,100.049983 54.236260,100.346626 54.369766,100.940019 54.442175,101.236761 54.518342,101.533528 54.860411,102.720769 55.053752,103.314437 55.261863,103.908095 55.484665,104.501713 55.601551,104.798498 55.722081,105.095261 55.974030,105.688706 56.105429,105.985381 56.240431,106.282019 57.448928,108.653351 58.137739,109.837448 58.882013,111.020186 59.681050,112.201335 60.100883,112.791242 60.534138,113.380666 61.440553,114.557954 61.913529,115.145762 62.399560,115.732976 63.410413,116.905513 63.935046,117.490782 64.472355,118.075348 65.022245,118.659185 65.584618,119.242266 66.159378,119.824565 66.746426,120.406055 67.956994,121.566508 68.580313,122.145418 69.215524,122.723417 69.862525,123.300480 70.521214,123.876581 71.191490,124.451694 71.873250,125.025797 74.713076,127.311598 76.199201,128.447795 77.728348,129.579270 79.299667,130.705833 80.100874,131.267216 80.912304,131.827302 82.565397,132.943494 83.406845,133.499554 84.258081,134.054228 85.989484,135.159329 87.758730,136.258622 89.564937,137.351935 90.481624,137.896296 91.407220,138.439099 93.284689,139.519947 95.196453,140.594316 97.141614,141.662044 98.126438,142.193367 99.119274,142.722971 103.168478,144.823801 105.238212,145.863398 107.336823,146.895583 109.463401,147.920210 111.617035,148.937135 113.796812,149.946216 116.001821,150.947313 118.231146,151.940290 120.483875,152.925013 122.759094,153.901348 125.055889,154.869167 129.710560,156.778748 132.066612,157.720263 133.251419,158.187648 134.440595,158.652766 139.238727,160.490267 144.097712,162.290335 149.010346,164.052093 153.969467,165.774696 158.967962,167.457339 161.479768,168.283432 163.998776,169.099249 169.054917,170.699692 171.590318,171.484142 174.129462,172.257966 184.306458,175.245377 189.395466,176.673285 194.476004,178.056562 199.541583,179.394679 204.585820,180.687135 209.602438,181.933466 214.585275,183.133236 224.425537,185.391517 229.271239,186.449317 234.059719,187.459134 238.785438,188.420689 243.442998,189.333733 248.027137,190.198045 252.532740,191.013437 256.954834,191.779746 261.288599,192.496840 263.420893,192.836897 265.529365,193.164613 269.672616,193.782990 273.713992,194.351920 275.695159,194.617835 277.649294,194.871382 281.474481,195.341379 283.344563,195.557837 284.268770,195.661433 285.185676,195.761942 288.779165,196.133129 290.530655,196.300230 292.251401,196.455021 293.940987,196.597514 295.599004,196.727726 297.225057,196.845675 298.818761,196.951378 300.379739,197.044857 301.907629,197.126133 303.402075,197.195231 304.136649,197.225220 304.862734,197.252174 306.289275,197.296989 307.681376,197.329705 309.038725,197.350350 309.704274,197.356156 310.361023,197.358955 312.899317,197.340178 314.114767,197.312863 315.294072,197.273647 316.436986,197.222566 316.994722,197.192588 317.543273,197.159660 318.612709,197.084970 319.133541,197.043218 319.645080,196.998537 320.640183,196.900405 321.123698,196.846966 321.597825,196.790619 322.062540,196.731370 322.291362,196.700659 322.517824,196.669224 322.963653,196.604189 323.183017,196.570589 323.400009,196.536269 324.244221,196.391801 324.652040,196.315265 325.050310,196.235870 325.439014,196.153623 325.629774,196.111431 325.818136,196.068528 326.187661,195.980595 326.368819,195.935565 326.547573,195.889828 327.890816,195.498566 328.504420,195.286116 329.079228,195.062529 329.615165,194.827865 329.868536,194.706397 330.112165,194.582183 330.570176,194.325543 330.784546,194.193134 330.989153,194.058009 331.369063,193.779644 331.544361,193.636419 331.709884,193.490512 331.865631,193.341928 331.939839,193.266636 332.011602,193.190678 332.147797,193.036770 332.212229,192.958821 332.274217,192.880211 332.497735,192.559177 332.594838,192.394719 332.682175,192.227646 332.759749,192.057966 332.794876,191.972151 332.827565,191.885688 332.885629,191.710821 332.911005,191.622419 332.933945,191.533374 333.029875,190.797970 333.019554,190.415027 332.970475,190.022024 332.882729,189.619038 332.824385,189.413826 332.756412,189.206147 332.591633,188.783428 332.494856,188.568408 332.388509,188.350961 332.147167,187.908827 332.012207,187.684161 331.867744,187.457108 331.713798,187.227680 331.633274,187.112078 331.550387,186.995887 331.377531,186.761738 331.287567,186.643784 331.195250,186.525245 330.802498,186.045269 330.592071,185.801807 330.372307,185.556044 330.143228,185.307989 330.025203,185.183106 329.904858,185.057655 329.657223,184.805052 329.529938,184.677903 329.400345,184.550190 328.280942,183.508386 327.666481,182.974226 327.015815,182.431348 326.329182,181.879843 325.972454,181.600884 325.606827,181.319804 324.849004,180.751324 324.456874,180.463948 324.055976,180.174498 323.228014,179.589420 322.365397,178.996186 321.468414,178.394893 320.537360,177.785638 318.574262,176.543635 317.542851,175.911085 317.014821,175.591967 316.478631,175.270971 314.253117,173.968451 311.900493,172.636892 309.423649,171.277123 306.825592,169.889982 304.109439,168.476317 301.278418,167.036989 298.335862,165.572865 295.285204,164.084824 288.873809,161.040545 282.073616,157.911348 274.915411,154.704552 267.431267,151.427592 251.619164,144.693422 234.914977,137.770165 200.000000,123.606798 165.085023,109.443431 148.380836,102.520173 140.345575,99.125589 132.568733,95.786003 125.084589,92.509044 117.926384,89.302248 111.126191,86.173050 107.870023,84.639843 104.714796,83.128771 98.721582,80.176607 95.890561,78.737278 93.174408,77.323614 90.576351,75.936473 89.322587,75.253114 88.099507,74.576703 85.746883,73.245145 84.618061,72.590204 84.065677,72.265488 83.521369,71.942625 81.425738,70.669961 80.427461,70.045077 79.462640,69.427958 78.531586,68.818702 78.078817,68.517055 77.634603,68.217409 76.771986,67.624176 76.353656,67.330611 75.944024,67.039098 75.150996,66.462271 74.393173,65.893792 73.670818,65.333753 73.323021,65.056928 72.984185,64.782248 72.333519,64.239369 72.021749,63.971194 71.719058,63.705209 71.425476,63.441427 71.141030,63.179858 70.865747,62.920514 70.599655,62.663405 69.627693,61.657552 69.197502,61.168326 68.804750,60.688350 68.449613,60.217709 68.286202,59.985915 68.132256,59.756487 67.852833,59.304768 67.727393,59.082498 67.611491,58.862634 67.408367,58.430168 67.321177,58.217585 67.243588,58.007449 67.175615,57.799770 67.145238,57.696854 67.117271,57.594557 67.068570,57.391821 67.047840,57.291385 67.029525,57.191571 66.980446,56.798569 66.970436,56.605835 66.970125,56.415626 66.979522,56.227951 66.987865,56.135066 66.998638,56.042819 67.027480,55.860239 67.045550,55.769910 67.066055,55.680222 67.317825,54.985950 67.502265,54.654419 67.725783,54.333385 67.988398,54.022917 68.134369,53.871667 68.290116,53.723084 68.630937,53.433952 68.816007,53.293419 69.010847,53.155586 69.429824,52.888052 69.653953,52.758367 69.887835,52.631413 70.131464,52.507198 70.256933,52.446121 70.384835,52.385731 70.647940,52.267017 70.783141,52.208696 70.920772,52.151066 71.495580,51.927480 71.797537,51.819859 72.109184,51.715030 72.430508,51.612999 72.594795,51.563035 72.761498,51.513774 73.102142,51.417361 73.276080,51.370212 73.452427,51.323768 74.949690,50.977725 75.755779,50.821795 76.599991,50.677327 77.482176,50.544371 77.937460,50.482226 78.402175,50.422977 79.359817,50.313190 79.852697,50.262665 80.354920,50.215059 81.387291,50.128626 81.917389,50.089810 82.456727,50.053936 83.005278,50.021007 83.563014,49.991030 84.129907,49.964009 84.705928,49.939949 85.885233,49.900732 87.100683,49.873418 88.352020,49.858042 88.991063,49.854842 89.638977,49.854640 92.318624,49.883891 93.710725,49.916606 95.137266,49.961422 96.597925,50.018365 98.092371,50.087462 99.620261,50.168738 101.181239,50.262217 102.774943,50.367921 104.400996,50.485869 106.059013,50.616081 107.748599,50.758575 111.220835,51.080467 113.002641,51.259893 113.904776,51.354231 114.814324,51.451654 118.525519,51.872217 122.350706,52.342214 126.286008,52.861675 130.327384,53.430606 134.470635,54.048982 136.579107,54.376699 138.711401,54.716756 143.045166,55.433850 145.245470,55.810860 147.467260,56.200159 156.557002,57.879863 161.214562,58.792906 165.940281,59.754461 170.728761,60.764278 175.574463,61.822078 180.471717,62.927552 185.414725,64.080360 195.414180,66.526460 200.458417,67.818917 205.523996,69.157033 210.604534,70.540311 215.693542,71.968218 220.784436,73.440191 223.328507,74.192516 225.870538,74.955630 230.945083,76.513904 236.001224,78.114347 241.032038,79.756257 246.030533,81.438899 250.989654,83.161503 253.452228,84.037539 255.902288,84.923260 260.761273,86.723329 263.168398,87.637457 264.365972,88.097995 265.559405,88.560830 270.289440,90.434848 274.944111,92.344429 279.516125,94.288583 281.768854,95.273305 283.998179,96.266282 286.203188,97.267380 288.382965,98.276460 290.536599,99.293385 292.663177,100.318012 296.831522,102.389795 298.871470,103.436654 299.879991,103.962760 300.880726,104.490625 304.803547,106.619279 306.715311,107.693648 308.592780,108.774497 310.435063,109.861661 311.342732,110.407559 312.241270,110.954974 314.010516,112.054267 314.881002,112.606102 315.741919,113.159367 317.434603,114.270102 319.087696,115.386293 320.700333,116.507762 321.491211,117.070419 322.271652,117.634326 323.800799,118.765800 325.286924,119.901998 326.729186,121.042728 327.433607,121.614733 328.126750,122.187799 330.784476,124.490178 332.043006,125.647088 333.253574,126.807540 334.415382,127.971330 334.977755,128.554411 335.527645,129.138248 336.589587,130.308082 337.101447,130.894027 337.600440,131.480619 338.559447,132.655642 339.019274,133.244016 339.465862,133.832930 339.899117,134.422354 340.110717,134.717249 340.318950,135.012261 340.725270,135.602622 340.923334,135.897964 341.117987,136.193409 341.862261,137.376148 342.213643,137.968041 342.551072,138.560244 342.874464,139.152729 343.030869,139.449068 343.183733,139.745466 343.478795,140.338425 343.620973,140.634978 343.759569,140.931576 344.738137,143.305500 345.139589,144.492827 345.481658,145.680067 345.763740,146.866970 345.882101,147.460215 345.985247,148.053281 346.145609,149.238744 346.202687,149.831076 346.244271,150.423099 346.280693,151.606084 346.275402,152.196980 346.254356,152.787433 346.217495,153.377411 346.193114,153.672210 346.164757,153.966878 346.096081,154.555802 346.055749,154.850049 346.011410,155.144147 345.793850,156.318966 345.660850,156.905371 345.511630,157.491058 345.346138,158.075994 345.257274,158.368168 345.164323,158.660142 344.966134,159.243467 344.860884,159.534810 344.751523,159.825934 343.727916,162.146497 343.116402,163.300685 342.437979,164.450418 341.692347,165.595398 341.294241,166.166010 340.879232,166.735321 339.998381,167.869885 339.532483,168.435061 339.049568,168.998781 338.032589,170.121698 337.498481,170.680816 336.947267,171.238321 336.378929,171.794174 336.088333,172.071468 335.793450,172.348335 335.190816,172.900762 334.883061,173.176314 334.571013,173.451417 333.279857,174.547246 332.608486,175.092338 331.919911,175.635493 331.214127,176.176671 330.854781,176.446506 330.491132,176.715830 329.750924,177.252928 329.374366,177.520691 328.993505,177.787924 325.791796,179.906031 324.087832,180.951362 322.315258,181.987086 320.474212,183.012853 319.528062,183.521892 318.564860,184.028310 316.587405,185.033102 315.573211,185.531386 314.542081,186.026870 312.429155,187.009251 311.347435,187.496058 310.248931,187.979881 309.133685,188.460673 308.001744,188.938390 306.853156,189.412983 305.687969,189.884406 303.308015,190.817554 302.093358,191.279184 300.862326,191.737454 299.614982,192.192318 298.351388,192.643726 297.071611,193.091630 295.775721,193.535982 290.432481,195.276892 287.666148,196.124757 284.837567,196.957031 281.947459,197.773312 280.479570,198.175328 278.996589,198.573194 275.985763,199.356266 274.458130,199.741370 272.915830,200.122117 269.787686,200.870330 266.602268,201.600486 263.360561,202.312160 261.718920,202.660934 260.063596,203.004927 256.712449,203.678355 253.308246,204.332011 249.852159,204.965459 248.105040,205.274466 246.345411,205.578256 239.185069,206.740118 235.534170,207.288283 231.838003,207.813999 228.098045,208.316807 226.212122,208.559476 224.315829,208.796245 220.492939,209.251846 218.566752,209.470561 216.631017,209.683140 212.731758,210.089655 208.796916,210.470914 204.828300,210.826436 200.827779,211.155736 192.738790,211.733718 188.654356,211.981412 186.603066,212.094717 184.546085,212.200910 176.266781,212.553306 172.100278,212.685187 167.919001,212.786838 163.725378,212.857742 161.624713,212.881501 159.521901,212.897377 155.311131,212.905218 153.203830,212.897051 151.095697,212.880736 146.878294,212.823397 142.661691,212.732665 138.448723,212.607998 136.344508,212.532769 134.242299,212.448853 130.045401,212.254680 125.861082,212.024927 121.692471,211.759038 119.615053,211.612368 117.542770,211.456454 109.313290,210.738936 105.240301,210.322862 101.199802,209.867813 97.195385,209.373208 95.207851,209.110890 93.230721,208.838464 89.309564,208.262992 87.366496,207.959798 85.435750,207.646201 81.613198,206.987495 79.722393,206.642237 77.845912,206.286274 75.984267,205.919533 74.137979,205.541936 72.307572,205.153407 70.493576,204.753870 66.916963,203.921467 65.155434,203.488447 63.412492,203.044110 61.688693,202.588380 60.834148,202.356218 59.984601,202.121179 58.300786,201.642428 57.466661,201.398698 56.637821,201.152050 50.206167,199.072681 47.130812,197.961172 44.155608,196.800928 41.285551,195.591305 39.891539,194.967773 38.525732,194.331652 35.881340,193.021318 34.604078,192.346940 33.357664,191.659645 30.960090,190.245973 29.810302,189.519429 28.694105,188.779635 27.612202,188.026507 27.084331,187.644917 26.565300,187.259962 25.554114,186.479914 25.062140,186.084800 24.579365,185.686280 22.742097,184.057910 21.881052,183.223005 21.059394,182.374172 20.277878,181.511325 19.902410,181.074619 19.537263,180.634378 18.838319,179.743244 18.504714,179.292330 18.181818,178.837837 15.995977,175.071730 15.178351,173.100761 14.552955,171.070239 14.126452,168.979452 13.989900,167.911236 13.905622,166.827684 13.897356,164.614213 13.975120,163.484112 14.108664,162.338314 14.546672,159.999257 14.852948,158.805816 15.218624,157.596309 15.644626,156.370646 15.880540,155.751726 16.131885,155.128732 16.681341,153.870474 16.979688,153.235188 17.293940,152.595781 18.712393,149.996711 19.520180,148.672146 20.394975,147.330769 21.337764,145.972485 21.834966,145.286974 22.349540,144.597200 23.431305,143.204817 23.998747,142.502185 24.584067,141.795243 29.925554,135.983101 33.049111,132.971373 36.485824,129.888171 40.244318,126.732712 42.246964,125.127641 44.333349,123.504209 48.761809,120.201870 51.106140,118.522764 53.538723,116.824899 58.673256,113.372494 61.377530,111.617753 64.174707,109.843851 67.065972,108.050687 70.052517,106.238159 73.135545,104.406166 76.316266,102.554604 82.975676,98.792368 86.456830,96.881486 90.040611,94.950625 93.728272,92.999680 97.521080,91.028548 101.420308,89.037124 105.427239,87.025304 122.557979,78.771960 131.803609,74.520171 141.517029,70.183838 151.709141,65.762103 156.988157,63.518941 162.391003,61.254106 173.573824,56.658981 185.268972,51.975859 210.242507,42.342118 223.544424,37.389734 237.405727,32.345825 266.855339,21.979849 282.468482,16.655980 290.502652,13.958429 298.690684,11.236982 333.013786,0.109937 369.929394,-11.408645 409.545029,-23.326206 430.399727,-29.436950 451.971033,-35.650262 497.320615,-48.388409 545.709899,-61.548319 652.086931,-89.164521" style="stroke: rgb(24.720000%, 24.000000%, 60.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="-16.000000,123.606798 416.000000,123.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="19.165227" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-0.4</mtext></math></foreignObject>
<foreignObject x="109.582614" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-0.2</mtext></math></foreignObject>
<foreignObject x="290.417386" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.2</mn></math></foreignObject>
<foreignObject x="380.834773" y="126.273464" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.4</mn></math></foreignObject>
<polyline points="19.165227,123.606798 19.165227,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="109.582614,123.606798 109.582614,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="290.417386,123.606798 290.417386,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="380.834773,123.606798 380.834773,116.940131" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="-3.439119,123.606798 -3.439119,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="41.769574,123.606798 41.769574,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="64.373921,123.606798 64.373921,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="86.978267,123.606798 86.978267,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="132.186960,123.606798 132.186960,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="154.791307,123.606798 154.791307,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="177.395653,123.606798 177.395653,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="222.604347,123.606798 222.604347,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="245.208693,123.606798 245.208693,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="267.813040,123.606798 267.813040,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="313.021733,123.606798 313.021733,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="335.626079,123.606798 335.626079,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="358.230426,123.606798 358.230426,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="403.439119,123.606798 403.439119,119.606798" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="200.000000,260.157867 200.000000,-12.944272" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="197.333333" y="251.269589" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-0.6</mtext></math></foreignObject>
<foreignObject x="197.333333" y="208.715325" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-0.4</mtext></math></foreignObject>
<foreignObject x="197.333333" y="166.161062" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-0.2</mtext></math></foreignObject>
<foreignObject x="197.333333" y="81.052534" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.2</mn></math></foreignObject>
<foreignObject x="197.333333" y="38.498270" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.4</mn></math></foreignObject>
<foreignObject x="197.333333" y="-4.055994" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.6</mn></math></foreignObject>
<polyline points="200.000000,251.269589 206.666667,251.269589" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,208.715325 206.666667,208.715325" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,166.161062 206.666667,166.161062" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,81.052534 206.666667,81.052534" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,38.498270 206.666667,38.498270" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,-4.055994 206.666667,-4.055994" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,240.631023 204.000000,240.631023" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,229.992457 204.000000,229.992457" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,219.353891 204.000000,219.353891" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,198.076759 204.000000,198.076759" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,187.438193 204.000000,187.438193" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,176.799628 204.000000,176.799628" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,155.522496 204.000000,155.522496" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,144.883930 204.000000,144.883930" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,134.245364 204.000000,134.245364" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,112.968232 204.000000,112.968232" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,102.329666 204.000000,102.329666" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,91.691100 204.000000,91.691100" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,70.413968 204.000000,70.413968" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,59.775402 204.000000,59.775402" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,49.136836 204.000000,49.136836" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,27.859704 204.000000,27.859704" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,17.221138 204.000000,17.221138" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,6.582572 204.000000,6.582572" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
            </svg>
        "/></mstyle></math>
p16758
sg15
I5
sass(g1709
g16150
VLegendreQ
p16759
I0
tp16760
(dp16761
g6
VLegendreQ[5/2, 1.5]
p16762
sg8
(lp16763
(dp16764
g11
(lp16765
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>0.036211</mn> <mo>-</mo> <mrow><mn>6.56219</mn> <mo>&nbsp;</mo> <mi>I</mi></mrow></mrow></mstyle></math>
p16766
sg15
I1
sass(g1709
g16150
g16759
I1
tp16767
(dp16768
g6
VLegendreQ[1.75, 1.4, 0.53]
p16769
sg8
(lp16770
(dp16771
g11
(lp16772
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>2.05499</mn></mstyle></math>
p16773
sg15
I2
sass(g1709
g16150
g16759
I2
tp16774
(dp16775
g6
VLegendreQ[1.6, 3.1, 1.5]
p16776
sg8
(lp16777
(dp16778
g11
(lp16779
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mtext>-1.71931</mtext> <mo>-</mo> <mrow><mn>7.70273</mn> <mo>&nbsp;</mo> <mi>I</mi></mrow></mrow></mstyle></math>
p16780
sg15
I3
sass(g1709
g16150
VLerchPhi
p16781
I0
tp16782
(dp16783
g6
VLerchPhi[2, 3, -1.5]
p16784
sg8
(lp16785
(dp16786
g11
(lp16787
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>19.3893</mn> <mo>-</mo> <mrow><mn>2.1346</mn> <mo>&nbsp;</mo> <mi>I</mi></mrow></mrow></mstyle></math>
p16788
sg15
I1
sass(g1709
g16150
g16781
I1
tp16789
(dp16790
g6
VLerchPhi[1, 2, 1/4]
p16791
sg8
(lp16792
(dp16793
g11
(lp16794
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>17.1973</mn></mstyle></math>
p16795
sg15
I2
sass(g1709
g16150
VProductLog
p16796
I0
tp16797
(dp16798
g6
Vz == ProductLog[z] * E ^ ProductLog[z]
p16799
sg8
(lp16800
(dp16801
g11
(lp16802
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p16803
sg15
I1
sass(g1709
g16150
g16796
I1
tp16804
(dp16805
g6
VProductLog[0]
p16806
sg8
(lp16807
(dp16808
g11
(lp16809
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0</mn></mstyle></math>
p16810
sg15
I2
sass(g1709
g16150
g16796
I2
tp16811
(dp16812
g6
VProductLog[E]
p16813
sg8
(lp16814
(dp16815
g11
(lp16816
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>1</mn></mstyle></math>
p16817
sg15
I3
sass(g1709
g16150
g16796
I3
tp16818
(dp16819
g6
VPlot[ProductLog[x], {x, -1/E, E}]
p16820
sg8
(lp16821
(dp16822
g11
(lp16823
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="247px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-17.666667 -14.610939 435.333333 276.435473">
                <polyline points="7.142857,304.245853 8.928571,295.311799 10.714286,287.462971 12.500000,280.426094 13.392857,277.154467 14.285714,274.024474 16.071429,268.136275 17.857143,262.673408 19.642857,257.569818 20.535714,255.136363 21.428571,252.774521 23.214286,248.247226 25.000000,243.955461 26.785714,239.872626 28.571429,235.976614 32.142857,228.673472 33.928571,225.236966 35.714286,221.927571 39.285714,215.650414 41.071429,212.665723 42.857143,209.773928 46.428571,204.244497 48.214286,201.596133 50.000000,199.019046 53.571429,194.062389 55.357143,191.675550 57.142857,189.345368 60.714286,184.843525 62.500000,182.666689 64.285714,180.536116 67.857143,176.405381 69.642857,174.401393 71.428571,172.435988 75.000000,168.614596 76.785714,166.755691 78.571429,164.929517 82.142857,161.370453 83.928571,159.635282 85.714286,157.928273 89.285714,154.594843 91.071429,152.966604 92.857143,151.362883 96.428571,148.225846 98.214286,146.691056 100.000000,145.177825 103.571429,142.213467 105.357143,140.761124 107.142857,139.327906 110.714286,136.516703 112.500000,135.137704 114.285714,133.775800 117.857143,131.101471 121.428571,128.490291 125.000000,125.939103 128.571429,123.444987 132.142857,121.005241 135.714286,118.617355 139.285714,116.278996 142.857143,113.987991 146.428571,111.742309 150.000000,109.540054 153.571429,107.379451 157.142857,105.258832 160.714286,103.176634 164.285714,101.131385 171.428571,97.146269 178.571429,93.293310 185.714286,89.563421 192.857143,85.948448 200.000000,82.441044 207.142857,79.034567 214.285714,75.722989 221.428571,72.500820 228.571429,69.363048 235.714286,66.305082 242.857143,63.322707 250.000000,60.412042 257.142857,57.569504 264.285714,54.791782 271.428571,52.075805 278.571429,49.418722 285.714286,46.817879 292.857143,44.270805 300.000000,41.775189 307.142857,39.328872 314.285714,36.929830 321.428571,34.576166 328.571429,32.266097 335.714286,29.997946 342.857143,27.770132 350.000000,25.581166 357.142857,23.429640 364.285714,21.314225 371.428571,19.233662 378.571429,17.186759 385.714286,15.172384 392.857143,13.189465 400.000000,11.236982" style="stroke: rgb(24.720000%, 24.000000%, 60.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="-16.000000,202.379127 416.000000,202.379127" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="112.486596" y="205.045794" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.5</mn></math></foreignObject>
<foreignObject x="177.292024" y="205.045794" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1.0</mn></math></foreignObject>
<foreignObject x="242.097451" y="205.045794" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1.5</mn></math></foreignObject>
<foreignObject x="306.902878" y="205.045794" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>2.0</mn></math></foreignObject>
<foreignObject x="371.708306" y="205.045794" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>2.5</mn></math></foreignObject>
<polyline points="112.486596,202.379127 112.486596,195.712461" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="177.292024,202.379127 177.292024,195.712461" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="242.097451,202.379127 242.097451,195.712461" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="306.902878,202.379127 306.902878,195.712461" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="371.708306,202.379127 371.708306,195.712461" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="-4.163173,202.379127 -4.163173,198.379127" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="8.797912,202.379127 8.797912,198.379127" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="21.758998,202.379127 21.758998,198.379127" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="34.720083,202.379127 34.720083,198.379127" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="60.642254,202.379127 60.642254,198.379127" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="73.603340,202.379127 73.603340,198.379127" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="86.564425,202.379127 86.564425,198.379127" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="99.525511,202.379127 99.525511,198.379127" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="125.447682,202.379127 125.447682,198.379127" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="138.408767,202.379127 138.408767,198.379127" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="151.369853,202.379127 151.369853,198.379127" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="164.330938,202.379127 164.330938,198.379127" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="190.253109,202.379127 190.253109,198.379127" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="203.214194,202.379127 203.214194,198.379127" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="216.175280,202.379127 216.175280,198.379127" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="229.136365,202.379127 229.136365,198.379127" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="255.058536,202.379127 255.058536,198.379127" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="268.019622,202.379127 268.019622,198.379127" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="280.980707,202.379127 280.980707,198.379127" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="293.941793,202.379127 293.941793,198.379127" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="319.863964,202.379127 319.863964,198.379127" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="332.825049,202.379127 332.825049,198.379127" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="345.786135,202.379127 345.786135,198.379127" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="358.747220,202.379127 358.747220,198.379127" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="384.669391,202.379127 384.669391,198.379127" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="397.630477,202.379127 397.630477,198.379127" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="47.681169,260.157867 47.681169,-12.944272" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="45.014502" y="240.607557" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-0.2</mtext></math></foreignObject>
<foreignObject x="45.014502" y="164.150698" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.2</mn></math></foreignObject>
<foreignObject x="45.014502" y="125.922269" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.4</mn></math></foreignObject>
<foreignObject x="45.014502" y="87.693840" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.6</mn></math></foreignObject>
<foreignObject x="45.014502" y="49.465411" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.8</mn></math></foreignObject>
<foreignObject x="45.014502" y="11.236982" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1.0</mn></math></foreignObject>
<polyline points="47.681169,240.607557 54.347835,240.607557" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="47.681169,164.150698 54.347835,164.150698" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="47.681169,125.922269 54.347835,125.922269" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="47.681169,87.693840 54.347835,87.693840" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="47.681169,49.465411 54.347835,49.465411" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="47.681169,11.236982 54.347835,11.236982" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="47.681169,250.164664 51.681169,250.164664" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="47.681169,231.050449 51.681169,231.050449" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="47.681169,221.493342 51.681169,221.493342" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="47.681169,211.936235 51.681169,211.936235" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="47.681169,192.822020 51.681169,192.822020" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="47.681169,183.264913 51.681169,183.264913" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="47.681169,173.707806 51.681169,173.707806" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="47.681169,154.593591 51.681169,154.593591" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="47.681169,145.036484 51.681169,145.036484" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="47.681169,135.479376 51.681169,135.479376" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="47.681169,116.365162 51.681169,116.365162" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="47.681169,106.808055 51.681169,106.808055" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="47.681169,97.250947 51.681169,97.250947" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="47.681169,78.136733 51.681169,78.136733" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="47.681169,68.579625 51.681169,68.579625" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="47.681169,59.022518 51.681169,59.022518" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="47.681169,39.908303 51.681169,39.908303" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="47.681169,30.351196 51.681169,30.351196" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="47.681169,20.794089 51.681169,20.794089" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="47.681169,1.679874 51.681169,1.679874" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
            </svg>
        "/></mstyle></math>
p16824
sg15
I4
sass(g1709
g16150
VSphericalHarmonicY
p16825
I0
tp16826
(dp16827
g6
VSphericalHarmonicY[3/4, 0.5, Pi/5, Pi/3]
p16828
sg8
(lp16829
(dp16830
g11
(lp16831
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>0.254247</mn> <mo>+</mo> <mrow><mn>0.14679</mn> <mo>&nbsp;</mo> <mi>I</mi></mrow></mrow></mstyle></math>
p16832
sg15
I1
sass(g1709
g16150
g16825
I1
tp16833
(dp16834
g6
VSphericalHarmonicY[3, 1, theta, phi]
p16835
sg8
(lp16836
(dp16837
g11
(lp16838
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mfrac><mrow><msqrt><mn>21</mn></msqrt> <mo>&nbsp;</mo> <mrow><mo>(</mo> <mrow><mn>1</mn> <mo>-</mo> <mrow><mn>5</mn> <mo>&nbsp;</mo> <msup><mrow><mi>Cos</mi> <mo>[</mo> <mi>theta</mi> <mo>]</mo></mrow> <mn>2</mn></msup></mrow></mrow> <mo>)</mo></mrow> <mo>&nbsp;</mo> <msup><mi>E</mi> <mrow><mi>I</mi> <mo>&nbsp;</mo> <mi>phi</mi></mrow></msup> <mo>&nbsp;</mo> <mrow><mi>Sin</mi> <mo>[</mo> <mi>theta</mi> <mo>]</mo></mrow></mrow> <mrow><mn>8</mn> <mo>&nbsp;</mo> <msqrt><mi>Pi</mi></msqrt></mrow></mfrac></mstyle></math>
p16839
sg15
I2
sass(g1709
g16150
VStruveH
p16840
I0
tp16841
(dp16842
g6
VStruveH[1.5, 3.5]
p16843
sg8
(lp16844
(dp16845
g11
(lp16846
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>1.13192</mn></mstyle></math>
p16847
sg15
I1
sass(g1709
g16150
g16840
I1
tp16848
(dp16849
g6
VPlot[StruveH[0, x], {x, 0, 20}]
p16850
sg8
(lp16851
(dp16852
g11
(lp16853
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="247px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-31.666667 -14.610939 449.333333 276.435473">
                <polyline points="0.000000,176.801840 7.142857,117.566775 14.285714,63.311827 17.857143,39.483597 19.642857,28.614361 21.428571,18.514472 23.214286,9.232514 25.000000,0.811919 25.892857,-3.063268 26.785714,-6.709292 27.678571,-10.122284 28.125000,-11.740283 28.571429,-13.298738 29.464286,-16.235516 30.357143,-18.929857 30.803571,-20.185353 31.250000,-21.379374 31.696429,-22.511682 32.142857,-23.582062 32.589286,-24.590322 33.035714,-25.536296 33.258929,-25.985881 33.482143,-26.419842 33.705357,-26.838165 33.816964,-27.041459 33.928571,-27.240839 34.375000,-27.999194 34.598214,-28.354858 34.821429,-28.694837 35.044643,-29.019125 35.156250,-29.175384 35.267857,-29.327720 35.491071,-29.620618 35.602679,-29.761182 35.714286,-29.897821 36.607143,-30.849709 37.053571,-31.231572 37.500000,-31.550805 37.946429,-31.807504 38.169643,-31.912441 38.392857,-32.001792 38.839286,-32.133814 39.062500,-32.176528 39.285714,-32.203739 39.732143,-32.211760 39.955357,-32.192622 40.178571,-32.158091 40.401786,-32.108197 40.513393,-32.077499 40.625000,-32.042973 40.848214,-31.962451 40.959821,-31.916465 41.071429,-31.866668 41.517857,-31.629460 41.741071,-31.488114 41.964286,-31.331660 42.187500,-31.160140 42.299107,-31.068743 42.410714,-30.973597 42.633929,-30.772077 42.745536,-30.665715 42.857143,-30.555626 43.750000,-29.541483 44.196429,-28.946131 44.642857,-28.292507 45.089286,-27.581074 45.312500,-27.203831 45.535714,-26.812319 45.982143,-25.986746 46.205357,-25.552817 46.428571,-25.104884 46.875000,-24.167279 47.321429,-23.174501 47.767857,-22.127137 48.214286,-21.025795 49.107143,-18.663709 49.553571,-17.404277 50.000000,-16.093494 50.892857,-13.320700 51.785714,-10.351166 52.678571,-7.191009 53.571429,-3.846613 55.357143,3.368093 57.142857,11.236982 60.714286,28.696332 64.285714,48.021290 71.428571,90.067283 78.571429,132.864565 82.142857,153.167447 85.714286,172.066531 89.285714,189.118289 91.071429,196.829686 91.964286,200.463053 92.857143,203.941842 94.642857,210.418424 95.535714,213.408366 96.428571,216.228037 97.321429,218.874310 97.767857,220.131534 98.214286,221.344385 99.107143,223.635794 99.553571,224.713817 99.776786,225.235802 100.000000,225.746399 100.892857,227.674398 101.339286,228.569449 101.785714,229.418325 102.232143,230.220895 102.455357,230.604781 102.678571,230.977050 103.125000,231.686700 103.348214,232.024065 103.571429,232.349779 104.017857,232.966240 104.241071,233.256979 104.464286,233.536056 104.687500,233.803470 104.799107,233.932804 104.910714,234.059223 105.133929,234.303318 105.245536,234.420995 105.357143,234.535758 105.803571,234.965696 106.026786,235.163209 106.250000,235.349096 106.473214,235.523368 106.584821,235.606152 106.696429,235.686036 106.919643,235.837113 107.031250,235.908310 107.142857,235.976614 108.035714,236.419181 108.482143,236.571469 108.928571,236.677994 109.375000,236.738954 109.598214,236.752415 109.821429,236.754569 110.267857,236.725077 110.491071,236.693497 110.714286,236.650739 111.160714,236.531830 111.383929,236.455755 111.607143,236.368649 111.830357,236.270554 111.941964,236.217398 112.053571,236.161511 112.276786,236.041561 112.388393,235.977511 112.500000,235.910750 112.946429,235.616719 113.169643,235.453594 113.392857,235.279791 113.616071,235.095361 113.727679,234.999177 113.839286,234.900354 114.062500,234.694822 114.174107,234.588125 114.285714,234.478816 115.178571,233.511154 115.625000,232.965933 116.071429,232.380413 116.517857,231.755089 116.741071,231.427659 116.964286,231.090471 117.410714,230.387083 117.633929,230.021019 117.857143,229.645467 118.303571,228.866180 118.750000,228.049794 119.196429,227.196896 119.642857,226.308088 120.535714,224.425220 120.982143,223.432433 121.428571,222.406283 122.321429,220.256583 123.214286,217.981630 124.107143,215.587125 125.000000,213.078947 126.785714,207.745923 128.571429,202.032743 132.142857,189.676770 135.714286,176.447236 142.857143,149.168103 146.428571,136.006667 148.214286,129.730363 150.000000,123.722216 151.785714,118.027898 153.571429,112.690113 154.464286,110.167383 155.357143,107.748310 156.250000,105.437275 156.696429,104.323575 157.142857,103.238421 158.035714,101.155652 158.928571,99.192625 159.375000,98.257088 159.821429,97.352743 160.267857,96.479975 160.714286,95.639153 161.160714,94.830627 161.607143,94.054735 162.053571,93.311795 162.276786,92.952777 162.500000,92.602108 162.946429,91.925959 163.169643,91.600546 163.392857,91.283616 163.616071,90.975201 163.839286,90.675330 164.062500,90.384031 164.285714,90.101333 165.178571,89.057054 165.625000,88.587152 166.071429,88.152299 166.517857,87.752641 166.741071,87.566051 166.964286,87.388307 167.410714,87.059408 167.633929,86.908276 167.857143,86.766037 168.303571,86.508270 168.526786,86.392757 168.750000,86.286166 168.973214,86.188501 169.084821,86.143017 169.196429,86.099766 169.419643,86.019963 169.531250,85.983412 169.642857,85.949093 170.089286,85.834154 170.312500,85.790081 170.535714,85.754935 170.758929,85.728714 170.870536,85.718947 170.982143,85.711410 171.205357,85.703018 171.316964,85.702162 171.428571,85.703531 172.321429,85.794442 172.767857,85.893054 173.214286,86.026955 173.660714,86.196015 173.883929,86.293683 174.107143,86.400084 174.553571,86.638997 174.776786,86.771464 175.000000,86.912573 175.446429,87.220613 175.669643,87.387491 175.892857,87.562903 176.116071,87.746820 176.227679,87.841959 176.339286,87.939212 176.562500,88.140047 176.674107,88.243620 176.785714,88.349292 177.232143,88.792882 177.455357,89.027157 177.678571,89.269703 177.901786,89.520483 178.013393,89.648949 178.125000,89.779460 178.348214,90.046594 178.459821,90.183207 178.571429,90.321844 179.464286,91.503182 179.910714,92.141441 180.357143,92.810940 180.803571,93.511296 181.026786,93.872921 181.250000,94.242111 181.696429,95.002973 182.142857,95.793458 183.035714,97.461527 183.482143,98.338194 183.928571,99.242652 184.821429,101.132962 185.267857,102.117800 185.714286,103.128394 186.607143,105.224694 187.500000,107.417433 188.392857,109.702015 189.285714,112.073681 191.071429,117.058509 192.857143,122.331075 196.428571,133.566963 200.000000,145.423170 207.142857,169.509520 210.714286,181.003641 212.500000,186.460012 214.285714,191.668487 216.071429,196.591221 217.857143,201.192886 218.750000,203.363030 219.642857,205.440927 220.535714,207.422980 220.982143,208.376994 221.205357,208.844570 221.428571,209.305790 222.321429,211.086168 222.767857,211.937005 223.214286,212.761133 223.660714,213.558215 224.107143,214.327924 224.553571,215.069952 225.000000,215.784001 225.446429,216.469789 225.892857,217.127047 226.339286,217.755524 226.562500,218.058893 226.785714,218.354979 227.232143,218.925188 227.455357,219.199259 227.678571,219.465942 227.901786,219.725211 228.013393,219.852059 228.125000,219.977045 228.348214,220.221421 228.459821,220.340806 228.571429,220.458318 229.464286,221.330728 229.910714,221.721579 230.357143,222.082030 230.803571,222.411975 231.026786,222.565478 231.250000,222.711323 231.696429,222.980002 231.919643,223.102820 232.142857,223.217950 232.589286,223.425123 232.812500,223.517159 233.035714,223.601492 233.258929,223.678120 233.370536,223.713544 233.482143,223.747043 233.705357,223.808260 233.816964,223.835981 233.928571,223.861775 234.375000,223.945706 234.598214,223.976129 234.821429,223.998865 235.044643,224.013919 235.156250,224.018568 235.267857,224.021299 235.491071,224.021012 235.602679,224.017997 235.714286,224.013068 236.607143,223.904930 237.053571,223.805219 237.500000,223.675233 237.946429,223.515109 238.169643,223.423791 238.392857,223.324995 238.839286,223.105053 239.062500,222.983952 239.285714,222.855463 239.732143,222.576414 239.955357,222.425907 240.178571,222.268114 240.401786,222.103063 240.513393,222.017825 240.625000,221.930782 240.848214,221.751302 240.959821,221.658871 241.071429,221.564652 241.517857,221.169971 241.741071,220.962004 241.964286,220.746999 242.187500,220.524989 242.299107,220.411368 242.410714,220.296010 242.633929,220.060099 242.745536,219.939556 242.857143,219.817293 243.750000,218.777885 244.196429,218.217834 244.642857,217.631331 245.089286,217.018728 245.312500,216.702752 245.535714,216.380388 245.982143,215.716685 246.428571,215.028006 247.321429,213.577324 247.767857,212.816151 248.214286,212.031661 249.107143,210.394510 249.553571,209.542765 250.000000,208.669533 250.892857,206.860546 251.785714,204.971520 252.678571,203.006568 253.571429,200.969934 255.357143,196.699227 257.142857,192.195714 260.714286,182.643044 264.285714,172.628187 267.857143,162.477431 271.428571,152.516825 275.000000,143.062065 276.785714,138.617807 277.678571,136.481829 278.571429,134.408818 280.357143,130.467462 281.250000,128.606632 282.142857,126.823784 283.035714,125.122275 283.482143,124.303025 283.928571,123.505292 284.821429,121.975844 285.267857,121.244837 285.491071,120.887912 285.714286,120.536760 286.607143,119.190678 287.053571,118.553286 287.500000,117.940048 287.946429,117.351239 288.169643,117.066077 288.392857,116.787121 288.839286,116.247946 289.062500,115.987786 289.285714,115.733950 289.732143,115.245359 289.955357,115.010657 290.178571,114.782384 290.401786,114.560565 290.513393,114.452084 290.625000,114.345224 290.848214,114.136384 290.959821,114.034408 291.071429,113.934066 291.517857,113.549081 291.741071,113.366454 291.964286,113.190429 292.187500,113.021024 292.299107,112.938810 292.410714,112.858257 292.633929,112.702142 292.745536,112.626585 292.857143,112.552696 293.750000,112.021878 294.196429,111.796819 294.642857,111.598770 295.089286,111.427797 295.312500,111.352481 295.535714,111.283953 295.982143,111.167276 296.205357,111.119133 296.428571,111.077791 296.875000,111.015511 297.098214,110.994573 297.321429,110.980434 297.544643,110.973092 297.656250,110.971970 297.767857,110.972545 297.991071,110.978788 298.102679,110.984454 298.214286,110.991816 298.660714,111.038204 298.883929,111.071551 299.107143,111.111656 299.330357,111.158509 299.441964,111.184463 299.553571,111.212101 299.776786,111.272422 299.888393,111.305102 300.000000,111.339460 300.892857,111.674521 301.339286,111.881996 301.785714,112.115925 302.232143,112.376163 302.455357,112.516098 302.678571,112.662549 303.125000,112.974910 303.348214,113.140775 303.571429,113.313063 304.017857,113.676809 304.241071,113.868215 304.464286,114.065939 304.687500,114.269954 304.799107,114.374312 304.910714,114.480231 305.133929,114.696740 305.245536,114.807322 305.357143,114.919451 305.803571,115.383351 306.026786,115.624477 306.250000,115.871676 306.473214,116.124913 306.696429,116.384154 306.919643,116.649363 307.142857,116.920505 308.035714,118.063642 308.482143,118.669809 308.928571,119.298612 309.375000,119.949713 309.821429,120.622766 310.267857,121.317412 310.714286,122.033285 311.160714,122.770006 311.607143,123.527188 312.053571,124.304434 312.500000,125.101337 313.392857,126.752446 313.839286,127.605794 314.285714,128.477084 316.071429,132.132556 317.857143,136.037728 319.642857,140.160774 321.428571,144.468319 325.000000,153.497316 328.571429,162.837294 332.142857,172.194104 335.714286,181.276148 339.285714,189.803482 341.071429,193.776976 341.964286,195.677765 342.857143,197.516453 344.642857,200.993930 345.535714,202.626271 346.428571,204.183629 347.321429,205.663157 347.767857,206.372890 348.214286,207.062171 349.107143,208.378152 349.553571,209.004265 349.776786,209.309228 350.000000,209.608752 350.892857,210.751795 351.339286,211.289852 351.785714,211.805286 352.232143,212.297875 352.455357,212.535538 352.678571,212.767411 353.125000,213.213695 353.348214,213.428059 353.571429,213.636541 354.017857,214.035774 354.241071,214.226486 354.464286,214.411234 354.687500,214.590000 354.799107,214.677135 354.910714,214.762768 355.133929,214.929520 355.245536,215.010634 355.357143,215.090239 355.803571,215.393520 356.026786,215.536053 356.250000,215.672497 356.473214,215.802839 356.584821,215.865718 356.696429,215.927068 356.919643,216.045173 357.031250,216.101925 357.142857,216.157143 358.035714,216.543506 358.482143,216.699675 358.928571,216.831111 359.375000,216.937785 359.598214,216.981831 359.821429,217.019680 360.267857,217.076793 360.491071,217.096058 360.714286,217.109132 361.160714,217.116716 361.383929,217.111235 361.607143,217.099579 361.830357,217.081753 361.941964,217.070529 362.053571,217.057765 362.276786,217.027621 362.388393,217.010244 362.500000,216.991331 362.946429,216.900346 363.169643,216.845672 363.392857,216.784892 363.616071,216.718017 363.727679,216.682298 363.839286,216.645061 364.062500,216.566036 364.174107,216.524253 364.285714,216.480958 365.178571,216.080415 365.625000,215.844245 366.071429,215.584341 366.517857,215.300867 366.741071,215.150345 366.964286,214.993997 367.410714,214.663918 367.633929,214.490237 367.857143,214.310828 368.303571,213.934935 368.526786,213.738506 368.750000,213.536460 368.973214,213.328825 369.196429,213.115632 369.419643,212.896911 369.642857,212.672693 370.089286,212.207896 370.535714,211.721503 370.982143,211.213787 371.205357,210.952021 371.428571,210.685031 372.321429,209.565581 372.767857,208.975504 373.214286,208.365619 373.660714,207.736258 374.107143,207.087761 375.000000,205.734771 375.892857,204.309557 376.339286,203.570812 376.785714,202.815161 377.678571,201.254755 378.125000,200.450823 378.571429,199.631633 380.357143,196.210999 382.142857,192.581816 385.714286,184.819343 392.857143,168.185470 400.000000,151.857788" style="stroke: rgb(24.720000%, 24.000000%, 60.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="-16.000000,176.801840 416.000000,176.801840" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="100.000000" y="179.468506" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>5</mn></math></foreignObject>
<foreignObject x="200.000000" y="179.468506" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>10</mn></math></foreignObject>
<foreignObject x="300.000000" y="179.468506" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>15</mn></math></foreignObject>
<foreignObject x="400.000000" y="179.468506" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>20</mn></math></foreignObject>
<polyline points="100.000000,176.801840 100.000000,170.135173" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,176.801840 200.000000,170.135173" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="300.000000,176.801840 300.000000,170.135173" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="400.000000,176.801840 400.000000,170.135173" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="20.000000,176.801840 20.000000,172.801840" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="40.000000,176.801840 40.000000,172.801840" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="60.000000,176.801840 60.000000,172.801840" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="80.000000,176.801840 80.000000,172.801840" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="120.000000,176.801840 120.000000,172.801840" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="140.000000,176.801840 140.000000,172.801840" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="160.000000,176.801840 160.000000,172.801840" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="180.000000,176.801840 180.000000,172.801840" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="220.000000,176.801840 220.000000,172.801840" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="240.000000,176.801840 240.000000,172.801840" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="260.000000,176.801840 260.000000,172.801840" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="280.000000,176.801840 280.000000,172.801840" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="320.000000,176.801840 320.000000,172.801840" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="340.000000,176.801840 340.000000,172.801840" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="360.000000,176.801840 360.000000,172.801840" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="380.000000,176.801840 380.000000,172.801840" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="0.000000,260.157867 0.000000,-12.944272" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="-2.666667" y="229.652936" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-0.2</mtext></math></foreignObject>
<foreignObject x="-2.666667" y="123.950743" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.2</mn></math></foreignObject>
<foreignObject x="-2.666667" y="71.099647" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.4</mn></math></foreignObject>
<foreignObject x="-2.666667" y="18.248551" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.6</mn></math></foreignObject>
<polyline points="0.000000,229.652936 6.666667,229.652936" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,123.950743 6.666667,123.950743" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,71.099647 6.666667,71.099647" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,18.248551 6.666667,18.248551" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,242.865710 4.000000,242.865710" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,216.440162 4.000000,216.440162" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,203.227388 4.000000,203.227388" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,190.014614 4.000000,190.014614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,163.589066 4.000000,163.589066" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,150.376292 4.000000,150.376292" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,137.163518 4.000000,137.163518" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,110.737969 4.000000,110.737969" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,97.525195 4.000000,97.525195" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,84.312421 4.000000,84.312421" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,57.886873 4.000000,57.886873" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,44.674099 4.000000,44.674099" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,31.461325 4.000000,31.461325" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,5.035777 4.000000,5.035777" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
            </svg>
        "/></mstyle></math>
p16854
sg15
I2
sass(g1709
g16150
VStruveL
p16855
I0
tp16856
(dp16857
g6
VStruveL[1.5, 3.5]
p16858
sg8
(lp16859
(dp16860
g11
(lp16861
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>4.41126</mn></mstyle></math>
p16862
sg15
I1
sass(g1709
g16150
g16855
I1
tp16863
(dp16864
g6
VPlot[StruveL[0, x], {x, 0, 5}]
p16865
sg8
(lp16866
(dp16867
g11
(lp16868
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="247px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-17.666667 -14.610939 435.333333 279.254219">
                <polyline points="0.000000,235.976614 7.142857,235.327077 14.285714,234.674086 21.428571,234.014164 28.571429,233.343790 35.714286,232.659377 42.857143,231.957247 50.000000,231.233610 57.142857,230.484538 64.285714,229.705940 71.428571,228.893535 78.571429,228.042827 85.714286,227.149071 92.857143,226.207247 100.000000,225.212025 107.142857,224.157730 114.285714,223.038304 117.857143,222.452159 121.428571,221.847267 125.000000,221.222745 128.571429,220.577677 132.142857,219.911115 135.714286,219.222077 139.285714,218.509542 142.857143,217.772453 146.428571,217.009711 150.000000,216.220176 153.571429,215.402663 155.357143,214.983033 157.142857,214.555944 160.714286,213.678740 162.500000,213.228293 164.285714,212.769723 167.857143,211.827514 169.642857,211.343517 171.428571,210.850678 175.000000,209.837723 176.785714,209.317219 178.571429,208.787098 182.142857,207.697189 183.928571,207.136982 185.714286,206.566319 189.285714,205.392741 191.071429,204.789372 192.857143,204.174638 196.428571,202.910121 198.214286,202.259845 200.000000,201.597221 203.571429,200.233891 205.357143,199.532652 207.142857,198.817999 210.714286,197.347327 212.500000,196.590729 214.285714,195.819562 217.857143,194.232301 219.642857,193.415581 221.428571,192.583038 225.000000,190.869165 226.785714,189.987155 228.571429,189.087965 232.142857,187.236608 233.928571,186.283705 235.714286,185.312148 239.285714,183.311515 241.071429,182.281640 242.857143,181.231512 246.428571,179.068807 248.214286,177.955363 250.000000,176.819930 253.571429,174.481267 255.357143,173.277094 257.142857,172.049049 260.714286,169.519353 262.500000,168.216680 264.285714,166.888089 267.857143,164.150996 269.642857,162.741383 271.428571,161.303633 275.000000,158.341373 276.785714,156.815657 278.571429,155.259394 282.142857,152.052670 283.928571,150.400901 285.714286,148.715964 289.285714,145.243818 291.071429,143.455185 292.857143,141.630541 296.428571,137.870205 298.214286,135.932969 300.000000,133.956629 303.571429,129.883371 305.357143,127.784774 307.142857,125.643716 310.714286,121.230663 312.500000,118.956845 314.285714,116.636917 317.857143,111.854872 319.642857,109.390772 321.428571,106.876598 325.000000,101.693830 326.785714,99.023082 328.571429,96.297950 332.142857,90.679975 333.928571,87.784791 335.714286,84.830540 339.285714,78.739880 342.857143,72.397815 346.428571,65.793731 350.000000,58.916562 353.571429,51.754771 357.142857,44.296327 360.714286,36.528686 364.285714,28.438771 367.857143,20.012943 371.428571,11.236982 378.571429,-7.425285 385.714286,-27.674427 392.857143,-49.647890 400.000000,-73.495142" style="stroke: rgb(24.720000%, 24.000000%, 60.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="-16.000000,235.976614 416.000000,235.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="80.000000" y="238.643281" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>1</mn></math></foreignObject>
<foreignObject x="160.000000" y="238.643281" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>2</mn></math></foreignObject>
<foreignObject x="240.000000" y="238.643281" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>3</mn></math></foreignObject>
<foreignObject x="320.000000" y="238.643281" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>4</mn></math></foreignObject>
<foreignObject x="400.000000" y="238.643281" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>5</mn></math></foreignObject>
<polyline points="80.000000,235.976614 80.000000,229.309947" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="160.000000,235.976614 160.000000,229.309947" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="240.000000,235.976614 240.000000,229.309947" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="320.000000,235.976614 320.000000,229.309947" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="400.000000,235.976614 400.000000,229.309947" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="16.000000,235.976614 16.000000,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="32.000000,235.976614 32.000000,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="48.000000,235.976614 48.000000,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="64.000000,235.976614 64.000000,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="96.000000,235.976614 96.000000,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="112.000000,235.976614 112.000000,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="128.000000,235.976614 128.000000,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="144.000000,235.976614 144.000000,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="176.000000,235.976614 176.000000,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="192.000000,235.976614 192.000000,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="208.000000,235.976614 208.000000,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="224.000000,235.976614 224.000000,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="256.000000,235.976614 256.000000,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="272.000000,235.976614 272.000000,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="288.000000,235.976614 288.000000,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="304.000000,235.976614 304.000000,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="336.000000,235.976614 336.000000,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="352.000000,235.976614 352.000000,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="368.000000,235.976614 368.000000,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="384.000000,235.976614 384.000000,231.976614" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="0.000000,260.157867 0.000000,-12.944272" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="-2.666667" y="178.890968" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>5</mn></math></foreignObject>
<foreignObject x="-2.666667" y="121.805323" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>10</mn></math></foreignObject>
<foreignObject x="-2.666667" y="64.719677" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>15</mn></math></foreignObject>
<foreignObject x="-2.666667" y="7.634031" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>20</mn></math></foreignObject>
<polyline points="0.000000,178.890968 6.666667,178.890968" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,121.805323 6.666667,121.805323" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,64.719677 6.666667,64.719677" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,7.634031 6.666667,7.634031" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,247.393743 4.000000,247.393743" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,224.559485 4.000000,224.559485" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,213.142356 4.000000,213.142356" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,201.725227 4.000000,201.725227" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,190.308097 4.000000,190.308097" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,167.473839 4.000000,167.473839" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,156.056710 4.000000,156.056710" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,144.639581 4.000000,144.639581" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,133.222452 4.000000,133.222452" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,110.388194 4.000000,110.388194" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,98.971064 4.000000,98.971064" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,87.553935 4.000000,87.553935" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,76.136806 4.000000,76.136806" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,53.302548 4.000000,53.302548" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,41.885419 4.000000,41.885419" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,30.468290 4.000000,30.468290" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,19.051161 4.000000,19.051161" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="0.000000,-3.783098 4.000000,-3.783098" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
            </svg>
        "/></mstyle></math>
p16869
sg15
I2
sass(g1709
g16150
VWeberE
p16870
I0
tp16871
(dp16872
g6
VWeberE[1.5, 3.5]
p16873
sg8
(lp16874
(dp16875
g11
(lp16876
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>-0.397256</mtext></mstyle></math>
p16877
sg15
I1
sass(g1709
g16150
g16870
I1
tp16878
(dp16879
g6
VPlot[WeberE[1, x], {x, -10, 10}]
p16880
sg8
(lp16881
(dp16882
g11
(lp16883
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="247px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-17.666667 -14.610939 435.333333 276.435473">
                <polyline points="0.000000,193.383851 0.892857,193.053687 1.785714,192.619147 2.678571,192.080644 3.125000,191.772592 3.571429,191.438797 4.464286,190.694426 4.910714,190.284105 5.357143,189.848553 5.803571,189.387928 6.026786,189.148267 6.250000,188.902403 6.696429,188.392160 6.919643,188.127831 7.142857,187.857398 8.035714,186.715160 8.482143,186.108138 8.928571,185.477505 9.375000,184.823516 9.821429,184.146441 10.267857,183.446561 10.714286,182.724167 11.160714,181.979565 11.607143,181.213068 12.053571,180.425004 12.500000,179.615711 13.392857,177.934840 13.839286,177.063993 14.285714,176.173375 15.178571,174.334403 16.071429,172.421175 16.964286,170.437102 17.857143,168.385744 19.642857,164.096147 21.428571,159.583684 25.000000,150.025187 28.571429,139.996559 32.142857,129.804176 35.714286,119.765522 39.285714,110.199747 41.071429,105.692009 41.964286,103.523511 42.857143,101.418038 44.642857,97.413923 45.535714,95.523888 46.428571,93.714079 47.321429,91.988489 47.767857,91.158489 48.214286,90.350979 49.107143,88.805259 49.553571,88.067939 49.776786,87.708354 50.000000,87.354889 50.892857,86.003268 51.339286,85.365505 51.785714,84.753627 52.232143,84.168010 52.455357,83.885164 52.678571,83.609020 53.125000,83.077011 53.348214,82.821232 53.571429,82.572325 54.017857,82.095291 54.241071,81.867244 54.464286,81.646229 54.687500,81.432282 54.799107,81.327972 54.910714,81.225442 55.133929,81.025745 55.245536,80.928586 55.357143,80.833226 55.803571,80.469861 56.026786,80.299082 56.250000,80.135615 56.473214,79.979492 56.584821,79.904194 56.696429,79.830744 56.919643,79.689400 57.031250,79.621513 57.142857,79.555489 58.035714,79.094731 58.482143,78.909647 58.928571,78.755014 59.375000,78.631010 59.598214,78.580544 59.821429,78.537794 60.267857,78.475514 60.491071,78.456018 60.714286,78.444304 61.160714,78.444282 61.383929,78.456001 61.607143,78.475555 61.830357,78.502955 61.941964,78.519601 62.053571,78.538212 62.276786,78.581335 62.388393,78.605848 62.500000,78.632331 62.946429,78.757973 63.169643,78.832631 63.392857,78.915186 63.616071,79.005643 63.727679,79.053836 63.839286,79.104004 64.062500,79.210271 64.174107,79.266370 64.285714,79.324445 65.178571,79.860196 65.625000,80.175471 66.071429,80.522297 66.517857,80.900619 66.741071,81.101570 66.964286,81.310368 67.410714,81.751460 67.633929,81.983729 67.857143,82.223796 68.303571,82.727262 68.526786,82.990630 68.750000,83.261731 68.973214,83.540547 69.196429,83.827058 69.419643,84.121246 69.642857,84.423088 70.089286,85.049647 70.535714,85.706549 70.982143,86.393594 71.205357,86.748352 71.428571,87.110564 72.321429,88.633352 72.767857,89.438665 73.214286,90.272901 73.660714,91.135771 74.107143,92.026976 75.000000,93.893117 75.892857,95.868648 76.785714,97.950672 77.678571,100.136086 78.571429,102.421577 80.357143,107.278542 82.142857,112.491142 83.928571,118.026011 85.714286,123.847059 89.285714,136.191126 92.857143,149.189548 100.000000,175.691164 103.571429,188.433947 105.357143,194.511601 107.142857,200.331591 108.928571,205.849082 110.714286,211.020869 111.607143,213.464145 112.500000,215.805692 113.392857,218.040706 113.839286,219.116805 114.285714,220.164543 115.178571,222.172727 116.071429,224.060958 116.517857,224.958797 116.964286,225.825120 117.410714,226.659441 117.857143,227.461289 118.303571,228.230206 118.750000,228.965744 119.196429,229.667471 119.419643,230.005523 119.642857,230.334966 120.089286,230.967825 120.312500,231.271143 120.535714,231.565655 120.758929,231.851315 120.870536,231.990811 120.982143,232.128077 121.205357,232.395896 121.316964,232.526438 121.428571,232.654727 122.321429,233.599329 122.767857,234.016624 123.214286,234.396837 123.660714,234.739676 123.883929,234.896994 124.107143,235.044867 124.553571,235.312148 124.776786,235.431496 125.000000,235.541276 125.446429,235.732021 125.669643,235.812933 125.892857,235.884170 126.116071,235.945709 126.227679,235.972834 126.339286,235.997526 126.562500,236.039599 126.674107,236.056975 126.785714,236.071907 127.232143,236.107147 127.455357,236.110042 127.678571,236.103098 127.901786,236.086297 128.013393,236.074196 128.125000,236.059626 128.348214,236.023069 128.459821,236.001079 128.571429,235.976614 129.464286,235.691587 129.910714,235.489421 130.357143,235.247414 130.803571,234.965531 131.026786,234.809630 131.250000,234.643755 131.696429,234.282086 131.919643,234.086295 132.142857,233.880539 132.589286,233.439149 132.812500,233.203527 133.035714,232.957964 133.258929,232.702469 133.370536,232.571000 133.482143,232.437052 133.705357,232.161723 133.816964,232.020345 133.928571,231.876495 134.375000,231.276393 134.598214,230.961550 134.821429,230.636865 135.044643,230.302357 135.267857,229.958043 135.491071,229.603944 135.714286,229.240078 136.607143,227.687404 137.053571,226.853079 137.500000,225.980379 137.946429,225.069537 138.392857,224.120803 139.285714,222.110739 140.178571,219.952510 140.625000,218.818628 141.071429,217.648692 141.964286,215.202117 142.410714,213.926249 142.857143,212.615864 144.642857,207.037854 146.428571,200.944079 148.214286,194.367597 150.000000,187.344901 153.571429,172.122612 157.142857,155.628573 164.285714,120.410602 171.428571,85.073619 175.000000,68.450486 178.571429,53.083414 182.142857,39.357984 183.928571,33.220789 184.821429,30.351075 185.714286,27.620082 186.607143,25.032140 187.500000,22.591356 187.946429,21.427368 188.392857,20.301604 188.839286,19.214512 189.285714,18.166522 189.732143,17.158053 190.178571,16.189503 190.625000,15.261260 190.848214,14.812369 191.071429,14.373691 191.517857,13.527151 191.964286,12.721975 192.410714,11.958484 192.633929,11.592466 192.857143,11.236982 193.750000,9.921077 194.196429,9.327197 194.642857,8.776355 195.089286,8.268768 195.312500,8.031260 195.535714,7.804640 195.982143,7.384154 196.205357,7.190331 196.428571,7.007480 196.875000,6.674765 197.098214,6.524936 197.321429,6.386145 197.544643,6.258406 197.656250,6.198685 197.767857,6.141732 197.991071,6.036135 198.102679,5.987494 198.214286,5.941625 198.660714,5.785904 198.883929,5.724708 199.107143,5.674630 199.330357,5.635675 199.441964,5.620370 199.553571,5.607848 199.776786,5.591150 199.888393,5.586975 200.000000,5.585584 200.892857,5.674630 201.339286,5.785904 201.785714,5.941625 202.232143,6.141732 202.455357,6.258406 202.678571,6.386145 203.125000,6.674765 203.348214,6.835619 203.571429,7.007480 204.017857,7.384154 204.241071,7.588931 204.464286,7.804640 204.687500,8.031260 204.799107,8.148654 204.910714,8.268768 205.133929,8.517141 205.245536,8.645395 205.357143,8.776355 205.803571,9.327197 206.026786,9.618772 206.250000,9.921077 206.473214,10.234082 206.696429,10.557756 206.919643,10.892067 207.142857,11.236982 208.035714,12.721975 208.482143,13.527151 208.928571,14.373691 209.375000,15.261260 209.821429,16.189503 210.267857,17.158053 210.714286,18.166522 211.160714,19.214512 211.607143,20.301604 212.053571,21.427368 212.500000,22.591356 213.392857,25.032140 213.839286,26.307968 214.285714,27.620082 216.071429,33.220789 217.857143,39.357984 219.642857,45.992830 221.428571,53.083414 225.000000,68.450486 228.571429,85.073619 235.714286,120.410602 242.857143,155.628573 246.428571,172.122612 250.000000,187.344901 253.571429,200.944079 255.357143,207.037854 256.250000,209.893256 257.142857,212.615864 258.035714,215.202117 258.928571,217.648692 259.375000,218.818628 259.821429,219.952510 260.714286,222.110739 261.607143,224.120803 262.053571,225.069537 262.500000,225.980379 262.946429,226.853079 263.392857,227.687404 263.616071,228.090107 263.839286,228.483137 264.062500,228.866469 264.285714,229.240078 265.178571,230.636865 265.625000,231.276393 266.071429,231.876495 266.517857,232.437052 266.741071,232.702469 266.964286,232.957964 267.410714,233.439149 267.633929,233.664822 267.857143,233.880539 268.303571,234.282086 268.526786,234.467906 268.750000,234.643755 268.973214,234.809630 269.084821,234.888827 269.196429,234.965531 269.419643,235.111458 269.531250,235.180682 269.642857,235.247414 270.089286,235.489421 270.312500,235.595482 270.535714,235.691587 270.758929,235.777745 270.870536,235.817096 270.982143,235.853962 271.205357,235.920249 271.316964,235.949671 271.428571,235.976614 272.321429,236.103098 272.767857,236.107147 273.214286,236.071907 273.660714,235.997526 273.883929,235.945709 274.107143,235.884170 274.553571,235.732021 274.776786,235.641460 275.000000,235.541276 275.446429,235.312148 275.669643,235.183262 275.892857,235.044867 276.116071,234.896994 276.227679,234.819514 276.339286,234.739676 276.562500,234.572946 276.674107,234.486062 276.785714,234.396837 277.232143,234.016624 277.455357,233.812593 277.678571,233.599329 277.901786,233.376870 278.013393,233.262205 278.125000,233.145256 278.348214,232.904528 278.459821,232.780759 278.571429,232.654727 279.464286,231.565655 279.910714,230.967825 280.357143,230.334966 280.803571,229.667471 281.026786,229.320860 281.250000,228.965744 281.696429,228.230206 281.919643,227.849892 282.142857,227.461289 282.589286,226.659441 283.035714,225.825120 283.482143,224.958797 283.928571,224.060958 284.821429,222.172727 285.267857,221.183364 285.714286,220.164543 286.607143,218.040706 287.500000,215.805692 288.392857,213.464145 289.285714,211.020869 291.071429,205.849082 292.857143,200.331591 296.428571,188.433947 300.000000,175.691164 307.142857,149.189548 310.714286,136.191126 314.285714,123.847059 317.857143,112.491142 319.642857,107.278542 320.535714,104.803632 321.428571,102.421577 323.214286,97.950672 324.107143,95.868648 325.000000,93.893117 325.892857,92.026976 326.339286,91.135771 326.785714,90.272901 327.678571,88.633352 328.125000,87.857232 328.348214,87.480201 328.571429,87.110564 329.464286,85.706549 329.910714,85.049647 330.357143,84.423088 330.803571,83.827058 331.026786,83.540547 331.250000,83.261731 331.696429,82.727262 331.919643,82.471646 332.142857,82.223796 332.589286,81.751460 332.812500,81.527002 333.035714,81.310368 333.258929,81.101570 333.370536,81.000113 333.482143,80.900619 333.705357,80.707525 333.816964,80.613927 333.928571,80.522297 334.375000,80.175471 334.598214,80.013887 334.821429,79.860196 335.044643,79.714404 335.156250,79.644470 335.267857,79.576512 335.491071,79.446526 335.602679,79.384497 335.714286,79.324445 336.607143,78.915186 337.053571,78.757973 337.500000,78.632331 337.946429,78.538212 338.169643,78.502955 338.392857,78.475555 338.839286,78.444282 339.062500,78.440388 339.285714,78.444304 339.732143,78.475514 339.955357,78.502778 340.178571,78.537794 340.401786,78.580544 340.513393,78.604813 340.625000,78.631010 340.848214,78.689173 340.959821,78.721135 341.071429,78.755014 341.517857,78.909647 341.741071,78.998394 341.964286,79.094731 342.187500,79.198635 342.299107,79.253416 342.410714,79.310079 342.633929,79.429039 342.745536,79.491330 342.857143,79.555489 343.750000,80.135615 344.196429,80.469861 344.642857,80.833226 345.089286,81.225442 345.312500,81.432282 345.535714,81.646229 345.982143,82.095291 346.205357,82.330331 346.428571,82.572325 346.875000,83.077011 347.098214,83.339622 347.321429,83.609020 347.544643,83.885164 347.767857,84.168010 347.991071,84.457513 348.214286,84.753627 348.660714,85.365505 349.107143,86.003268 349.553571,86.666529 349.776786,87.007597 350.000000,87.354889 350.892857,88.805259 351.785714,90.350979 352.678571,91.988489 353.571429,93.714079 354.464286,95.523888 355.357143,97.413923 356.250000,99.380055 357.142857,101.418038 358.928571,105.692009 360.714286,110.199747 364.285714,119.765522 371.428571,139.996559 375.000000,150.025187 378.571429,159.583684 380.357143,164.096147 382.142857,168.385744 383.035714,170.437102 383.928571,172.421175 384.821429,174.334403 385.714286,176.173375 386.607143,177.934840 387.500000,179.615711 387.946429,180.425004 388.392857,181.213068 388.839286,181.979565 389.285714,182.724167 389.732143,183.446561 390.178571,184.146441 390.625000,184.823516 390.848214,185.153413 391.071429,185.477505 391.517857,186.108138 391.964286,186.715160 392.410714,187.298324 392.633929,187.580886 392.857143,187.857398 393.750000,188.902403 394.196429,189.387928 394.642857,189.848553 395.089286,190.284105 395.312500,190.492429 395.535714,190.694426 395.982143,191.079368 396.205357,191.262279 396.428571,191.438797 397.321429,192.080644 397.767857,192.362857 398.214286,192.619147 399.107143,193.053687 400.000000,193.383851" style="stroke: rgb(24.720000%, 24.000000%, 60.000000%); stroke-opacity: 1.0; stroke-width: 0.666667px; fill: none" />
<polyline points="-16.000000,139.642249 416.000000,139.642249" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="0.000000" y="142.308916" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-10</mtext></math></foreignObject>
<foreignObject x="100.000000" y="142.308916" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-5</mtext></math></foreignObject>
<foreignObject x="300.000000" y="142.308916" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>5</mn></math></foreignObject>
<foreignObject x="400.000000" y="142.308916" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>10</mn></math></foreignObject>
<polyline points="0.000000,139.642249 0.000000,132.975583" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="100.000000,139.642249 100.000000,132.975583" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="300.000000,139.642249 300.000000,132.975583" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="400.000000,139.642249 400.000000,132.975583" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="20.000000,139.642249 20.000000,135.642249" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="40.000000,139.642249 40.000000,135.642249" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="60.000000,139.642249 60.000000,135.642249" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="80.000000,139.642249 80.000000,135.642249" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="120.000000,139.642249 120.000000,135.642249" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="140.000000,139.642249 140.000000,135.642249" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="160.000000,139.642249 160.000000,135.642249" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="180.000000,139.642249 180.000000,135.642249" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="220.000000,139.642249 220.000000,135.642249" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="240.000000,139.642249 240.000000,135.642249" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="260.000000,139.642249 260.000000,135.642249" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="280.000000,139.642249 280.000000,135.642249" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="320.000000,139.642249 320.000000,135.642249" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="340.000000,139.642249 340.000000,135.642249" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="360.000000,139.642249 360.000000,135.642249" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="380.000000,139.642249 380.000000,135.642249" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="200.000000,260.157867 200.000000,-12.944272" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="197.333333" y="223.872537" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-0.4</mtext></math></foreignObject>
<foreignObject x="197.333333" y="181.757393" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mtext>-0.2</mtext></math></foreignObject>
<foreignObject x="197.333333" y="97.527106" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.2</mn></math></foreignObject>
<foreignObject x="197.333333" y="55.411962" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.4</mn></math></foreignObject>
<foreignObject x="197.333333" y="13.296819" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>0.6</mn></math></foreignObject>
<polyline points="200.000000,223.872537 206.666667,223.872537" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,181.757393 206.666667,181.757393" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,97.527106 206.666667,97.527106" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,55.411962 206.666667,55.411962" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,13.296819 206.666667,13.296819" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,244.930108 204.000000,244.930108" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,234.401322 204.000000,234.401322" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,213.343751 204.000000,213.343751" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,202.814965 204.000000,202.814965" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,192.286179 204.000000,192.286179" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,171.228607 204.000000,171.228607" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,160.699821 204.000000,160.699821" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,150.171035 204.000000,150.171035" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,129.113464 204.000000,129.113464" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,118.584678 204.000000,118.584678" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,108.055892 204.000000,108.055892" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,86.998320 204.000000,86.998320" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,76.469534 204.000000,76.469534" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,65.940748 204.000000,65.940748" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,44.883176 204.000000,44.883176" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,34.354391 204.000000,34.354391" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,23.825605 204.000000,23.825605" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="200.000000,2.768033 204.000000,2.768033" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
            </svg>
        "/></mstyle></math>
p16884
sg15
I2
sass(g1709
g16150
VZeta
p16885
I0
tp16886
(dp16887
g6
VZeta[2]
p16888
sg8
(lp16889
(dp16890
g11
(lp16891
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mfrac><msup><mi>Pi</mi> <mn>2</mn></msup> <mn>6</mn></mfrac></mstyle></math>
p16892
sg15
I1
sass(g1709
g16150
g16885
I1
tp16893
(dp16894
g6
VZeta[-2.5 + I]
p16895
sg8
(lp16896
(dp16897
g11
(lp16898
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>0.0235936</mn> <mo>+</mo> <mrow><mn>0.0014078</mn> <mo>&nbsp;</mo> <mi>I</mi></mrow></mrow></mstyle></math>
p16899
sg15
I2
sass(g1709
VPhysical and Chemical data
p16900
VElementData
p16901
I0
tp16902
(dp16903
g6
VElementData[74]
p16904
sg8
(lp16905
(dp16906
g11
(lp16907
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>Tungsten</mtext></mstyle></math>
p16908
sg15
I1
sass(g1709
g16900
g16901
I1
tp16909
(dp16910
g6
VElementData["He", "AbsoluteBoilingPoint"]
p16911
sg8
(lp16912
(dp16913
g11
(lp16914
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>4.22</mn></mstyle></math>
p16915
sg15
I2
sass(g1709
g16900
g16901
I2
tp16916
(dp16917
g6
VElementData["Carbon", "IonizationEnergies"]
p16918
sg8
(lp16919
(dp16920
g11
(lp16921
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>1086.5</mn> <mo>,</mo> <mn>2352.6</mn> <mo>,</mo> <mn>4620.5</mn> <mo>,</mo> <mn>6222.7</mn> <mo>,</mo> <mn>37831</mn> <mo>,</mo> <mn>47277.</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p16922
sg15
I3
sass(g1709
g16900
g16901
I3
tp16923
(dp16924
g6
VElementData[16, "ElectronConfigurationString"]
p16925
sg8
(lp16926
(dp16927
g11
(lp16928
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>[Ne]&nbsp;3s2&nbsp;3p4</mtext></mstyle></math>
p16929
sg15
I4
sass(g1709
g16900
g16901
I4
tp16930
(dp16931
g6
VElementData[73, "ElectronConfiguration"]
p16932
sg8
(lp16933
(dp16934
g11
(lp16935
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mn>2</mn> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>2</mn> <mo>,</mo> <mn>6</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>2</mn> <mo>,</mo> <mn>6</mn> <mo>,</mo> <mn>10</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>2</mn> <mo>,</mo> <mn>6</mn> <mo>,</mo> <mn>10</mn> <mo>,</mo> <mn>14</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>2</mn> <mo>,</mo> <mn>6</mn> <mo>,</mo> <mn>3</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mn>2</mn> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p16936
sg15
I5
sass(g1709
g16900
g16901
I5
tp16937
(dp16938
g6
VLength[ElementData[All]]
p16939
sg8
(lp16940
(dp16941
g11
(lp16942
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>118</mn></mstyle></math>
p16943
sg15
I6
sass(g1709
g16900
g16901
I6
tp16944
(dp16945
g6
VElementData["He", "ElectroNegativity"]
p16946
sg8
(lp16947
(dp16948
g11
(lp16949
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Missing</mi> <mo>[</mo> <mtext>NotApplicable</mtext> <mo>]</mo></mrow></mstyle></math>
p16950
sg15
I7
sass(g1709
g16900
g16901
I7
tp16951
(dp16952
g6
VElementData["Tc", "SpecificHeat"]
p16953
sg8
(lp16954
(dp16955
g11
(lp16956
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Missing</mi> <mo>[</mo> <mtext>NotAvailable</mtext> <mo>]</mo></mrow></mstyle></math>
p16957
sg15
I8
sass(g1709
g16900
g16901
I8
tp16958
(dp16959
g6
VElementData["Properties"]
p16960
sg8
(lp16961
(dp16962
g11
(lp16963
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mtext>Abbreviation</mtext> <mo>,</mo> <mtext>AbsoluteBoilingPoint</mtext> <mo>,</mo> <mtext>AbsoluteMeltingPoint</mtext> <mo>,</mo> <mtext>AtomicNumber</mtext> <mo>,</mo> <mtext>AtomicRadius</mtext> <mo>,</mo> <mtext>AtomicWeight</mtext> <mo>,</mo> <mtext>Block</mtext> <mo>,</mo> <mtext>BoilingPoint</mtext> <mo>,</mo> <mtext>BrinellHardness</mtext> <mo>,</mo> <mtext>BulkModulus</mtext> <mo>,</mo> <mtext>CovalentRadius</mtext> <mo>,</mo> <mtext>CrustAbundance</mtext> <mo>,</mo> <mtext>Density</mtext> <mo>,</mo> <mtext>DiscoveryYear</mtext> <mo>,</mo> <mtext>ElectroNegativity</mtext> <mo>,</mo> <mtext>ElectronAffinity</mtext> <mo>,</mo> <mtext>ElectronConfiguration</mtext> <mo>,</mo> <mtext>ElectronConfigurationString</mtext> <mo>,</mo> <mtext>ElectronShellConfiguration</mtext> <mo>,</mo> <mtext>FusionHeat</mtext> <mo>,</mo> <mtext>Group</mtext> <mo>,</mo> <mtext>IonizationEnergies</mtext> <mo>,</mo> <mtext>LiquidDensity</mtext> <mo>,</mo> <mtext>MeltingPoint</mtext> <mo>,</mo> <mtext>MohsHardness</mtext> <mo>,</mo> <mtext>Name</mtext> <mo>,</mo> <mtext>Period</mtext> <mo>,</mo> <mtext>PoissonRatio</mtext> <mo>,</mo> <mtext>Series</mtext> <mo>,</mo> <mtext>ShearModulus</mtext> <mo>,</mo> <mtext>SpecificHeat</mtext> <mo>,</mo> <mtext>StandardName</mtext> <mo>,</mo> <mtext>ThermalConductivity</mtext> <mo>,</mo> <mtext>VanDerWaalsRadius</mtext> <mo>,</mo> <mtext>VaporizationHeat</mtext> <mo>,</mo> <mtext>VickersHardness</mtext> <mo>,</mo> <mtext>YoungModulus</mtext></mrow> <mo>}</mo></mrow></mstyle></math>
p16964
sg15
I9
sass(g1709
g16900
g16901
I9
tp16965
(dp16966
g6
VListPlot[Table[ElementData[z, "AtomicWeight"], {z, 118}]]
p16967
sg8
(lp16968
(dp16969
g11
(lp16970
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mglyph width="400px" height="247px" src="data:image/svg+xml;base64,
            <svg xmlns:svg="http://www.w3.org/2000/svg"
                xmlns="http://www.w3.org/2000/svg"
                version="1.1"
                viewBox="-17.666667 -14.610939 435.333333 280.028945">
                <circle cx="18.181818" cy="235.976614" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="21.289821" cy="233.683118" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="24.397824" cy="231.427974" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="27.505828" cy="229.840169" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="30.613831" cy="228.467139" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="33.721834" cy="227.539002" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="36.829837" cy="226.004891" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="39.937840" cy="224.478450" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="43.045843" cy="222.177283" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="46.153846" cy="221.272157" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="49.261849" cy="219.116731" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="52.369852" cy="218.104217" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="55.477855" cy="216.056179" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="58.585859" cy="215.204747" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="61.693862" cy="212.995627" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="64.801865" cy="212.151866" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="67.909868" cy="209.559218" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="71.017871" cy="206.107467" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="74.125874" cy="206.759465" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="77.233877" cy="206.007750" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="80.341880" cy="202.264518" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="83.449883" cy="200.032387" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="86.557887" cy="197.677526" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="89.665890" cy="196.864447" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="92.773893" cy="194.609303" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="95.881896" cy="193.911283" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="98.989899" cy="191.548751" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="102.097902" cy="191.732845" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="105.205905" cy="188.004954" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="108.313908" cy="186.601242" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="111.421911" cy="183.272221" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="114.529915" cy="181.040089" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="117.637918" cy="179.283531" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="120.745921" cy="176.184627" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="123.853924" cy="175.463594" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="126.961927" cy="172.472077" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="130.069930" cy="171.191094" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="133.177933" cy="169.541925" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="136.285936" cy="168.552423" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="139.393939" cy="166.780525" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="142.501943" cy="165.484200" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="145.609946" cy="163.144681" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="148.717949" cy="161.579887" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="151.825952" cy="159.225026" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="154.933955" cy="157.813644" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="158.041958" cy="155.121279" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="161.149961" cy="154.009048" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="164.257964" cy="150.526615" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="167.365967" cy="148.678011" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="170.473970" cy="145.694165" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="173.581974" cy="143.354645" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="176.689977" cy="138.875040" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="179.797980" cy="139.411979" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="182.905983" cy="136.044605" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="186.013986" cy="134.801975" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="189.121989" cy="131.411589" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="192.229992" cy="130.199641" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="195.337995" cy="129.271504" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="198.445998" cy="128.665530" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="201.554002" cy="126.111234" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="204.662005" cy="125.528272" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="207.770008" cy="121.416854" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="210.878011" cy="120.189565" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="213.986014" cy="116.131841" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="217.094017" cy="114.843187" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="220.202020" cy="112.104798" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="223.310023" cy="110.240853" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="226.418026" cy="108.453614" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="229.526030" cy="107.172631" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="232.634033" cy="104.012361" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="235.742036" cy="102.539615" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="238.850039" cy="99.839579" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="241.958042" cy="97.952622" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="245.066045" cy="95.735831" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="248.174048" cy="93.917909" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="251.282051" cy="90.834345" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="254.390054" cy="89.307905" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="257.498057" cy="87.114126" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="260.606061" cy="85.664390" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="263.714064" cy="82.887649" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="266.822067" cy="79.980508" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="269.930070" cy="77.817411" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="273.038073" cy="76.452052" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="276.146076" cy="76.436711" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="279.254079" cy="75.669655" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="282.362082" cy="66.464988" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="285.470085" cy="65.697932" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="288.578089" cy="63.396765" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="291.686092" cy="62.629710" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="294.794095" cy="58.763749" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="297.902098" cy="59.530805" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="301.010101" cy="54.169086" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="304.118104" cy="54.959153" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="307.226107" cy="49.589764" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="310.334110" cy="50.356819" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="313.442113" cy="47.288597" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="316.550117" cy="47.288597" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="319.658120" cy="44.220374" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="322.766123" cy="43.453319" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="325.874126" cy="39.618040" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="328.982129" cy="38.850985" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="332.090132" cy="38.083929" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="335.198135" cy="35.782762" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="338.306138" cy="31.947484" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="341.414141" cy="31.180428" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="344.522145" cy="30.413373" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="347.630148" cy="29.646317" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="350.738151" cy="30.413373" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="353.846154" cy="23.509872" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="356.954157" cy="21.208705" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="360.062160" cy="21.208705" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="363.170163" cy="18.140482" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="366.278166" cy="17.373427" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="369.386169" cy="15.072260" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="372.494172" cy="15.839315" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="375.602176" cy="12.004037" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="378.710179" cy="11.236982" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" /><circle cx="381.818182" cy="11.236982" r="2.166667" style="stroke: none; stroke-width: 0.000000px; fill: rgb(24.720000%, 24.000000%, 60.000000%); fill-opacity: 1.0" />
<polyline points="-16.000000,236.751340 416.000000,236.751340" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="77.233877" y="239.418007" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>20</mn></math></foreignObject>
<foreignObject x="139.393939" y="239.418007" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>40</mn></math></foreignObject>
<foreignObject x="201.554002" y="239.418007" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>60</mn></math></foreignObject>
<foreignObject x="263.714064" y="239.418007" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>80</mn></math></foreignObject>
<foreignObject x="325.874126" y="239.418007" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>100</mn></math></foreignObject>
<foreignObject x="388.034188" y="239.418007" ox="0.000000" oy="1.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>120</mn></math></foreignObject>
<polyline points="77.233877,236.751340 77.233877,230.084673" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="139.393939,236.751340 139.393939,230.084673" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="201.554002,236.751340 201.554002,230.084673" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="263.714064,236.751340 263.714064,230.084673" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="325.874126,236.751340 325.874126,230.084673" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="388.034188,236.751340 388.034188,230.084673" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="-0.466200,236.751340 -0.466200,232.751340" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="30.613831,236.751340 30.613831,232.751340" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="46.153846,236.751340 46.153846,232.751340" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="61.693862,236.751340 61.693862,232.751340" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="92.773893,236.751340 92.773893,232.751340" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="108.313908,236.751340 108.313908,232.751340" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="123.853924,236.751340 123.853924,232.751340" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="154.933955,236.751340 154.933955,232.751340" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="170.473970,236.751340 170.473970,232.751340" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="186.013986,236.751340 186.013986,232.751340" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="217.094017,236.751340 217.094017,232.751340" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="232.634033,236.751340 232.634033,232.751340" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="248.174048,236.751340 248.174048,232.751340" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="279.254079,236.751340 279.254079,232.751340" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="294.794095,236.751340 294.794095,232.751340" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="310.334110,236.751340 310.334110,232.751340" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="341.414141,236.751340 341.414141,232.751340" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="356.954157,236.751340 356.954157,232.751340" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="372.494172,236.751340 372.494172,232.751340" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="403.574204,236.751340 403.574204,232.751340" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<polyline points="15.073815,260.157867 15.073815,-12.944272" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
<foreignObject x="12.407148" y="198.398558" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>50</mn></math></foreignObject>
<foreignObject x="12.407148" y="160.045776" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>100</mn></math></foreignObject>
<foreignObject x="12.407148" y="121.692994" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>150</mn></math></foreignObject>
<foreignObject x="12.407148" y="83.340212" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>200</mn></math></foreignObject>
<foreignObject x="12.407148" y="44.987430" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>250</mn></math></foreignObject>
<foreignObject x="12.407148" y="6.634648" ox="1.000000" oy="0.000000" style="stroke: none; fill: none; color: rgb(0.000000%, 0.000000%, 0.000000%)"><math><mn>300</mn></math></foreignObject>
<polyline points="15.073815,198.398558 21.740482,198.398558" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="15.073815,160.045776 21.740482,160.045776" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="15.073815,121.692994 21.740482,121.692994" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="15.073815,83.340212 21.740482,83.340212" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="15.073815,44.987430 21.740482,44.987430" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="15.073815,6.634648 21.740482,6.634648" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="15.073815,252.092453 19.073815,252.092453" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="15.073815,244.421896 19.073815,244.421896" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="15.073815,229.080784 19.073815,229.080784" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="15.073815,221.410227 19.073815,221.410227" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="15.073815,213.739671 19.073815,213.739671" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="15.073815,206.069114 19.073815,206.069114" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="15.073815,190.728002 19.073815,190.728002" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="15.073815,183.057445 19.073815,183.057445" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="15.073815,175.386889 19.073815,175.386889" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="15.073815,167.716332 19.073815,167.716332" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="15.073815,152.375220 19.073815,152.375220" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="15.073815,144.704663 19.073815,144.704663" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="15.073815,137.034107 19.073815,137.034107" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="15.073815,129.363550 19.073815,129.363550" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="15.073815,114.022438 19.073815,114.022438" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="15.073815,106.351881 19.073815,106.351881" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="15.073815,98.681325 19.073815,98.681325" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="15.073815,91.010768 19.073815,91.010768" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="15.073815,75.669655 19.073815,75.669655" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="15.073815,67.999099 19.073815,67.999099" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="15.073815,60.328543 19.073815,60.328543" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="15.073815,52.657986 19.073815,52.657986" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="15.073815,37.316873 19.073815,37.316873" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="15.073815,29.646317 19.073815,29.646317" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="15.073815,21.975761 19.073815,21.975761" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="15.073815,14.305204 19.073815,14.305204" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" /><polyline points="15.073815,-1.035909 19.073815,-1.035909" style="stroke: rgb(0.000000%, 0.000000%, 0.000000%); stroke-opacity: 1; stroke-width: 0.666667px; fill: none" />
            </svg>
        "/></mstyle></math>
p16971
sg15
I10
sass(g1709
VCalculus
p16972
VD
p16973
I0
tp16974
(dp16975
g6
VD[x^3 + x^2, x]
p16976
sg8
(lp16977
(dp16978
g11
(lp16979
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mrow><mn>2</mn> <mo>&nbsp;</mo> <mi>x</mi></mrow> <mo>+</mo> <mrow><mn>3</mn> <mo>&nbsp;</mo> <msup><mi>x</mi> <mn>2</mn></msup></mrow></mrow></mstyle></math>
p16980
sg15
I1
sass(g1709
g16972
g16973
I1
tp16981
(dp16982
g6
VD[x^3 + x^2, {x, 2}]
p16983
sg8
(lp16984
(dp16985
g11
(lp16986
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>2</mn> <mo>+</mo> <mrow><mn>6</mn> <mo>&nbsp;</mo> <mi>x</mi></mrow></mrow></mstyle></math>
p16987
sg15
I2
sass(g1709
g16972
g16973
I2
tp16988
(dp16989
g6
VD[Sin[Cos[x]], x]
p16990
sg8
(lp16991
(dp16992
g11
(lp16993
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>-</mo> <mrow><mrow><mi>Cos</mi> <mo>[</mo> <mrow><mi>Cos</mi> <mo>[</mo> <mi>x</mi> <mo>]</mo></mrow> <mo>]</mo></mrow> <mo>&nbsp;</mo> <mrow><mi>Sin</mi> <mo>[</mo> <mi>x</mi> <mo>]</mo></mrow></mrow></mrow></mstyle></math>
p16994
sg15
I3
sass(g1709
g16972
g16973
I3
tp16995
(dp16996
g6
VD[Sin[x], {x, 2}]
p16997
sg8
(lp16998
(dp16999
g11
(lp17000
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>-</mo> <mrow><mi>Sin</mi> <mo>[</mo> <mi>x</mi> <mo>]</mo></mrow></mrow></mstyle></math>
p17001
sg15
I4
sass(g1709
g16972
g16973
I4
tp17002
(dp17003
g6
VD[Cos[t], {t, 2}]
p17004
sg8
(lp17005
(dp17006
g11
(lp17007
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>-</mo> <mrow><mi>Cos</mi> <mo>[</mo> <mi>t</mi> <mo>]</mo></mrow></mrow></mstyle></math>
p17008
sg15
I5
sass(g1709
g16972
g16973
I5
tp17009
(dp17010
g6
VD[y, x]
p17011
sg8
(lp17012
(dp17013
g11
(lp17014
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0</mn></mstyle></math>
p17015
sg15
I6
sass(g1709
g16972
g16973
I6
tp17016
(dp17017
g6
VD[x, x]
p17018
sg8
(lp17019
(dp17020
g11
(lp17021
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>1</mn></mstyle></math>
p17022
sg15
I7
sass(g1709
g16972
g16973
I7
tp17023
(dp17024
g6
VD[x + y, x]
p17025
sg8
(lp17026
(dp17027
g11
(lp17028
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>1</mn></mstyle></math>
p17029
sg15
I8
sass(g1709
g16972
g16973
I8
tp17030
(dp17031
g6
VD[f[x], x]
p17032
sg8
(lp17033
(dp17034
g11
(lp17035
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><msup><mi>f</mi> <mo>\u2032</mo></msup> <mo>[</mo> <mi>x</mi> <mo>]</mo></mrow></mstyle></math>
p17036
sg15
I9
sass(g1709
g16972
g16973
I9
tp17037
(dp17038
g6
VD[f[x, x], x]
p17039
sg8
(lp17040
(dp17041
g11
(lp17042
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mrow><msup><mi>f</mi> <mrow><mo>(</mo> <mn>0</mn> <mo>,</mo> <mn>1</mn> <mo>)</mo></mrow></msup> <mo>[</mo> <mrow><mi>x</mi> <mo>,</mo> <mi>x</mi></mrow> <mo>]</mo></mrow> <mo>+</mo> <mrow><msup><mi>f</mi> <mrow><mo>(</mo> <mn>1</mn> <mo>,</mo> <mn>0</mn> <mo>)</mo></mrow></msup> <mo>[</mo> <mrow><mi>x</mi> <mo>,</mo> <mi>x</mi></mrow> <mo>]</mo></mrow></mrow></mstyle></math>
p17043
sg15
I10
sass(g1709
g16972
g16973
I10
tp17044
(dp17045
g6
VD[f[x, x], x] // InputForm
p17046
sg8
(lp17047
(dp17048
g11
(lp17049
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mrow><mrow><mrow><mi>Derivative</mi> <mo>[</mo> <mrow><mn>0</mn> <mtext>,&nbsp;</mtext> <mn>1</mn></mrow> <mo>]</mo></mrow> <mo>[</mo> <mi>f</mi> <mo>]</mo></mrow> <mo>[</mo> <mrow><mi>x</mi> <mtext>,&nbsp;</mtext> <mi>x</mi></mrow> <mo>]</mo></mrow> <mtext>&nbsp;+&nbsp;</mtext> <mrow><mrow><mrow><mi>Derivative</mi> <mo>[</mo> <mrow><mn>1</mn> <mtext>,&nbsp;</mtext> <mn>0</mn></mrow> <mo>]</mo></mrow> <mo>[</mo> <mi>f</mi> <mo>]</mo></mrow> <mo>[</mo> <mrow><mi>x</mi> <mtext>,&nbsp;</mtext> <mi>x</mi></mrow> <mo>]</mo></mrow></mrow></mstyle></math>
p17050
sg15
I11
sass(g1709
g16972
g16973
I11
tp17051
(dp17052
g6
VD[f[2x+1, 2y, x+y], x]
p17053
sg8
(lp17054
(dp17055
g11
(lp17056
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mrow><mn>2</mn> <mo>&nbsp;</mo> <mrow><msup><mi>f</mi> <mrow><mo>(</mo> <mn>1</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>)</mo></mrow></msup> <mo>[</mo> <mrow><mrow><mn>1</mn> <mo>+</mo> <mrow><mn>2</mn> <mo>&nbsp;</mo> <mi>x</mi></mrow></mrow> <mo>,</mo> <mrow><mn>2</mn> <mo>&nbsp;</mo> <mi>y</mi></mrow> <mo>,</mo> <mrow><mi>x</mi> <mo>+</mo> <mi>y</mi></mrow></mrow> <mo>]</mo></mrow></mrow> <mo>+</mo> <mrow><msup><mi>f</mi> <mrow><mo>(</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>1</mn> <mo>)</mo></mrow></msup> <mo>[</mo> <mrow><mrow><mn>1</mn> <mo>+</mo> <mrow><mn>2</mn> <mo>&nbsp;</mo> <mi>x</mi></mrow></mrow> <mo>,</mo> <mrow><mn>2</mn> <mo>&nbsp;</mo> <mi>y</mi></mrow> <mo>,</mo> <mrow><mi>x</mi> <mo>+</mo> <mi>y</mi></mrow></mrow> <mo>]</mo></mrow></mrow></mstyle></math>
p17057
sg15
I12
sass(g1709
g16972
g16973
I12
tp17058
(dp17059
g6
VD[f[x^2, x, 2y], {x,2}, y] // Expand
p17060
sg8
(lp17061
(dp17062
g11
(lp17063
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mrow><mn>8</mn> <mo>&nbsp;</mo> <mi>x</mi> <mo>&nbsp;</mo> <mrow><msup><mi>f</mi> <mrow><mo>(</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>)</mo></mrow></msup> <mo>[</mo> <mrow><msup><mi>x</mi> <mn>2</mn></msup> <mo>,</mo> <mi>x</mi> <mo>,</mo> <mrow><mn>2</mn> <mo>&nbsp;</mo> <mi>y</mi></mrow></mrow> <mo>]</mo></mrow></mrow> <mo>+</mo> <mrow><mn>8</mn> <mo>&nbsp;</mo> <msup><mi>x</mi> <mn>2</mn></msup> <mo>&nbsp;</mo> <mrow><msup><mi>f</mi> <mrow><mo>(</mo> <mn>2</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>1</mn> <mo>)</mo></mrow></msup> <mo>[</mo> <mrow><msup><mi>x</mi> <mn>2</mn></msup> <mo>,</mo> <mi>x</mi> <mo>,</mo> <mrow><mn>2</mn> <mo>&nbsp;</mo> <mi>y</mi></mrow></mrow> <mo>]</mo></mrow></mrow> <mo>+</mo> <mrow><mn>2</mn> <mo>&nbsp;</mo> <mrow><msup><mi>f</mi> <mrow><mo>(</mo> <mn>0</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>1</mn> <mo>)</mo></mrow></msup> <mo>[</mo> <mrow><msup><mi>x</mi> <mn>2</mn></msup> <mo>,</mo> <mi>x</mi> <mo>,</mo> <mrow><mn>2</mn> <mo>&nbsp;</mo> <mi>y</mi></mrow></mrow> <mo>]</mo></mrow></mrow> <mo>+</mo> <mrow><mn>4</mn> <mo>&nbsp;</mo> <mrow><msup><mi>f</mi> <mrow><mo>(</mo> <mn>1</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>1</mn> <mo>)</mo></mrow></msup> <mo>[</mo> <mrow><msup><mi>x</mi> <mn>2</mn></msup> <mo>,</mo> <mi>x</mi> <mo>,</mo> <mrow><mn>2</mn> <mo>&nbsp;</mo> <mi>y</mi></mrow></mrow> <mo>]</mo></mrow></mrow></mrow></mstyle></math>
p17064
sg15
I13
sass(g1709
g16972
g16973
I13
tp17065
(dp17066
g6
VD[x ^ 3 * Cos[y], {{x, y}}]
p17067
sg8
(lp17068
(dp17069
g11
(lp17070
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mn>3</mn> <mo>&nbsp;</mo> <msup><mi>x</mi> <mn>2</mn></msup> <mo>&nbsp;</mo> <mrow><mi>Cos</mi> <mo>[</mo> <mi>y</mi> <mo>]</mo></mrow></mrow> <mo>,</mo> <mrow><mo>-</mo> <mrow><msup><mi>x</mi> <mn>3</mn></msup> <mo>&nbsp;</mo> <mrow><mi>Sin</mi> <mo>[</mo> <mi>y</mi> <mo>]</mo></mrow></mrow></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p17071
sg15
I14
sass(g1709
g16972
g16973
I14
tp17072
(dp17073
g6
VD[Sin[x] * Cos[y], {{x,y}, 2}]
p17074
sg8
(lp17075
(dp17076
g11
(lp17077
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mrow><mo>-</mo> <mrow><mrow><mi>Cos</mi> <mo>[</mo> <mi>y</mi> <mo>]</mo></mrow> <mo>&nbsp;</mo> <mrow><mi>Sin</mi> <mo>[</mo> <mi>x</mi> <mo>]</mo></mrow></mrow></mrow> <mo>,</mo> <mrow><mo>-</mo> <mrow><mrow><mi>Cos</mi> <mo>[</mo> <mi>x</mi> <mo>]</mo></mrow> <mo>&nbsp;</mo> <mrow><mi>Sin</mi> <mo>[</mo> <mi>y</mi> <mo>]</mo></mrow></mrow></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mrow><mo>-</mo> <mrow><mrow><mi>Cos</mi> <mo>[</mo> <mi>x</mi> <mo>]</mo></mrow> <mo>&nbsp;</mo> <mrow><mi>Sin</mi> <mo>[</mo> <mi>y</mi> <mo>]</mo></mrow></mrow></mrow> <mo>,</mo> <mrow><mo>-</mo> <mrow><mrow><mi>Cos</mi> <mo>[</mo> <mi>y</mi> <mo>]</mo></mrow> <mo>&nbsp;</mo> <mrow><mi>Sin</mi> <mo>[</mo> <mi>x</mi> <mo>]</mo></mrow></mrow></mrow></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p17078
sg15
I15
sass(g1709
g16972
VDerivative
p17079
I0
tp17080
(dp17081
g6
VDerivative[1][Sin]
p17082
sg8
(lp17083
(dp17084
g11
(lp17085
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mrow><mi>Cos</mi> <mo>[</mo> <mtext>#1</mtext> <mo>]</mo></mrow> <mo>&amp;</mo></mrow></mstyle></math>
p17086
sg15
I1
sass(g1709
g16972
g17079
I1
tp17087
(dp17088
g6
VDerivative[3][Sin]
p17089
sg8
(lp17090
(dp17091
g11
(lp17092
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mrow><mo>-</mo> <mrow><mi>Cos</mi> <mo>[</mo> <mtext>#1</mtext> <mo>]</mo></mrow></mrow> <mo>&amp;</mo></mrow></mstyle></math>
p17093
sg15
I2
sass(g1709
g16972
g17079
I2
tp17094
(dp17095
g6
VDerivative[2][# ^ 3&]
p17096
sg8
(lp17097
(dp17098
g11
(lp17099
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mrow><mn>6</mn> <mo>&nbsp;</mo> <mtext>#1</mtext></mrow> <mo>&amp;</mo></mrow></mstyle></math>
p17100
sg15
I3
sass(g1709
g16972
g17079
I3
tp17101
(dp17102
g6
VSin'[x]
p17103
sg8
(lp17104
(dp17105
g11
(lp17106
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Cos</mi> <mo>[</mo> <mi>x</mi> <mo>]</mo></mrow></mstyle></math>
p17107
sg15
I4
sass(g1709
g16972
g17079
I4
tp17108
(dp17109
g6
V(# ^ 4&)''
p17110
sg8
(lp17111
(dp17112
g11
(lp17113
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mrow><mn>12</mn> <mo>&nbsp;</mo> <msup><mtext>#1</mtext> <mn>2</mn></msup></mrow> <mo>&amp;</mo></mrow></mstyle></math>
p17114
sg15
I5
sass(g1709
g16972
g17079
I5
tp17115
(dp17116
g6
Vf'[x] // InputForm
p17117
sg8
(lp17118
(dp17119
g11
(lp17120
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mrow><mrow><mi>Derivative</mi> <mo>[</mo> <mn>1</mn> <mo>]</mo></mrow> <mo>[</mo> <mi>f</mi> <mo>]</mo></mrow> <mo>[</mo> <mi>x</mi> <mo>]</mo></mrow></mstyle></math>
p17121
sg15
I6
sass(g1709
g16972
g17079
I6
tp17122
(dp17123
g6
VDerivative[1][#2 Sin[#1]+Cos[#2]&]
p17124
sg8
(lp17125
(dp17126
g11
(lp17127
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mrow><mrow><mi>Cos</mi> <mo>[</mo> <mtext>#1</mtext> <mo>]</mo></mrow> <mo>&nbsp;</mo> <mtext>#2</mtext></mrow> <mo>&amp;</mo></mrow></mstyle></math>
p17128
sg15
I7
sass(g1709
g16972
g17079
I7
tp17129
(dp17130
g6
VDerivative[1,2][#2^3 Sin[#1]+Cos[#2]&]
p17131
sg8
(lp17132
(dp17133
g11
(lp17134
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mrow><mn>6</mn> <mo>&nbsp;</mo> <mrow><mi>Cos</mi> <mo>[</mo> <mtext>#1</mtext> <mo>]</mo></mrow> <mo>&nbsp;</mo> <mtext>#2</mtext></mrow> <mo>&amp;</mo></mrow></mstyle></math>
p17135
sg15
I8
sass(g1709
g16972
g17079
I8
tp17136
(dp17137
g6
VDerivative[1,2,1][#2^3 Sin[#1]+Cos[#2]&]
p17138
sg8
(lp17139
(dp17140
g11
(lp17141
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>0</mn> <mo>&amp;</mo></mrow></mstyle></math>
p17142
sg15
I9
sass(g1709
g16972
g17079
I9
tp17143
(dp17144
g6
VDerivative[0,0,0][a+b+c]
p17145
sg8
(lp17146
(dp17147
g11
(lp17148
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>a</mi> <mo>+</mo> <mi>b</mi> <mo>+</mo> <mi>c</mi></mrow></mstyle></math>
p17149
sg15
I10
sass(g1709
g16972
g17079
I10
tp17150
(dp17151
g6
Vf[x_] := x ^ 2
p17152
sg8
(lp17153
(dp17154
g11
(lp17155
sg13
Nsg15
I11
sass(g1709
g16972
g17079
I11
tp17156
(dp17157
g6
Vf'[x]
p17158
sg8
(lp17159
(dp17160
g11
(lp17161
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>2</mn> <mo>&nbsp;</mo> <mi>x</mi></mrow></mstyle></math>
p17162
sg15
I12
sass(g1709
g16972
g17079
I12
tp17163
(dp17164
g6
VDerivative[2, 1][h]
p17165
sg8
(lp17166
(dp17167
g11
(lp17168
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><msup><mi>h</mi> <mrow><mo>(</mo> <mn>2</mn> <mo>,</mo> <mn>1</mn> <mo>)</mo></mrow></msup></mstyle></math>
p17169
sg15
I13
sass(g1709
g16972
g17079
I13
tp17170
(dp17171
g6
VDerivative[2, 0, 1, 0][h[g]]
p17172
sg8
(lp17173
(dp17174
g11
(lp17175
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><msup><mrow><mi>h</mi> <mo>[</mo> <mi>g</mi> <mo>]</mo></mrow> <mrow><mo>(</mo> <mn>2</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>0</mn> <mo>)</mo></mrow></msup></mstyle></math>
p17176
sg15
I14
sass(g1709
g16972
VDiscreteLimit
p17177
I0
tp17178
(dp17179
g6
VDiscreteLimit[n/(n + 1), n -> Infinity]
p17180
sg8
(lp17181
(dp17182
g11
(lp17183
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>1</mn></mstyle></math>
p17184
sg15
I1
sass(g1709
g16972
g17177
I1
tp17185
(dp17186
g6
VDiscreteLimit[f[n], n -> Infinity]
p17187
sg8
(lp17188
(dp17189
g11
(lp17190
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>f</mi> <mo>[</mo> <mi>\u221e</mi> <mo>]</mo></mrow></mstyle></math>
p17191
sg15
I2
sass(g1709
g16972
VFindRoot
p17192
I0
tp17193
(dp17194
g6
VFindRoot[Cos[x], {x, 1}]
p17195
sg8
(lp17196
(dp17197
g11
(lp17198
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>x</mi> <mo>-&gt;</mo> <mn>1.5708</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p17199
sg15
I1
sass(g1709
g16972
g17192
I1
tp17200
(dp17201
g6
VFindRoot[Sin[x] + Exp[x],{x, 0}]
p17202
sg8
(lp17203
(dp17204
g11
(lp17205
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>x</mi> <mo>-&gt;</mo> <mtext>-0.588533</mtext></mrow> <mo>}</mo></mrow></mstyle></math>
p17206
sg15
I2
sass(g1709
g16972
g17192
I2
tp17207
(dp17208
g6
VFindRoot[Sin[x] + Exp[x] == Pi,{x, 0}]
p17209
sg8
(lp17210
(dp17211
g11
(lp17212
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>x</mi> <mo>-&gt;</mo> <mn>0.866815</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p17213
sg15
I3
sass(g1709
g16972
g17192
I3
tp17214
(dp17215
g6
Vx = 3;
p17216
sg8
(lp17217
(dp17218
g11
(lp17219
sg13
Nsg15
I4
sass(g1709
g16972
g17192
I4
tp17220
(dp17221
g6
VFindRoot[Tan[x] + Sin[x] == Pi, {x, 1}]
p17222
sg8
(lp17223
(dp17224
g11
(lp17225
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>3</mn> <mo>-&gt;</mo> <mn>1.14911</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p17226
sg15
I5
sass(g1709
g16972
g17192
I5
tp17227
(dp17228
g6
VClear[x]
p17229
sg8
(lp17230
(dp17231
g11
(lp17232
sg13
Nsg15
I6
sass(g1709
g16972
g17192
I6
tp17233
(dp17234
g6
VFindRoot[x^2 + x + 1, {x, 1}]
p17235
sg8
(lp17236
(dp17237
g11
(lp17238
(dp17239
g149
I01
sg150
VFindRoot
p17240
sg152
Vmaxiter
p17241
sg154
VFindRoot::maxiter
p17242
sg156
VThe maximum number of iterations was exceeded. The result might be inaccurate.
p17243
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>x</mi> <mo>-&gt;</mo> <mtext>-1.</mtext></mrow> <mo>}</mo></mrow></mstyle></math>
p17244
sg15
I7
sass(g1709
g16972
g17192
I7
tp17245
(dp17246
g6
VFindRoot[x ^ 2 + x + 1, {x, -I}]
p17247
sg8
(lp17248
(dp17249
g11
(lp17250
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>x</mi> <mo>-&gt;</mo> <mrow><mtext>-0.5</mtext> <mo>-</mo> <mrow><mn>0.866025</mn> <mo>&nbsp;</mo> <mi>I</mi></mrow></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p17251
sg15
I8
sass(g1709
g16972
g17192
I8
tp17252
(dp17253
g6
VFindRoot[f[x] == 0, {x, 0}]
p17254
sg8
(lp17255
(dp17256
g11
(lp17257
(dp17258
g149
I01
sg150
VFindRoot
p17259
sg152
Vnnum
p17260
sg154
VFindRoot::nnum
p17261
sg156
VThe function value is not a number at x = 0..
p17262
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>FindRoot</mi> <mo>[</mo> <mrow><mrow><mrow><mi>f</mi> <mo>[</mo> <mi>x</mi> <mo>]</mo></mrow> <mo>-</mo> <mn>0</mn></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>x</mi> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow></mrow> <mo>]</mo></mrow></mstyle></math>
p17263
sg15
I9
sass(g1709
g16972
g17192
I9
tp17264
(dp17265
g6
VFindRoot[Sin[x] == x, {x, 0}]
p17266
sg8
(lp17267
(dp17268
g11
(lp17269
(dp17270
g149
I01
sg150
VFindRoot
p17271
sg152
Vdsing
p17272
sg154
VFindRoot::dsing
p17273
sg156
VEncountered a singular derivative at the point x = 0..
p17274
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>FindRoot</mi> <mo>[</mo> <mrow><mrow><mrow><mi>Sin</mi> <mo>[</mo> <mi>x</mi> <mo>]</mo></mrow> <mo>-</mo> <mi>x</mi></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>x</mi> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow></mrow> <mo>]</mo></mrow></mstyle></math>
p17275
sg15
I10
sass(g1709
g16972
VIntegers
p17276
I0
tp17277
(dp17278
g6
VSolve[-4 - 4 x + x^4 + x^5 == 0, x, Integers]
p17279
sg8
(lp17280
(dp17281
g11
(lp17282
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mo>{</mo> <mrow><mi>x</mi> <mo>-&gt;</mo> <mtext>-1</mtext></mrow> <mo>}</mo></mrow> <mo>}</mo></mrow></mstyle></math>
p17283
sg15
I1
sass(g1709
g16972
g17276
I1
tp17284
(dp17285
g6
VSolve[x^4 == 4, x, Integers]
p17286
sg8
(lp17287
(dp17288
g11
(lp17289
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mo>}</mo></mrow></mstyle></math>
p17290
sg15
I2
sass(g1709
g16972
VIntegrate
p17291
I0
tp17292
(dp17293
g6
VIntegrate[6 x ^ 2 + 3 x ^ 2 - 4 x + 10, x]
p17294
sg8
(lp17295
(dp17296
g11
(lp17297
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mrow><mn>10</mn> <mo>&nbsp;</mo> <mi>x</mi></mrow> <mo>-</mo> <mrow><mn>2</mn> <mo>&nbsp;</mo> <msup><mi>x</mi> <mn>2</mn></msup></mrow> <mo>+</mo> <mrow><mn>3</mn> <mo>&nbsp;</mo> <msup><mi>x</mi> <mn>3</mn></msup></mrow></mrow></mstyle></math>
p17298
sg15
I1
sass(g1709
g16972
g17291
I1
tp17299
(dp17300
g6
VIntegrate[Sin[x] ^ 5, x]
p17301
sg8
(lp17302
(dp17303
g11
(lp17304
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mrow><mo>-</mo> <mrow><mi>Cos</mi> <mo>[</mo> <mi>x</mi> <mo>]</mo></mrow></mrow> <mo>-</mo> <mfrac><msup><mrow><mi>Cos</mi> <mo>[</mo> <mi>x</mi> <mo>]</mo></mrow> <mn>5</mn></msup> <mn>5</mn></mfrac> <mo>+</mo> <mfrac><mrow><mn>2</mn> <mo>&nbsp;</mo> <msup><mrow><mi>Cos</mi> <mo>[</mo> <mi>x</mi> <mo>]</mo></mrow> <mn>3</mn></msup></mrow> <mn>3</mn></mfrac></mrow></mstyle></math>
p17305
sg15
I2
sass(g1709
g16972
g17291
I2
tp17306
(dp17307
g6
VIntegrate[x ^ 2 + x, {x, 1, 3}]
p17308
sg8
(lp17309
(dp17310
g11
(lp17311
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mfrac><mn>38</mn> <mn>3</mn></mfrac></mstyle></math>
p17312
sg15
I3
sass(g1709
g16972
g17291
I3
tp17313
(dp17314
g6
VIntegrate[Sin[x], {x, 0, Pi/2}]
p17315
sg8
(lp17316
(dp17317
g11
(lp17318
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>1</mn></mstyle></math>
p17319
sg15
I4
sass(g1709
g16972
g17291
I4
tp17320
(dp17321
g6
VIntegrate[1 / (1 - 4 x + x^2), x]
p17322
sg8
(lp17323
(dp17324
g11
(lp17325
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mrow><mo>-</mo> <mfrac><mrow><msqrt><mn>3</mn></msqrt> <mo>&nbsp;</mo> <mrow><mi>Log</mi> <mo>[</mo> <mrow><mtext>-2</mtext> <mo>+</mo> <msqrt><mn>3</mn></msqrt> <mo>+</mo> <mi>x</mi></mrow> <mo>]</mo></mrow></mrow> <mn>6</mn></mfrac></mrow> <mo>+</mo> <mfrac><mrow><msqrt><mn>3</mn></msqrt> <mo>&nbsp;</mo> <mrow><mi>Log</mi> <mo>[</mo> <mrow><mtext>-2</mtext> <mo>-</mo> <msqrt><mn>3</mn></msqrt> <mo>+</mo> <mi>x</mi></mrow> <mo>]</mo></mrow></mrow> <mn>6</mn></mfrac></mrow></mstyle></math>
p17326
sg15
I5
sass(g1709
g16972
g17291
I5
tp17327
(dp17328
g6
VIntegrate[4 Sin[x] Cos[x], x]
p17329
sg8
(lp17330
(dp17331
g11
(lp17332
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>2</mn> <mo>&nbsp;</mo> <msup><mrow><mi>Sin</mi> <mo>[</mo> <mi>x</mi> <mo>]</mo></mrow> <mn>2</mn></msup></mrow></mstyle></math>
p17333
sg15
I6
sass(g1709
g16972
g17291
I7
tp17334
(dp17335
g6
VIntegrate[f[x], {x, a, b}] // TeXForm
p17336
sg8
(lp17337
(dp17338
g11
(lp17339
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mtext>\u005cint_a^bf\u005cleft[x\u005cright]&nbsp;\u005c,&nbsp;dx</mtext></mrow></mstyle></math>
p17340
sg15
I7
sass(g1709
g16972
g17291
I13
tp17341
(dp17342
g6
VIntegrate[Abs[Sin[phi]], {phi, 0, 2Pi}] // N
p17343
sg8
(lp17344
(dp17345
g11
(lp17346
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>4.</mn></mstyle></math>
p17347
sg15
I8
sass(g1709
g16972
g17291
I14
tp17348
(dp17349
g6
V% // Precision
p17350
sg8
(lp17351
(dp17352
g11
(lp17353
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>MachinePrecision</mi></mstyle></math>
p17354
sg15
I9
sass(g1709
g16972
g17291
I20
tp17355
(dp17356
g6
VIntegrate[ArcSin[x / 3], x]
p17357
sg8
(lp17358
(dp17359
g11
(lp17360
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mrow><mi>x</mi> <mo>&nbsp;</mo> <mrow><mi>ArcSin</mi> <mo>[</mo> <mfrac><mi>x</mi> <mn>3</mn></mfrac> <mo>]</mo></mrow></mrow> <mo>+</mo> <msqrt><mrow><mn>9</mn> <mo>-</mo> <msup><mi>x</mi> <mn>2</mn></msup></mrow></msqrt></mrow></mstyle></math>
p17361
sg15
I10
sass(g1709
g16972
g17291
I21
tp17362
(dp17363
g6
VIntegrate[f'[x], {x, a, b}]
p17364
sg8
(lp17365
(dp17366
g11
(lp17367
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mrow><mi>f</mi> <mo>[</mo> <mi>b</mi> <mo>]</mo></mrow> <mo>-</mo> <mrow><mi>f</mi> <mo>[</mo> <mi>a</mi> <mo>]</mo></mrow></mrow></mstyle></math>
p17368
sg15
I11
sass(g1709
g16972
VLimit
p17369
I0
tp17370
(dp17371
g6
VLimit[x, x->2]
p17372
sg8
(lp17373
(dp17374
g11
(lp17375
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>2</mn></mstyle></math>
p17376
sg15
I1
sass(g1709
g16972
g17369
I1
tp17377
(dp17378
g6
VLimit[Sin[x] / x, x->0]
p17379
sg8
(lp17380
(dp17381
g11
(lp17382
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>1</mn></mstyle></math>
p17383
sg15
I2
sass(g1709
g16972
g17369
I2
tp17384
(dp17385
g6
VLimit[1/x, x->0, Direction->-1]
p17386
sg8
(lp17387
(dp17388
g11
(lp17389
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>\u221e</mi></mstyle></math>
p17390
sg15
I3
sass(g1709
g16972
g17369
I3
tp17391
(dp17392
g6
VLimit[1/x, x->0, Direction->1]
p17393
sg8
(lp17394
(dp17395
g11
(lp17396
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>-</mo> <mi>\u221e</mi></mrow></mstyle></math>
p17397
sg15
I4
sass(g1709
g16972
VReals
p17398
I0
tp17399
(dp17400
g6
VSolve[x^3 == 1, x, Reals]
p17401
sg8
(lp17402
(dp17403
g11
(lp17404
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mo>{</mo> <mrow><mi>x</mi> <mo>-&gt;</mo> <mn>1</mn></mrow> <mo>}</mo></mrow> <mo>}</mo></mrow></mstyle></math>
p17405
sg15
I1
sass(g1709
g16972
VRoot
p17406
I0
tp17407
(dp17408
g6
VRoot[#1 ^ 2 - 1&, 1]
p17409
sg8
(lp17410
(dp17411
g11
(lp17412
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>-1</mtext></mstyle></math>
p17413
sg15
I1
sass(g1709
g16972
g17406
I1
tp17414
(dp17415
g6
VRoot[#1 ^ 2 - 1&, 2]
p17416
sg8
(lp17417
(dp17418
g11
(lp17419
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>1</mn></mstyle></math>
p17420
sg15
I2
sass(g1709
g16972
g17406
I2
tp17421
(dp17422
g6
VRoot[#1 ^ 5 + 2 #1 + 1&, 2]
p17423
sg8
(lp17424
(dp17425
g11
(lp17426
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Root</mi> <mo>[</mo> <mrow><mrow><mrow><msup><mtext>#1</mtext> <mn>5</mn></msup> <mo>+</mo> <mrow><mn>2</mn> <mo>&nbsp;</mo> <mtext>#1</mtext></mrow> <mo>+</mo> <mn>1</mn></mrow> <mo>&amp;</mo></mrow> <mo>,</mo> <mn>2</mn></mrow> <mo>]</mo></mrow></mstyle></math>
p17427
sg15
I3
sass(g1709
g16972
VSolve
p17428
I0
tp17429
(dp17430
g6
VSolve[x ^ 2 - 3 x == 4, x]
p17431
sg8
(lp17432
(dp17433
g11
(lp17434
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mi>x</mi> <mo>-&gt;</mo> <mtext>-1</mtext></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>x</mi> <mo>-&gt;</mo> <mn>4</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p17435
sg15
I1
sass(g1709
g16972
g17428
I1
tp17436
(dp17437
g6
VSolve[4 y - 8 == 0, y]
p17438
sg8
(lp17439
(dp17440
g11
(lp17441
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mo>{</mo> <mrow><mi>y</mi> <mo>-&gt;</mo> <mn>2</mn></mrow> <mo>}</mo></mrow> <mo>}</mo></mrow></mstyle></math>
p17442
sg15
I2
sass(g1709
g16972
g17428
I2
tp17443
(dp17444
g6
Vsol = Solve[2 x^2 - 10 x - 12 == 0, x]
p17445
sg8
(lp17446
(dp17447
g11
(lp17448
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mi>x</mi> <mo>-&gt;</mo> <mtext>-1</mtext></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>x</mi> <mo>-&gt;</mo> <mn>6</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p17449
sg15
I3
sass(g1709
g16972
g17428
I3
tp17450
(dp17451
g6
Vx /. sol
p17452
sg8
(lp17453
(dp17454
g11
(lp17455
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mtext>-1</mtext> <mo>,</mo> <mn>6</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p17456
sg15
I4
sass(g1709
g16972
g17428
I4
tp17457
(dp17458
g6
VSolve[x + 1 == x, x]
p17459
sg8
(lp17460
(dp17461
g11
(lp17462
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mo>}</mo></mrow></mstyle></math>
p17463
sg15
I5
sass(g1709
g16972
g17428
I5
tp17464
(dp17465
g6
VSolve[x ^ 2 == x ^ 2, x]
p17466
sg8
(lp17467
(dp17468
g11
(lp17469
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mo>{</mo> <mo>}</mo></mrow> <mo>}</mo></mrow></mstyle></math>
p17470
sg15
I6
sass(g1709
g16972
g17428
I6
tp17471
(dp17472
g6
VSolve[x / (x ^ 2 + 1) == 1, x]
p17473
sg8
(lp17474
(dp17475
g11
(lp17476
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mi>x</mi> <mo>-&gt;</mo> <mrow><mfrac><mn>1</mn> <mn>2</mn></mfrac> <mo>-</mo> <mrow><mfrac><mi>I</mi> <mn>2</mn></mfrac> <mo>&nbsp;</mo> <msqrt><mn>3</mn></msqrt></mrow></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>x</mi> <mo>-&gt;</mo> <mrow><mfrac><mn>1</mn> <mn>2</mn></mfrac> <mo>+</mo> <mrow><mfrac><mi>I</mi> <mn>2</mn></mfrac> <mo>&nbsp;</mo> <msqrt><mn>3</mn></msqrt></mrow></mrow></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p17477
sg15
I7
sass(g1709
g16972
g17428
I7
tp17478
(dp17479
g6
VSolve[(x^2 + 3 x + 2)/(4 x - 2) == 0, x]
p17480
sg8
(lp17481
(dp17482
g11
(lp17483
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mi>x</mi> <mo>-&gt;</mo> <mtext>-2</mtext></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>x</mi> <mo>-&gt;</mo> <mtext>-1</mtext></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p17484
sg15
I8
sass(g1709
g16972
g17428
I8
tp17485
(dp17486
g6
VSolve[Cos[x] == 0, x]
p17487
sg8
(lp17488
(dp17489
g11
(lp17490
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mi>x</mi> <mo>-&gt;</mo> <mfrac><mi>Pi</mi> <mn>2</mn></mfrac></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>x</mi> <mo>-&gt;</mo> <mfrac><mrow><mn>3</mn> <mo>&nbsp;</mo> <mi>Pi</mi></mrow> <mn>2</mn></mfrac></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p17491
sg15
I9
sass(g1709
g16972
g17428
I9
tp17492
(dp17493
g6
VSolve[f[x + y] == 3, f[x + y]]
p17494
sg8
(lp17495
(dp17496
g11
(lp17497
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mo>{</mo> <mrow><mrow><mi>f</mi> <mo>[</mo> <mrow><mi>x</mi> <mo>+</mo> <mi>y</mi></mrow> <mo>]</mo></mrow> <mo>-&gt;</mo> <mn>3</mn></mrow> <mo>}</mo></mrow> <mo>}</mo></mrow></mstyle></math>
p17498
sg15
I10
sass(g1709
g16972
g17428
I10
tp17499
(dp17500
g6
VSolve[a + b == 2, a + b]
p17501
sg8
(lp17502
(dp17503
g11
(lp17504
(dp17505
g149
I01
sg150
VSolve
p17506
sg152
g9279
sg154
VSolve::ivar
p17507
sg156
Va + b is not a valid variable.
p17508
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Solve</mi> <mo>[</mo> <mrow><mrow><mrow><mi>a</mi> <mo>+</mo> <mi>b</mi></mrow> <mo>==</mo> <mn>2</mn></mrow> <mo>,</mo> <mrow><mi>a</mi> <mo>+</mo> <mi>b</mi></mrow></mrow> <mo>]</mo></mrow></mstyle></math>
p17509
sg15
I11
sass(g1709
g16972
g17428
I11
tp17510
(dp17511
g6
Vx = 3;
p17512
sg8
(lp17513
(dp17514
g11
(lp17515
sg13
Nsg15
I12
sass(g1709
g16972
g17428
I12
tp17516
(dp17517
g6
VSolve[x == 2, x]
p17518
sg8
(lp17519
(dp17520
g11
(lp17521
(dp17522
g149
I01
sg150
VSolve
p17523
sg152
g9279
sg154
VSolve::ivar
p17524
sg156
V3 is not a valid variable.
p17525
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Solve</mi> <mo>[</mo> <mrow><mi>False</mi> <mo>,</mo> <mn>3</mn></mrow> <mo>]</mo></mrow></mstyle></math>
p17526
sg15
I13
sass(g1709
g16972
g17428
I13
tp17527
(dp17528
g6
VClear[x]
p17529
sg8
(lp17530
(dp17531
g11
(lp17532
sg13
Nsg15
I14
sass(g1709
g16972
g17428
I14
tp17533
(dp17534
g6
VSolve[a < b, a]
p17535
sg8
(lp17536
(dp17537
g11
(lp17538
(dp17539
g149
I01
sg150
VSolve
p17540
sg152
Veqf
p17541
sg154
VSolve::eqf
p17542
sg156
Va < b is not a well-formed equation.
p17543
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Solve</mi> <mo>[</mo> <mrow><mrow><mi>a</mi> <mo>&lt;</mo> <mi>b</mi></mrow> <mo>,</mo> <mi>a</mi></mrow> <mo>]</mo></mrow></mstyle></math>
p17544
sg15
I15
sass(g1709
g16972
g17428
I15
tp17545
(dp17546
g6
Veqs = {3 x ^ 2 - 3 y == 0, 3 y ^ 2 - 3 x == 0};
p17547
sg8
(lp17548
(dp17549
g11
(lp17550
sg13
Nsg15
I16
sass(g1709
g16972
g17428
I16
tp17551
(dp17552
g6
Vsol = Solve[eqs, {x, y}] // Simplify
p17553
sg8
(lp17554
(dp17555
g11
(lp17556
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mrow><mi>x</mi> <mo>-&gt;</mo> <mn>0</mn></mrow> <mo>,</mo> <mrow><mi>y</mi> <mo>-&gt;</mo> <mn>0</mn></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mrow><mi>x</mi> <mo>-&gt;</mo> <mn>1</mn></mrow> <mo>,</mo> <mrow><mi>y</mi> <mo>-&gt;</mo> <mn>1</mn></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mrow><mi>x</mi> <mo>-&gt;</mo> <mrow><mrow><mo>-</mo> <mfrac><mn>1</mn> <mn>2</mn></mfrac></mrow> <mo>+</mo> <mrow><mfrac><mi>I</mi> <mn>2</mn></mfrac> <mo>&nbsp;</mo> <msqrt><mn>3</mn></msqrt></mrow></mrow></mrow> <mo>,</mo> <mrow><mi>y</mi> <mo>-&gt;</mo> <mrow><mrow><mo>-</mo> <mfrac><mn>1</mn> <mn>2</mn></mfrac></mrow> <mo>-</mo> <mrow><mfrac><mi>I</mi> <mn>2</mn></mfrac> <mo>&nbsp;</mo> <msqrt><mn>3</mn></msqrt></mrow></mrow></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mrow><mi>x</mi> <mo>-&gt;</mo> <mfrac><msup><mrow><mo>(</mo> <mrow><mn>1</mn> <mo>-</mo> <mrow><mi>I</mi> <mo>&nbsp;</mo> <msqrt><mn>3</mn></msqrt></mrow></mrow> <mo>)</mo></mrow> <mn>2</mn></msup> <mn>4</mn></mfrac></mrow> <mo>,</mo> <mrow><mi>y</mi> <mo>-&gt;</mo> <mrow><mrow><mo>-</mo> <mfrac><mn>1</mn> <mn>2</mn></mfrac></mrow> <mo>+</mo> <mrow><mfrac><mi>I</mi> <mn>2</mn></mfrac> <mo>&nbsp;</mo> <msqrt><mn>3</mn></msqrt></mrow></mrow></mrow></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p17557
sg15
I17
sass(g1709
g16972
g17428
I17
tp17558
(dp17559
g6
Veqs /. sol // Simplify
p17560
sg8
(lp17561
(dp17562
g11
(lp17563
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mi>True</mi> <mo>,</mo> <mi>True</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>True</mi> <mo>,</mo> <mi>True</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>False</mi> <mo>,</mo> <mi>False</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>True</mi> <mo>,</mo> <mi>True</mi></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p17564
sg15
I18
sass(g1709
g16972
g17428
I18
tp17565
(dp17566
g6
VSolve[x^2 == 1 && z^2 == -1, {x, y, z}]
p17567
sg8
(lp17568
(dp17569
g11
(lp17570
(dp17571
g149
I01
sg150
VSolve
p17572
sg152
Vsvars
p17573
sg154
VSolve::svars
p17574
sg156
VEquations may not give solutions for all "solve" variables.
p17575
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mrow><mi>x</mi> <mo>-&gt;</mo> <mtext>-1</mtext></mrow> <mo>,</mo> <mrow><mi>z</mi> <mo>-&gt;</mo> <mrow><mo>-</mo> <mi>I</mi></mrow></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mrow><mi>x</mi> <mo>-&gt;</mo> <mtext>-1</mtext></mrow> <mo>,</mo> <mrow><mi>z</mi> <mo>-&gt;</mo> <mi>I</mi></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mrow><mi>x</mi> <mo>-&gt;</mo> <mn>1</mn></mrow> <mo>,</mo> <mrow><mi>z</mi> <mo>-&gt;</mo> <mrow><mo>-</mo> <mi>I</mi></mrow></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mrow><mi>x</mi> <mo>-&gt;</mo> <mn>1</mn></mrow> <mo>,</mo> <mrow><mi>z</mi> <mo>-&gt;</mo> <mi>I</mi></mrow></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p17576
sg15
I19
sass(g1709
g16972
g17428
I19
tp17577
(dp17578
g6
VSolve[x^2 == -1, x, Reals]
p17579
sg8
(lp17580
(dp17581
g11
(lp17582
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mo>}</mo></mrow></mstyle></math>
p17583
sg15
I20
sass(g1709
g16972
g17428
I20
tp17584
(dp17585
g6
VSolve[x^2 == 1, x, Reals]
p17586
sg8
(lp17587
(dp17588
g11
(lp17589
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mi>x</mi> <mo>-&gt;</mo> <mtext>-1</mtext></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>x</mi> <mo>-&gt;</mo> <mn>1</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p17590
sg15
I21
sass(g1709
g16972
g17428
I21
tp17591
(dp17592
g6
VSolve[x^2 == -1, x, Complexes]
p17593
sg8
(lp17594
(dp17595
g11
(lp17596
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mi>x</mi> <mo>-&gt;</mo> <mrow><mo>-</mo> <mi>I</mi></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>x</mi> <mo>-&gt;</mo> <mi>I</mi></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p17597
sg15
I22
sass(g1709
g16972
g17428
I22
tp17598
(dp17599
g6
VSolve[4 - 4 * x^2 - x^4 + x^6 == 0, x, Integers]
p17600
sg8
(lp17601
(dp17602
g11
(lp17603
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mi>x</mi> <mo>-&gt;</mo> <mtext>-1</mtext></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>x</mi> <mo>-&gt;</mo> <mn>1</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p17604
sg15
I23
sass(g1709
VInteger Functions
p17605
VBitLength
p17606
I0
tp17607
(dp17608
g6
VBitLength[1023]
p17609
sg8
(lp17610
(dp17611
g11
(lp17612
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>10</mn></mstyle></math>
p17613
sg15
I1
sass(g1709
g17605
g17606
I1
tp17614
(dp17615
g6
VBitLength[100]
p17616
sg8
(lp17617
(dp17618
g11
(lp17619
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>7</mn></mstyle></math>
p17620
sg15
I2
sass(g1709
g17605
g17606
I2
tp17621
(dp17622
g6
VBitLength[-5]
p17623
sg8
(lp17624
(dp17625
g11
(lp17626
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>3</mn></mstyle></math>
p17627
sg15
I3
sass(g1709
g17605
g17606
I3
tp17628
(dp17629
g6
VBitLength[0]
p17630
sg8
(lp17631
(dp17632
g11
(lp17633
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0</mn></mstyle></math>
p17634
sg15
I4
sass(g1709
g17605
VCeiling
p17635
I0
tp17636
(dp17637
g6
VCeiling[1.2]
p17638
sg8
(lp17639
(dp17640
g11
(lp17641
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>2</mn></mstyle></math>
p17642
sg15
I1
sass(g1709
g17605
g17635
I1
tp17643
(dp17644
g6
VCeiling[3/2]
p17645
sg8
(lp17646
(dp17647
g11
(lp17648
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>2</mn></mstyle></math>
p17649
sg15
I2
sass(g1709
g17605
g17635
I2
tp17650
(dp17651
g6
VCeiling[1.3 + 0.7 I]
p17652
sg8
(lp17653
(dp17654
g11
(lp17655
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>2</mn> <mo>+</mo> <mi>I</mi></mrow></mstyle></math>
p17656
sg15
I3
sass(g1709
g17605
VDigitCount
p17657
I0
tp17658
(dp17659
g6
VDigitCount[1022]
p17660
sg8
(lp17661
(dp17662
g11
(lp17663
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p17664
sg15
I1
sass(g1709
g17605
g17657
I1
tp17665
(dp17666
g6
VDigitCount[Floor[Pi * 10^100]]
p17667
sg8
(lp17668
(dp17669
g11
(lp17670
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>8</mn> <mo>,</mo> <mn>12</mn> <mo>,</mo> <mn>12</mn> <mo>,</mo> <mn>10</mn> <mo>,</mo> <mn>8</mn> <mo>,</mo> <mn>9</mn> <mo>,</mo> <mn>8</mn> <mo>,</mo> <mn>12</mn> <mo>,</mo> <mn>14</mn> <mo>,</mo> <mn>8</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p17671
sg15
I2
sass(g1709
g17605
g17657
I2
tp17672
(dp17673
g6
VDigitCount[1022, 2]
p17674
sg8
(lp17675
(dp17676
g11
(lp17677
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>9</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p17678
sg15
I3
sass(g1709
g17605
g17657
I3
tp17679
(dp17680
g6
VDigitCount[1022, 2, 1]
p17681
sg8
(lp17682
(dp17683
g11
(lp17684
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>9</mn></mstyle></math>
p17685
sg15
I4
sass(g1709
g17605
VFloor
p17686
I0
tp17687
(dp17688
g6
VFloor[10.4]
p17689
sg8
(lp17690
(dp17691
g11
(lp17692
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>10</mn></mstyle></math>
p17693
sg15
I1
sass(g1709
g17605
g17686
I1
tp17694
(dp17695
g6
VFloor[10/3]
p17696
sg8
(lp17697
(dp17698
g11
(lp17699
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>3</mn></mstyle></math>
p17700
sg15
I2
sass(g1709
g17605
g17686
I2
tp17701
(dp17702
g6
VFloor[10]
p17703
sg8
(lp17704
(dp17705
g11
(lp17706
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>10</mn></mstyle></math>
p17707
sg15
I3
sass(g1709
g17605
g17686
I3
tp17708
(dp17709
g6
VFloor[21, 2]
p17710
sg8
(lp17711
(dp17712
g11
(lp17713
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>20</mn></mstyle></math>
p17714
sg15
I4
sass(g1709
g17605
g17686
I4
tp17715
(dp17716
g6
VFloor[2.6, 0.5]
p17717
sg8
(lp17718
(dp17719
g11
(lp17720
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>2.5</mn></mstyle></math>
p17721
sg15
I5
sass(g1709
g17605
g17686
I5
tp17722
(dp17723
g6
VFloor[-10.4]
p17724
sg8
(lp17725
(dp17726
g11
(lp17727
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>-11</mtext></mstyle></math>
p17728
sg15
I6
sass(g1709
g17605
g17686
I6
tp17729
(dp17730
g6
VFloor[1.5 + 2.7 I]
p17731
sg8
(lp17732
(dp17733
g11
(lp17734
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>1</mn> <mo>+</mo> <mrow><mn>2</mn> <mo>&nbsp;</mo> <mi>I</mi></mrow></mrow></mstyle></math>
p17735
sg15
I7
sass(g1709
g17605
g17686
I7
tp17736
(dp17737
g6
VFloor[10.4, -1]
p17738
sg8
(lp17739
(dp17740
g11
(lp17741
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>11</mn></mstyle></math>
p17742
sg15
I8
sass(g1709
g17605
g17686
I8
tp17743
(dp17744
g6
VFloor[-10.4, -1]
p17745
sg8
(lp17746
(dp17747
g11
(lp17748
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>-10</mtext></mstyle></math>
p17749
sg15
I9
sass(g1709
g17605
VFromDigits
p17750
I0
tp17751
(dp17752
g6
VFromDigits["123"]
p17753
sg8
(lp17754
(dp17755
g11
(lp17756
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>123</mn></mstyle></math>
p17757
sg15
I1
sass(g1709
g17605
g17750
I1
tp17758
(dp17759
g6
VFromDigits[{1, 2, 3}]
p17760
sg8
(lp17761
(dp17762
g11
(lp17763
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>123</mn></mstyle></math>
p17764
sg15
I2
sass(g1709
g17605
g17750
I2
tp17765
(dp17766
g6
VFromDigits[{1, 0, 1}, 1000]
p17767
sg8
(lp17768
(dp17769
g11
(lp17770
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>1000001</mn></mstyle></math>
p17771
sg15
I3
sass(g1709
g17605
g17750
I3
tp17772
(dp17773
g6
VFromDigits[{a, b, c}, 5]
p17774
sg8
(lp17775
(dp17776
g11
(lp17777
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>c</mi> <mo>+</mo> <mrow><mn>5</mn> <mo>&nbsp;</mo> <mrow><mo>(</mo> <mrow><mrow><mn>5</mn> <mo>&nbsp;</mo> <mi>a</mi></mrow> <mo>+</mo> <mi>b</mi></mrow> <mo>)</mo></mrow></mrow></mrow></mstyle></math>
p17778
sg15
I4
sass(g1709
g17605
g17750
I4
tp17779
(dp17780
g6
VFromDigits["a0"]
p17781
sg8
(lp17782
(dp17783
g11
(lp17784
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>100</mn></mstyle></math>
p17785
sg15
I5
sass(g1709
g17605
g17750
I5
tp17786
(dp17787
g6
VFromDigits["a0", 16]
p17788
sg8
(lp17789
(dp17790
g11
(lp17791
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>160</mn></mstyle></math>
p17792
sg15
I6
sass(g1709
g17605
g17750
I6
tp17793
(dp17794
g6
VFromDigits[{}]
p17795
sg8
(lp17796
(dp17797
g11
(lp17798
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0</mn></mstyle></math>
p17799
sg15
I7
sass(g1709
g17605
g17750
I7
tp17800
(dp17801
g6
VFromDigits[""]
p17802
sg8
(lp17803
(dp17804
g11
(lp17805
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0</mn></mstyle></math>
p17806
sg15
I8
sass(g1709
g17605
VIntegerDigits
p17807
I0
tp17808
(dp17809
g6
VIntegerDigits[12345]
p17810
sg8
(lp17811
(dp17812
g11
(lp17813
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>3</mn> <mo>,</mo> <mn>4</mn> <mo>,</mo> <mn>5</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p17814
sg15
I1
sass(g1709
g17605
g17807
I1
tp17815
(dp17816
g6
VIntegerDigits[-500]
p17817
sg8
(lp17818
(dp17819
g11
(lp17820
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>5</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p17821
sg15
I2
sass(g1709
g17605
g17807
I2
tp17822
(dp17823
g6
VIntegerDigits[12345, 10, 8]
p17824
sg8
(lp17825
(dp17826
g11
(lp17827
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>3</mn> <mo>,</mo> <mn>4</mn> <mo>,</mo> <mn>5</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p17828
sg15
I3
sass(g1709
g17605
g17807
I3
tp17829
(dp17830
g6
VIntegerDigits[12345, 10, 3]
p17831
sg8
(lp17832
(dp17833
g11
(lp17834
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>3</mn> <mo>,</mo> <mn>4</mn> <mo>,</mo> <mn>5</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p17835
sg15
I4
sass(g1709
g17605
g17807
I4
tp17836
(dp17837
g6
VIntegerDigits[11, 2]
p17838
sg8
(lp17839
(dp17840
g11
(lp17841
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p17842
sg15
I5
sass(g1709
g17605
g17807
I5
tp17843
(dp17844
g6
VIntegerDigits[123, 8]
p17845
sg8
(lp17846
(dp17847
g11
(lp17848
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>7</mn> <mo>,</mo> <mn>3</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p17849
sg15
I6
sass(g1709
g17605
g17807
I6
tp17850
(dp17851
g6
VIntegerDigits[98765, 20]
p17852
sg8
(lp17853
(dp17854
g11
(lp17855
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>12</mn> <mo>,</mo> <mn>6</mn> <mo>,</mo> <mn>18</mn> <mo>,</mo> <mn>5</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p17856
sg15
I7
sass(g1709
g17605
VIntegerLength
p17857
I0
tp17858
(dp17859
g6
VIntegerLength[123456]
p17860
sg8
(lp17861
(dp17862
g11
(lp17863
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>6</mn></mstyle></math>
p17864
sg15
I1
sass(g1709
g17605
g17857
I1
tp17865
(dp17866
g6
VIntegerLength[10^10000]
p17867
sg8
(lp17868
(dp17869
g11
(lp17870
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>10001</mn></mstyle></math>
p17871
sg15
I2
sass(g1709
g17605
g17857
I2
tp17872
(dp17873
g6
VIntegerLength[-10^1000]
p17874
sg8
(lp17875
(dp17876
g11
(lp17877
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>1001</mn></mstyle></math>
p17878
sg15
I3
sass(g1709
g17605
g17857
I3
tp17879
(dp17880
g6
VIntegerLength[8, 2]
p17881
sg8
(lp17882
(dp17883
g11
(lp17884
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>4</mn></mstyle></math>
p17885
sg15
I4
sass(g1709
g17605
g17857
I4
tp17886
(dp17887
g6
VIntegerLength /@ (10 ^ Range[100]) == Range[2, 101]
p17888
sg8
(lp17889
(dp17890
g11
(lp17891
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p17892
sg15
I5
sass(g1709
g17605
g17857
I5
tp17893
(dp17894
g6
VIntegerLength[3, -2]
p17895
sg8
(lp17896
(dp17897
g11
(lp17898
(dp17899
g149
I01
sg150
VIntegerLength
p17900
sg152
Vbase
p17901
sg154
VIntegerLength::base
p17902
sg156
VBase -2 is not an integer greater than 1.
p17903
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>IntegerLength</mi> <mo>[</mo> <mrow><mn>3</mn> <mo>,</mo> <mtext>-2</mtext></mrow> <mo>]</mo></mrow></mstyle></math>
p17904
sg15
I6
sass(g1709
g17605
g17857
I6
tp17905
(dp17906
g6
VIntegerLength[0]
p17907
sg8
(lp17908
(dp17909
g11
(lp17910
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0</mn></mstyle></math>
p17911
sg15
I7
sass(g1709
g17605
VIntegerReverse
p17912
I0
tp17913
(dp17914
g6
VIntegerReverse[1234]
p17915
sg8
(lp17916
(dp17917
g11
(lp17918
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>4321</mn></mstyle></math>
p17919
sg15
I1
sass(g1709
g17605
g17912
I1
tp17920
(dp17921
g6
VIntegerReverse[1022, 2]
p17922
sg8
(lp17923
(dp17924
g11
(lp17925
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>511</mn></mstyle></math>
p17926
sg15
I2
sass(g1709
g17605
g17912
I2
tp17927
(dp17928
g6
VIntegerReverse[-123]
p17929
sg8
(lp17930
(dp17931
g11
(lp17932
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>321</mn></mstyle></math>
p17933
sg15
I3
sass(g1709
g17605
VIntegerString
p17934
I0
tp17935
(dp17936
g6
VIntegerString[12345]
p17937
sg8
(lp17938
(dp17939
g11
(lp17940
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>12345</mtext></mstyle></math>
p17941
sg15
I1
sass(g1709
g17605
g17934
I1
tp17942
(dp17943
g6
VIntegerString[-500]
p17944
sg8
(lp17945
(dp17946
g11
(lp17947
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>500</mtext></mstyle></math>
p17948
sg15
I2
sass(g1709
g17605
g17934
I2
tp17949
(dp17950
g6
VIntegerString[12345, 10, 8]
p17951
sg8
(lp17952
(dp17953
g11
(lp17954
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>00012345</mtext></mstyle></math>
p17955
sg15
I3
sass(g1709
g17605
g17934
I3
tp17956
(dp17957
g6
VIntegerString[12345, 10, 3]
p17958
sg8
(lp17959
(dp17960
g11
(lp17961
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>345</mtext></mstyle></math>
p17962
sg15
I4
sass(g1709
g17605
g17934
I4
tp17963
(dp17964
g6
VIntegerString[11, 2]
p17965
sg8
(lp17966
(dp17967
g11
(lp17968
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>1011</mtext></mstyle></math>
p17969
sg15
I5
sass(g1709
g17605
g17934
I5
tp17970
(dp17971
g6
VIntegerString[123, 8]
p17972
sg8
(lp17973
(dp17974
g11
(lp17975
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>173</mtext></mstyle></math>
p17976
sg15
I6
sass(g1709
g17605
g17934
I6
tp17977
(dp17978
g6
VIntegerString[32767, 16]
p17979
sg8
(lp17980
(dp17981
g11
(lp17982
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>7fff</mtext></mstyle></math>
p17983
sg15
I7
sass(g1709
g17605
g17934
I7
tp17984
(dp17985
g6
VIntegerString[98765, 20]
p17986
sg8
(lp17987
(dp17988
g11
(lp17989
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>c6i5</mtext></mstyle></math>
p17990
sg15
I8
sass(g1709
VList Functions
p17991
VAccumulate
p17992
I0
tp17993
(dp17994
g6
VAccumulate[{1, 2, 3}]
p17995
sg8
(lp17996
(dp17997
g11
(lp17998
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>3</mn> <mo>,</mo> <mn>6</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p17999
sg15
I1
sass(g1709
g17991
VAppend
p18000
I0
tp18001
(dp18002
g6
VAppend[{1, 2, 3}, 4]
p18003
sg8
(lp18004
(dp18005
g11
(lp18006
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>3</mn> <mo>,</mo> <mn>4</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p18007
sg15
I1
sass(g1709
g17991
g18000
I1
tp18008
(dp18009
g6
VAppend[f[a, b], c]
p18010
sg8
(lp18011
(dp18012
g11
(lp18013
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>f</mi> <mo>[</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>c</mi></mrow> <mo>]</mo></mrow></mstyle></math>
p18014
sg15
I2
sass(g1709
g17991
g18000
I2
tp18015
(dp18016
g6
VAppend[{a, b}, {c, d}]
p18017
sg8
(lp18018
(dp18019
g11
(lp18020
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>c</mi> <mo>,</mo> <mi>d</mi></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p18021
sg15
I3
sass(g1709
g17991
VAppendTo
p18022
I0
tp18023
(dp18024
g6
Vs = {};
p18025
sg8
(lp18026
(dp18027
g11
(lp18028
sg13
Nsg15
I1
sass(g1709
g17991
g18022
I1
tp18029
(dp18030
g6
VAppendTo[s, 1]
p18031
sg8
(lp18032
(dp18033
g11
(lp18034
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mn>1</mn> <mo>}</mo></mrow></mstyle></math>
p18035
sg15
I2
sass(g1709
g17991
g18022
I2
tp18036
(dp18037
g6
g9714
sg8
(lp18038
(dp18039
g11
(lp18040
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mn>1</mn> <mo>}</mo></mrow></mstyle></math>
p18041
sg15
I3
sass(g1709
g17991
g18022
I3
tp18042
(dp18043
g6
Vy = f[];
p18044
sg8
(lp18045
(dp18046
g11
(lp18047
sg13
Nsg15
I4
sass(g1709
g17991
g18022
I4
tp18048
(dp18049
g6
VAppendTo[y, x]
p18050
sg8
(lp18051
(dp18052
g11
(lp18053
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>f</mi> <mo>[</mo> <mi>x</mi> <mo>]</mo></mrow></mstyle></math>
p18054
sg15
I5
sass(g1709
g17991
g18022
I5
tp18055
(dp18056
g6
g9819
sg8
(lp18057
(dp18058
g11
(lp18059
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>f</mi> <mo>[</mo> <mi>x</mi> <mo>]</mo></mrow></mstyle></math>
p18060
sg15
I6
sass(g1709
g17991
VArray
p18061
I0
tp18062
(dp18063
g6
VArray[f, 4]
p18064
sg8
(lp18065
(dp18066
g11
(lp18067
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mi>f</mi> <mo>[</mo> <mn>1</mn> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mn>2</mn> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mn>3</mn> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mn>4</mn> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p18068
sg15
I1
sass(g1709
g17991
g18061
I1
tp18069
(dp18070
g6
VArray[f, {2, 3}]
p18071
sg8
(lp18072
(dp18073
g11
(lp18074
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mrow><mi>f</mi> <mo>[</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>2</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>3</mn></mrow> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mrow><mi>f</mi> <mo>[</mo> <mrow><mn>2</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mrow><mn>2</mn> <mo>,</mo> <mn>2</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mrow><mn>2</mn> <mo>,</mo> <mn>3</mn></mrow> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p18075
sg15
I2
sass(g1709
g17991
g18061
I2
tp18076
(dp18077
g6
VArray[f, {2, 3}, 3]
p18078
sg8
(lp18079
(dp18080
g11
(lp18081
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mrow><mi>f</mi> <mo>[</mo> <mrow><mn>3</mn> <mo>,</mo> <mn>3</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mrow><mn>3</mn> <mo>,</mo> <mn>4</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mrow><mn>3</mn> <mo>,</mo> <mn>5</mn></mrow> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mrow><mi>f</mi> <mo>[</mo> <mrow><mn>4</mn> <mo>,</mo> <mn>3</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mrow><mn>4</mn> <mo>,</mo> <mn>4</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mrow><mn>4</mn> <mo>,</mo> <mn>5</mn></mrow> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p18082
sg15
I3
sass(g1709
g17991
g18061
I3
tp18083
(dp18084
g6
VArray[f, {2, 3}, {4, 6}]
p18085
sg8
(lp18086
(dp18087
g11
(lp18088
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mrow><mi>f</mi> <mo>[</mo> <mrow><mn>4</mn> <mo>,</mo> <mn>6</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mrow><mn>4</mn> <mo>,</mo> <mn>7</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mrow><mn>4</mn> <mo>,</mo> <mn>8</mn></mrow> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mrow><mi>f</mi> <mo>[</mo> <mrow><mn>5</mn> <mo>,</mo> <mn>6</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mrow><mn>5</mn> <mo>,</mo> <mn>7</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mrow><mn>5</mn> <mo>,</mo> <mn>8</mn></mrow> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p18089
sg15
I4
sass(g1709
g17991
g18061
I4
tp18090
(dp18091
g6
VArray[f, {2, 3}, 1, Plus]
p18092
sg8
(lp18093
(dp18094
g11
(lp18095
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mrow><mi>f</mi> <mo>[</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>]</mo></mrow> <mo>+</mo> <mrow><mi>f</mi> <mo>[</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>2</mn></mrow> <mo>]</mo></mrow> <mo>+</mo> <mrow><mi>f</mi> <mo>[</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>3</mn></mrow> <mo>]</mo></mrow> <mo>+</mo> <mrow><mi>f</mi> <mo>[</mo> <mrow><mn>2</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>]</mo></mrow> <mo>+</mo> <mrow><mi>f</mi> <mo>[</mo> <mrow><mn>2</mn> <mo>,</mo> <mn>2</mn></mrow> <mo>]</mo></mrow> <mo>+</mo> <mrow><mi>f</mi> <mo>[</mo> <mrow><mn>2</mn> <mo>,</mo> <mn>3</mn></mrow> <mo>]</mo></mrow></mrow></mstyle></math>
p18096
sg15
I5
sass(g1709
g17991
VAssociation
p18097
I0
tp18098
(dp18099
g6
VHead[<|a -> x, b -> y, c -> z|>]
p18100
sg8
(lp18101
(dp18102
g11
(lp18103
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>Association</mi></mstyle></math>
p18104
sg15
I1
sass(g1709
g17991
g18097
I1
tp18105
(dp18106
g6
V<|a -> x, b -> y|>
p18107
sg8
(lp18108
(dp18109
g11
(lp18110
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mtext>&lt;|</mtext> <mrow><mrow><mi>a</mi> <mo>-&gt;</mo> <mi>x</mi></mrow> <mo>,</mo> <mrow><mi>b</mi> <mo>-&gt;</mo> <mi>y</mi></mrow></mrow> <mtext>|&gt;</mtext></mrow></mstyle></math>
p18111
sg15
I2
sass(g1709
g17991
g18097
I2
tp18112
(dp18113
g6
VAssociation[{a -> x, b -> y}]
p18114
sg8
(lp18115
(dp18116
g11
(lp18117
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mtext>&lt;|</mtext> <mrow><mrow><mi>a</mi> <mo>-&gt;</mo> <mi>x</mi></mrow> <mo>,</mo> <mrow><mi>b</mi> <mo>-&gt;</mo> <mi>y</mi></mrow></mrow> <mtext>|&gt;</mtext></mrow></mstyle></math>
p18118
sg15
I3
sass(g1709
g17991
g18097
I3
tp18119
(dp18120
g6
V<|a -> x, b -> y, <|a -> z, d -> t|>|>
p18121
sg8
(lp18122
(dp18123
g11
(lp18124
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mtext>&lt;|</mtext> <mrow><mrow><mi>a</mi> <mo>-&gt;</mo> <mi>z</mi></mrow> <mo>,</mo> <mrow><mi>b</mi> <mo>-&gt;</mo> <mi>y</mi></mrow> <mo>,</mo> <mrow><mi>d</mi> <mo>-&gt;</mo> <mi>t</mi></mrow></mrow> <mtext>|&gt;</mtext></mrow></mstyle></math>
p18125
sg15
I4
sass(g1709
g17991
VAssociationQ
p18126
I0
tp18127
(dp18128
g6
VAssociationQ[<|a -> 1, b :> 2|>]
p18129
sg8
(lp18130
(dp18131
g11
(lp18132
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p18133
sg15
I1
sass(g1709
g17991
g18126
I1
tp18134
(dp18135
g6
VAssociationQ[<|a, b|>]
p18136
sg8
(lp18137
(dp18138
g11
(lp18139
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p18140
sg15
I2
sass(g1709
g17991
VCases
p18141
I0
tp18142
(dp18143
g6
VCases[{a, 1, 2.5, "string"}, _Integer|_Real]
p18144
sg8
(lp18145
(dp18146
g11
(lp18147
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>2.5</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p18148
sg15
I1
sass(g1709
g17991
g18141
I1
tp18149
(dp18150
g6
VCases[_Complex][{1, 2I, 3, 4-I, 5}]
p18151
sg8
(lp18152
(dp18153
g11
(lp18154
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mn>2</mn> <mo>&nbsp;</mo> <mi>I</mi></mrow> <mo>,</mo> <mrow><mn>4</mn> <mo>-</mo> <mi>I</mi></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p18155
sg15
I2
sass(g1709
g17991
VCatenate
p18156
I0
tp18157
(dp18158
g6
VCatenate[{{1, 2, 3}, {4, 5}}]
p18159
sg8
(lp18160
(dp18161
g11
(lp18162
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>3</mn> <mo>,</mo> <mn>4</mn> <mo>,</mo> <mn>5</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p18163
sg15
I1
sass(g1709
g17991
VCentralMoment
p18164
I0
tp18165
(dp18166
g6
VCentralMoment[{1.1, 1.2, 1.4, 2.1, 2.4}, 4]
p18167
sg8
(lp18168
(dp18169
g11
(lp18170
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0.100845</mn></mstyle></math>
p18171
sg15
I1
sass(g1709
g17991
VClusteringComponents
p18172
I0
tp18173
(dp18174
g6
VClusteringComponents[{1, 2, 3, 1, 2, 10, 100}]
p18175
sg8
(lp18176
(dp18177
g11
(lp18178
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>2</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p18179
sg15
I1
sass(g1709
g17991
g18172
I1
tp18180
(dp18181
g6
VClusteringComponents[{10, 100, 20}, Method -> "KMeans"]
p18182
sg8
(lp18183
(dp18184
g11
(lp18185
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p18186
sg15
I2
sass(g1709
g17991
VComplement
p18187
I0
tp18188
(dp18189
g6
VComplement[{a, b, c}, {a, c}]
p18190
sg8
(lp18191
(dp18192
g11
(lp18193
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mi>b</mi> <mo>}</mo></mrow></mstyle></math>
p18194
sg15
I1
sass(g1709
g17991
g18187
I1
tp18195
(dp18196
g6
VComplement[{a, b, c}, {a, c}, {b}]
p18197
sg8
(lp18198
(dp18199
g11
(lp18200
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mo>}</mo></mrow></mstyle></math>
p18201
sg15
I2
sass(g1709
g17991
g18187
I2
tp18202
(dp18203
g6
VComplement[f[z, y, x, w], f[x], f[x, z]]
p18204
sg8
(lp18205
(dp18206
g11
(lp18207
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>f</mi> <mo>[</mo> <mrow><mi>w</mi> <mo>,</mo> <mi>y</mi></mrow> <mo>]</mo></mrow></mstyle></math>
p18208
sg15
I3
sass(g1709
g17991
g18187
I3
tp18209
(dp18210
g6
VComplement[{c, b, a}]
p18211
sg8
(lp18212
(dp18213
g11
(lp18214
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>c</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p18215
sg15
I4
sass(g1709
g17991
VConstantArray
p18216
I0
tp18217
(dp18218
g6
VConstantArray[a, 3]
p18219
sg8
(lp18220
(dp18221
g11
(lp18222
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>a</mi> <mo>,</mo> <mi>a</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p18223
sg15
I1
sass(g1709
g17991
g18216
I1
tp18224
(dp18225
g6
VConstantArray[a, {2, 3}]
p18226
sg8
(lp18227
(dp18228
g11
(lp18229
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>a</mi> <mo>,</mo> <mi>a</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>a</mi> <mo>,</mo> <mi>a</mi></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p18230
sg15
I2
sass(g1709
g17991
VContainsOnly
p18231
I0
tp18232
(dp18233
g6
VContainsOnly[{b, a, a}, {a, b, c}]
p18234
sg8
(lp18235
(dp18236
g11
(lp18237
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p18238
sg15
I1
sass(g1709
g17991
g18231
I1
tp18239
(dp18240
g6
VContainsOnly[{b, a, d}, {a, b, c}]
p18241
sg8
(lp18242
(dp18243
g11
(lp18244
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p18245
sg15
I2
sass(g1709
g17991
g18231
I2
tp18246
(dp18247
g6
VContainsOnly[{}, {a, b, c}]
p18248
sg8
(lp18249
(dp18250
g11
(lp18251
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p18252
sg15
I3
sass(g1709
g17991
g18231
I5
tp18253
(dp18254
g6
VContainsOnly[{a, 1.0}, {1, a, b}, {SameTest -> Equal}]
p18255
sg8
(lp18256
(dp18257
g11
(lp18258
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p18259
sg15
I4
sass(g1709
g17991
VCorrelation
p18260
I0
tp18261
(dp18262
g6
VCorrelation[{10, 8, 13, 9, 11, 14, 6, 4, 12, 7, 5}, {8.04, 6.95, 7.58, 8.81, 8.33, 9.96, 7.24, 4.26, 10.84, 4.82, 5.68}]
p18263
sg8
(lp18264
(dp18265
g11
(lp18266
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0.816421</mn></mstyle></math>
p18267
sg15
I1
sass(g1709
g17991
VCount
p18268
I0
tp18269
(dp18270
g6
VCount[{3, 7, 10, 7, 5, 3, 7, 10}, 3]
p18271
sg8
(lp18272
(dp18273
g11
(lp18274
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>2</mn></mstyle></math>
p18275
sg15
I1
sass(g1709
g17991
g18268
I1
tp18276
(dp18277
g6
VCount[{{a, a}, {a, a, a}, a}, a, {2}]
p18278
sg8
(lp18279
(dp18280
g11
(lp18281
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>5</mn></mstyle></math>
p18282
sg15
I2
sass(g1709
g17991
VCovariance
p18283
I0
tp18284
(dp18285
g6
VCovariance[{0.2, 0.3, 0.1}, {0.3, 0.3, -0.2}]
p18286
sg8
(lp18287
(dp18288
g11
(lp18289
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0.025</mn></mstyle></math>
p18290
sg15
I1
sass(g1709
g17991
VDelete
p18291
I0
tp18292
(dp18293
g6
VDelete[{a, b, c, d}, 3]
p18294
sg8
(lp18295
(dp18296
g11
(lp18297
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>d</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p18298
sg15
I1
sass(g1709
g17991
g18291
I1
tp18299
(dp18300
g6
VDelete[{a, b, c, d}, -2]
p18301
sg8
(lp18302
(dp18303
g11
(lp18304
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>d</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p18305
sg15
I2
sass(g1709
g17991
g18291
I2
tp18306
(dp18307
g6
VDelete[{a, b, c, d}, {{1}, {3}}]
p18308
sg8
(lp18309
(dp18310
g11
(lp18311
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>b</mi> <mo>,</mo> <mi>d</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p18312
sg15
I3
sass(g1709
g17991
g18291
I3
tp18313
(dp18314
g6
VDelete[{{a, b}, {c, d}}, {2, 1}]
p18315
sg8
(lp18316
(dp18317
g11
(lp18318
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mi>d</mi> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p18319
sg15
I4
sass(g1709
g17991
g18291
I4
tp18320
(dp18321
g6
VDelete[{a, b, c}, 0]
p18322
sg8
(lp18323
(dp18324
g11
(lp18325
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Sequence</mi> <mo>[</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>c</mi></mrow> <mo>]</mo></mrow></mstyle></math>
p18326
sg15
I5
sass(g1709
g17991
g18291
I5
tp18327
(dp18328
g6
VDelete[f[a, b, c, d], 3]
p18329
sg8
(lp18330
(dp18331
g11
(lp18332
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>f</mi> <mo>[</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>d</mi></mrow> <mo>]</mo></mrow></mstyle></math>
p18333
sg15
I6
sass(g1709
g17991
g18291
I6
tp18334
(dp18335
g6
VDelete[f[a, b, u + v, c], {3, 0}]
p18336
sg8
(lp18337
(dp18338
g11
(lp18339
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>f</mi> <mo>[</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>u</mi> <mo>,</mo> <mi>v</mi> <mo>,</mo> <mi>c</mi></mrow> <mo>]</mo></mrow></mstyle></math>
p18340
sg15
I7
sass(g1709
g17991
g18291
I7
tp18341
(dp18342
g6
VDelete[{a, b, c}, 0]
p18343
sg8
(lp18344
(dp18345
g11
(lp18346
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Sequence</mi> <mo>[</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>c</mi></mrow> <mo>]</mo></mrow></mstyle></math>
p18347
sg15
I8
sass(g1709
g17991
g18291
I11
tp18348
(dp18349
g6
VDelete[{a, b, c, d}]
p18350
sg8
(lp18351
(dp18352
g11
(lp18353
(dp18354
g149
I01
sg150
VDelete
p18355
sg152
Vargr
p18356
sg154
VDelete::argr
p18357
sg156
VDelete called with 1 argument; 2 arguments are expected.
p18358
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Delete</mi> <mo>[</mo> <mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>c</mi> <mo>,</mo> <mi>d</mi></mrow> <mo>}</mo></mrow> <mo>]</mo></mrow></mstyle></math>
p18359
sg15
I9
sass(g1709
g17991
g18291
I12
tp18360
(dp18361
g6
VDelete[{a, b, c, d}, 1, 2]
p18362
sg8
(lp18363
(dp18364
g11
(lp18365
(dp18366
g149
I01
sg150
VDelete
p18367
sg152
Vargt
p18368
sg154
VDelete::argt
p18369
sg156
VDelete called with 3 arguments; 2 arguments are expected.
p18370
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Delete</mi> <mo>[</mo> <mrow><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>c</mi> <mo>,</mo> <mi>d</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>2</mn></mrow> <mo>]</mo></mrow></mstyle></math>
p18371
sg15
I10
sass(g1709
g17991
g18291
I13
tp18372
(dp18373
g6
VDelete[{a, b, c, d}, 5]
p18374
sg8
(lp18375
(dp18376
g11
(lp18377
(dp18378
g149
I01
sg150
VDelete
p18379
sg152
Vpartw
p18380
sg154
VDelete::partw
p18381
sg156
VPart {5} of {a, b, c, d} does not exist.
p18382
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Delete</mi> <mo>[</mo> <mrow><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>c</mi> <mo>,</mo> <mi>d</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mn>5</mn></mrow> <mo>]</mo></mrow></mstyle></math>
p18383
sg15
I11
sass(g1709
g17991
g18291
I15
tp18384
(dp18385
g6
VDelete[{a, b, c, d}, {1, n}]
p18386
sg8
(lp18387
(dp18388
g11
(lp18389
(dp18390
g149
I01
sg150
VDelete
p18391
sg152
Vpsl
p18392
sg154
VDelete::psl
p18393
sg156
VPosition specification n in {a, b, c, d} is not a machine-sized integer or a list of machine-sized integers.
p18394
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Delete</mi> <mo>[</mo> <mrow><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>c</mi> <mo>,</mo> <mi>d</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mi>n</mi></mrow> <mo>}</mo></mrow></mrow> <mo>]</mo></mrow></mstyle></math>
p18395
sg15
I12
sass(g1709
g17991
VDeleteCases
p18396
I0
tp18397
(dp18398
g6
VDeleteCases[{a, 1, 2.5, "string"}, _Integer|_Real]
p18399
sg8
(lp18400
(dp18401
g11
(lp18402
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mtext>string</mtext></mrow> <mo>}</mo></mrow></mstyle></math>
p18403
sg15
I1
sass(g1709
g17991
g18396
I1
tp18404
(dp18405
g6
VDeleteCases[{a, b, 1, c, 2, 3}, _Symbol]
p18406
sg8
(lp18407
(dp18408
g11
(lp18409
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>3</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p18410
sg15
I2
sass(g1709
g17991
VDeleteDuplicates
p18411
I0
tp18412
(dp18413
g6
VDeleteDuplicates[{1, 7, 8, 4, 3, 4, 1, 9, 9, 2, 1}]
p18414
sg8
(lp18415
(dp18416
g11
(lp18417
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>7</mn> <mo>,</mo> <mn>8</mn> <mo>,</mo> <mn>4</mn> <mo>,</mo> <mn>3</mn> <mo>,</mo> <mn>9</mn> <mo>,</mo> <mn>2</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p18418
sg15
I1
sass(g1709
g17991
g18411
I1
tp18419
(dp18420
g6
VDeleteDuplicates[{3,2,1,2,3,4}, Less]
p18421
sg8
(lp18422
(dp18423
g11
(lp18424
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>3</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p18425
sg15
I2
sass(g1709
g17991
VDrop
p18426
I0
tp18427
(dp18428
g6
VDrop[{a, b, c, d}, 3]
p18429
sg8
(lp18430
(dp18431
g11
(lp18432
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mi>d</mi> <mo>}</mo></mrow></mstyle></math>
p18433
sg15
I1
sass(g1709
g17991
g18426
I1
tp18434
(dp18435
g6
VDrop[{a, b, c, d}, -2]
p18436
sg8
(lp18437
(dp18438
g11
(lp18439
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p18440
sg15
I2
sass(g1709
g17991
g18426
I2
tp18441
(dp18442
g6
VDrop[{a, b, c, d, e}, {2, -2}]
p18443
sg8
(lp18444
(dp18445
g11
(lp18446
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>e</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p18447
sg15
I3
sass(g1709
g17991
g18426
I3
tp18448
(dp18449
g6
VA = Table[i*10 + j, {i, 4}, {j, 4}]
p18450
sg8
(lp18451
(dp18452
g11
(lp18453
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>11</mn> <mo>,</mo> <mn>12</mn> <mo>,</mo> <mn>13</mn> <mo>,</mo> <mn>14</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>21</mn> <mo>,</mo> <mn>22</mn> <mo>,</mo> <mn>23</mn> <mo>,</mo> <mn>24</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>31</mn> <mo>,</mo> <mn>32</mn> <mo>,</mo> <mn>33</mn> <mo>,</mo> <mn>34</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>41</mn> <mo>,</mo> <mn>42</mn> <mo>,</mo> <mn>43</mn> <mo>,</mo> <mn>44</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p18454
sg15
I4
sass(g1709
g17991
g18426
I4
tp18455
(dp18456
g6
VDrop[A, {2, 3}, {2, 3}]
p18457
sg8
(lp18458
(dp18459
g11
(lp18460
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>11</mn> <mo>,</mo> <mn>14</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>41</mn> <mo>,</mo> <mn>44</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p18461
sg15
I5
sass(g1709
g17991
VExtract
p18462
I0
tp18463
(dp18464
g6
VExtract[a + b + c, {2}]
p18465
sg8
(lp18466
(dp18467
g11
(lp18468
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>b</mi></mstyle></math>
p18469
sg15
I1
sass(g1709
g17991
g18462
I1
tp18470
(dp18471
g6
VExtract[{{a, b}, {c, d}}, {{1}, {2, 2}}]
p18472
sg8
(lp18473
(dp18474
g11
(lp18475
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mi>d</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p18476
sg15
I2
sass(g1709
g17991
VFindClusters
p18477
I0
tp18478
(dp18479
g6
VFindClusters[{1, 2, 20, 10, 11, 40, 19, 42}]
p18480
sg8
(lp18481
(dp18482
g11
(lp18483
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>20</mn> <mo>,</mo> <mn>10</mn> <mo>,</mo> <mn>11</mn> <mo>,</mo> <mn>19</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>40</mn> <mo>,</mo> <mn>42</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p18484
sg15
I1
sass(g1709
g17991
g18477
I1
tp18485
(dp18486
g6
VFindClusters[{25, 100, 17, 20}]
p18487
sg8
(lp18488
(dp18489
g11
(lp18490
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>25</mn> <mo>,</mo> <mn>17</mn> <mo>,</mo> <mn>20</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mn>100</mn> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p18491
sg15
I2
sass(g1709
g17991
g18477
I2
tp18492
(dp18493
g6
VFindClusters[{3, 6, 1, 100, 20, 5, 25, 17, -10, 2}]
p18494
sg8
(lp18495
(dp18496
g11
(lp18497
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>3</mn> <mo>,</mo> <mn>6</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>5</mn> <mo>,</mo> <mtext>-10</mtext> <mo>,</mo> <mn>2</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mn>100</mn> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>20</mn> <mo>,</mo> <mn>25</mn> <mo>,</mo> <mn>17</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p18498
sg15
I3
sass(g1709
g17991
g18477
I3
tp18499
(dp18500
g6
VFindClusters[{1, 2, 10, 11, 20, 21}]
p18501
sg8
(lp18502
(dp18503
g11
(lp18504
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>2</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>10</mn> <mo>,</mo> <mn>11</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>20</mn> <mo>,</mo> <mn>21</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p18505
sg15
I4
sass(g1709
g17991
g18477
I4
tp18506
(dp18507
g6
VFindClusters[{1, 2, 10, 11, 20, 21}, 2]
p18508
sg8
(lp18509
(dp18510
g11
(lp18511
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>10</mn> <mo>,</mo> <mn>11</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>20</mn> <mo>,</mo> <mn>21</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p18512
sg15
I5
sass(g1709
g17991
g18477
I5
tp18513
(dp18514
g6
VFindClusters[{1 -> a, 2 -> b, 10 -> c}]
p18515
sg8
(lp18516
(dp18517
g11
(lp18518
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mi>c</mi> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p18519
sg15
I6
sass(g1709
g17991
g18477
I6
tp18520
(dp18521
g6
VFindClusters[{1, 2, 5} -> {a, b, c}]
p18522
sg8
(lp18523
(dp18524
g11
(lp18525
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mi>c</mi> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p18526
sg15
I7
sass(g1709
g17991
g18477
I7
tp18527
(dp18528
g6
VFindClusters[{1, 2, 3, 1, 2, 10, 100}, Method -> "Agglomerate"]
p18529
sg8
(lp18530
(dp18531
g11
(lp18532
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>3</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>10</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mn>100</mn> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p18533
sg15
I8
sass(g1709
g17991
g18477
I8
tp18534
(dp18535
g6
VFindClusters[{1, 2, 3, 10, 17, 18}, Method -> "Agglomerate"]
p18536
sg8
(lp18537
(dp18538
g11
(lp18539
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>3</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mn>10</mn> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>17</mn> <mo>,</mo> <mn>18</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p18540
sg15
I9
sass(g1709
g17991
g18477
I9
tp18541
(dp18542
g6
VFindClusters[{{1}, {5, 6}, {7}, {2, 4}}, DistanceFunction -> (Abs[Length[#1] - Length[#2]]&)]
p18543
sg8
(lp18544
(dp18545
g11
(lp18546
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mn>1</mn> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mn>7</mn> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>5</mn> <mo>,</mo> <mn>6</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>2</mn> <mo>,</mo> <mn>4</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p18547
sg15
I10
sass(g1709
g17991
g18477
I10
tp18548
(dp18549
g6
VFindClusters[{"meep", "heap", "deep", "weep", "sheep", "leap", "keep"}, 3]
p18550
sg8
(lp18551
(dp18552
g11
(lp18553
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mtext>meep</mtext> <mo>,</mo> <mtext>deep</mtext> <mo>,</mo> <mtext>weep</mtext> <mo>,</mo> <mtext>keep</mtext></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mtext>heap</mtext> <mo>,</mo> <mtext>leap</mtext></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mtext>sheep</mtext> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p18554
sg15
I11
sass(g1709
g17991
VFirst
p18555
I0
tp18556
(dp18557
g6
VFirst[{a, b, c}]
p18558
sg8
(lp18559
(dp18560
g11
(lp18561
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>a</mi></mstyle></math>
p18562
sg15
I1
sass(g1709
g17991
g18555
I1
tp18563
(dp18564
g6
VFirst[a + b + c]
p18565
sg8
(lp18566
(dp18567
g11
(lp18568
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>a</mi></mstyle></math>
p18569
sg15
I2
sass(g1709
g17991
g18555
I2
tp18570
(dp18571
g6
VFirst[x]
p18572
sg8
(lp18573
(dp18574
g11
(lp18575
(dp18576
g149
I01
sg150
VFirst
p18577
sg152
g11028
sg154
VFirst::normal
p18578
sg156
g11030
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>First</mi> <mo>[</mo> <mi>x</mi> <mo>]</mo></mrow></mstyle></math>
p18579
sg15
I3
sass(g1709
g17991
VFirstPosition
p18580
I0
tp18581
(dp18582
g6
VFirstPosition[{a, b, a, a, b, c, b}, b]
p18583
sg8
(lp18584
(dp18585
g11
(lp18586
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mn>2</mn> <mo>}</mo></mrow></mstyle></math>
p18587
sg15
I1
sass(g1709
g17991
g18580
I1
tp18588
(dp18589
g6
VFirstPosition[{{a, a, b}, {b, a, a}, {a, b, a}}, b]
p18590
sg8
(lp18591
(dp18592
g11
(lp18593
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>3</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p18594
sg15
I2
sass(g1709
g17991
g18580
I2
tp18595
(dp18596
g6
VFirstPosition[{x, y, z}, b]
p18597
sg8
(lp18598
(dp18599
g11
(lp18600
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Missing</mi> <mo>[</mo> <mtext>NotFound</mtext> <mo>]</mo></mrow></mstyle></math>
p18601
sg15
I3
sass(g1709
g17991
g18580
I3
tp18602
(dp18603
g6
VFirstPosition[{1 + x^2, 5, x^4, a + (1 + x^2)^2}, x^2]
p18604
sg8
(lp18605
(dp18606
g11
(lp18607
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>2</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p18608
sg15
I4
sass(g1709
g17991
VFold
p18609
I0
tp18610
(dp18611
g6
VFold[Plus, 5, {1, 1, 1}]
p18612
sg8
(lp18613
(dp18614
g11
(lp18615
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>8</mn></mstyle></math>
p18616
sg15
I1
sass(g1709
g17991
g18609
I1
tp18617
(dp18618
g6
VFold[f, 5, {1, 2, 3}]
p18619
sg8
(lp18620
(dp18621
g11
(lp18622
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>f</mi> <mo>[</mo> <mrow><mrow><mi>f</mi> <mo>[</mo> <mrow><mrow><mi>f</mi> <mo>[</mo> <mrow><mn>5</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mn>2</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mn>3</mn></mrow> <mo>]</mo></mrow></mstyle></math>
p18623
sg15
I2
sass(g1709
g17991
VFoldList
p18624
I0
tp18625
(dp18626
g6
VFoldList[f, x, {1, 2, 3}]
p18627
sg8
(lp18628
(dp18629
g11
(lp18630
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>x</mi> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mrow><mi>x</mi> <mo>,</mo> <mn>1</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mrow><mrow><mi>f</mi> <mo>[</mo> <mrow><mi>x</mi> <mo>,</mo> <mn>1</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mn>2</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mrow><mrow><mi>f</mi> <mo>[</mo> <mrow><mrow><mi>f</mi> <mo>[</mo> <mrow><mi>x</mi> <mo>,</mo> <mn>1</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mn>2</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mn>3</mn></mrow> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p18631
sg15
I1
sass(g1709
g17991
g18624
I1
tp18632
(dp18633
g6
VFoldList[Times, {1, 2, 3}]
p18634
sg8
(lp18635
(dp18636
g11
(lp18637
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>6</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p18638
sg15
I2
sass(g1709
g17991
VGather
p18639
I0
tp18640
(dp18641
g6
VGather[{1, 7, 3, 7, 2, 3, 9}]
p18642
sg8
(lp18643
(dp18644
g11
(lp18645
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mn>1</mn> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>7</mn> <mo>,</mo> <mn>7</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>3</mn> <mo>,</mo> <mn>3</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mn>2</mn> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mn>9</mn> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p18646
sg15
I1
sass(g1709
g17991
g18639
I1
tp18647
(dp18648
g6
VGather[{1/3, 2/6, 1/9}]
p18649
sg8
(lp18650
(dp18651
g11
(lp18652
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mfrac><mn>1</mn> <mn>3</mn></mfrac> <mo>,</mo> <mfrac><mn>1</mn> <mn>3</mn></mfrac></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mfrac><mn>1</mn> <mn>9</mn></mfrac> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p18653
sg15
I2
sass(g1709
g17991
VGatherBy
p18654
I0
tp18655
(dp18656
g6
VGatherBy[{{1, 3}, {2, 2}, {1, 1}}, Total]
p18657
sg8
(lp18658
(dp18659
g11
(lp18660
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>3</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>2</mn> <mo>,</mo> <mn>2</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p18661
sg15
I1
sass(g1709
g17991
g18654
I1
tp18662
(dp18663
g6
VGatherBy[{"xy", "abc", "ab"}, StringLength]
p18664
sg8
(lp18665
(dp18666
g11
(lp18667
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mtext>xy</mtext> <mo>,</mo> <mtext>ab</mtext></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mtext>abc</mtext> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p18668
sg15
I2
sass(g1709
g17991
g18654
I2
tp18669
(dp18670
g6
VGatherBy[{{2, 0}, {1, 5}, {1, 0}}, Last]
p18671
sg8
(lp18672
(dp18673
g11
(lp18674
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>2</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>5</mn></mrow> <mo>}</mo></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p18675
sg15
I3
sass(g1709
g17991
g18654
I3
tp18676
(dp18677
g6
VGatherBy[{{1, 2}, {2, 1}, {3, 5}, {5, 1}, {2, 2, 2}}, {Total, Length}]
p18678
sg8
(lp18679
(dp18680
g11
(lp18681
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>2</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>2</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mo>{</mo> <mrow><mo>{</mo> <mrow><mn>3</mn> <mo>,</mo> <mn>5</mn></mrow> <mo>}</mo></mrow> <mo>}</mo></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mo>{</mo> <mrow><mn>5</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mo>{</mo> <mrow><mn>2</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>2</mn></mrow> <mo>}</mo></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p18682
sg15
I4
sass(g1709
g17991
VInsert
p18683
I0
tp18684
(dp18685
g6
VInsert[{a,b,c,d,e}, x, 3]
p18686
sg8
(lp18687
(dp18688
g11
(lp18689
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>x</mi> <mo>,</mo> <mi>c</mi> <mo>,</mo> <mi>d</mi> <mo>,</mo> <mi>e</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p18690
sg15
I1
sass(g1709
g17991
g18683
I1
tp18691
(dp18692
g6
VInsert[{a,b,c,d,e}, x, -2]
p18693
sg8
(lp18694
(dp18695
g11
(lp18696
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>c</mi> <mo>,</mo> <mi>d</mi> <mo>,</mo> <mi>x</mi> <mo>,</mo> <mi>e</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p18697
sg15
I2
sass(g1709
g17991
VIntersection
p18698
I0
tp18699
(dp18700
g6
VIntersection[{1000, 100, 10, 1}, {1, 5, 10, 15}]
p18701
sg8
(lp18702
(dp18703
g11
(lp18704
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>10</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p18705
sg15
I1
sass(g1709
g17991
g18698
I1
tp18706
(dp18707
g6
VIntersection[{{a, b}, {x, y}}, {{x, x}, {x, y}, {x, z}}]
p18708
sg8
(lp18709
(dp18710
g11
(lp18711
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mo>{</mo> <mrow><mi>x</mi> <mo>,</mo> <mi>y</mi></mrow> <mo>}</mo></mrow> <mo>}</mo></mrow></mstyle></math>
p18712
sg15
I2
sass(g1709
g17991
g18698
I2
tp18713
(dp18714
g6
VIntersection[{c, b, a}]
p18715
sg8
(lp18716
(dp18717
g11
(lp18718
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>c</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p18719
sg15
I3
sass(g1709
g17991
g18698
I3
tp18720
(dp18721
g6
VIntersection[{1, 2, 3}, {2, 3, 4}, SameTest->Less]
p18722
sg8
(lp18723
(dp18724
g11
(lp18725
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mn>3</mn> <mo>}</mo></mrow></mstyle></math>
p18726
sg15
I4
sass(g1709
g17991
VJoin
p18727
I0
tp18728
(dp18729
g6
VJoin[{a, b}, {c, d, e}]
p18730
sg8
(lp18731
(dp18732
g11
(lp18733
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>c</mi> <mo>,</mo> <mi>d</mi> <mo>,</mo> <mi>e</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p18734
sg15
I1
sass(g1709
g17991
g18727
I1
tp18735
(dp18736
g6
VJoin[{{a, b}, {c, d}}, {{1, 2}, {3, 4}}]
p18737
sg8
(lp18738
(dp18739
g11
(lp18740
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>c</mi> <mo>,</mo> <mi>d</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>2</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>3</mn> <mo>,</mo> <mn>4</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p18741
sg15
I2
sass(g1709
g17991
g18727
I2
tp18742
(dp18743
g6
VJoin[a + b, c + d, e + f]
p18744
sg8
(lp18745
(dp18746
g11
(lp18747
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>a</mi> <mo>+</mo> <mi>b</mi> <mo>+</mo> <mi>c</mi> <mo>+</mo> <mi>d</mi> <mo>+</mo> <mi>e</mi> <mo>+</mo> <mi>f</mi></mrow></mstyle></math>
p18748
sg15
I3
sass(g1709
g17991
g18727
I3
tp18749
(dp18750
g6
VJoin[a + b, c * d]
p18751
sg8
(lp18752
(dp18753
g11
(lp18754
(dp18755
g149
I01
sg150
VJoin
p18756
sg152
Vheads
p18757
sg154
VJoin::heads
p18758
sg156
VHeads Plus and Times are expected to be the same.
p18759
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Join</mi> <mo>[</mo> <mrow><mrow><mi>a</mi> <mo>+</mo> <mi>b</mi></mrow> <mo>,</mo> <mrow><mi>c</mi> <mo>&nbsp;</mo> <mi>d</mi></mrow></mrow> <mo>]</mo></mrow></mstyle></math>
p18760
sg15
I4
sass(g1709
g17991
VKeys
p18761
I0
tp18762
(dp18763
g6
VKeys[<|a -> x, b -> y|>]
p18764
sg8
(lp18765
(dp18766
g11
(lp18767
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p18768
sg15
I1
sass(g1709
g17991
g18761
I1
tp18769
(dp18770
g6
VKeys[{a -> x, b -> y}]
p18771
sg8
(lp18772
(dp18773
g11
(lp18774
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p18775
sg15
I2
sass(g1709
g17991
g18761
I2
tp18776
(dp18777
g6
VKeys[{<|a -> x, b -> y|>, {w -> z, {}}}]
p18778
sg8
(lp18779
(dp18780
g11
(lp18781
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>w</mi> <mo>,</mo> <mrow><mo>{</mo> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p18782
sg15
I3
sass(g1709
g17991
g18761
I3
tp18783
(dp18784
g6
VKeys[{c -> z, b -> y, a -> x}]
p18785
sg8
(lp18786
(dp18787
g11
(lp18788
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>c</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>a</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p18789
sg15
I4
sass(g1709
g17991
VKurtosis
p18790
I0
tp18791
(dp18792
g6
VKurtosis[{1.1, 1.2, 1.4, 2.1, 2.4}]
p18793
sg8
(lp18794
(dp18795
g11
(lp18796
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>1.42098</mn></mstyle></math>
p18797
sg15
I1
sass(g1709
g17991
VLast
p18798
I0
tp18799
(dp18800
g6
VLast[{a, b, c}]
p18801
sg8
(lp18802
(dp18803
g11
(lp18804
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>c</mi></mstyle></math>
p18805
sg15
I1
sass(g1709
g17991
g18798
I1
tp18806
(dp18807
g6
VLast[x]
p18808
sg8
(lp18809
(dp18810
g11
(lp18811
(dp18812
g149
I01
sg150
VLast
p18813
sg152
g11028
sg154
VLast::normal
p18814
sg156
g11030
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Last</mi> <mo>[</mo> <mi>x</mi> <mo>]</mo></mrow></mstyle></math>
p18815
sg15
I2
sass(g1709
g17991
VLeafCount
p18816
I0
tp18817
(dp18818
g6
VLeafCount[1 + x + y^a]
p18819
sg8
(lp18820
(dp18821
g11
(lp18822
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>6</mn></mstyle></math>
p18823
sg15
I1
sass(g1709
g17991
g18816
I1
tp18824
(dp18825
g6
VLeafCount[f[x, y]]
p18826
sg8
(lp18827
(dp18828
g11
(lp18829
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>3</mn></mstyle></math>
p18830
sg15
I2
sass(g1709
g17991
g18816
I2
tp18831
(dp18832
g6
VLeafCount[{1 / 3, 1 + I}]
p18833
sg8
(lp18834
(dp18835
g11
(lp18836
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>7</mn></mstyle></math>
p18837
sg15
I3
sass(g1709
g17991
g18816
I3
tp18838
(dp18839
g6
VLeafCount[Sqrt[2]]
p18840
sg8
(lp18841
(dp18842
g11
(lp18843
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>5</mn></mstyle></math>
p18844
sg15
I4
sass(g1709
g17991
g18816
I4
tp18845
(dp18846
g6
VLeafCount[100!]
p18847
sg8
(lp18848
(dp18849
g11
(lp18850
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>1</mn></mstyle></math>
p18851
sg15
I5
sass(g1709
g17991
VLength
p18852
I0
tp18853
(dp18854
g6
VLength[{1, 2, 3}]
p18855
sg8
(lp18856
(dp18857
g11
(lp18858
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>3</mn></mstyle></math>
p18859
sg15
I1
sass(g1709
g17991
g18852
I1
tp18860
(dp18861
g6
VLength[Exp[x]]
p18862
sg8
(lp18863
(dp18864
g11
(lp18865
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>2</mn></mstyle></math>
p18866
sg15
I2
sass(g1709
g17991
g18852
I2
tp18867
(dp18868
g6
VFullForm[Exp[x]]
p18869
sg8
(lp18870
(dp18871
g11
(lp18872
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Power</mi> <mo>[</mo> <mrow><mi>E</mi> <mtext>,&nbsp;</mtext> <mi>x</mi></mrow> <mo>]</mo></mrow></mstyle></math>
p18873
sg15
I3
sass(g1709
g17991
g18852
I3
tp18874
(dp18875
g6
VLength[a]
p18876
sg8
(lp18877
(dp18878
g11
(lp18879
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0</mn></mstyle></math>
p18880
sg15
I4
sass(g1709
g17991
g18852
I4
tp18881
(dp18882
g6
VLength[1/3]
p18883
sg8
(lp18884
(dp18885
g11
(lp18886
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0</mn></mstyle></math>
p18887
sg15
I5
sass(g1709
g17991
g18852
I5
tp18888
(dp18889
g6
VFullForm[1/3]
p18890
sg8
(lp18891
(dp18892
g11
(lp18893
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Rational</mi> <mo>[</mo> <mrow><mn>1</mn> <mtext>,&nbsp;</mtext> <mn>3</mn></mrow> <mo>]</mo></mrow></mstyle></math>
p18894
sg15
I6
sass(g1709
g17991
VLevel
p18895
I0
tp18896
(dp18897
g6
VLevel[a + b ^ 3 * f[2 x ^ 2], {-1}]
p18898
sg8
(lp18899
(dp18900
g11
(lp18901
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mn>3</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mi>x</mi> <mo>,</mo> <mn>2</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p18902
sg15
I1
sass(g1709
g17991
g18895
I1
tp18903
(dp18904
g6
VLevel[{{{{a}}}}, 3]
p18905
sg8
(lp18906
(dp18907
g11
(lp18908
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mi>a</mi> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mo>{</mo> <mi>a</mi> <mo>}</mo></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mo>{</mo> <mrow><mo>{</mo> <mi>a</mi> <mo>}</mo></mrow> <mo>}</mo></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p18909
sg15
I2
sass(g1709
g17991
g18895
I2
tp18910
(dp18911
g6
VLevel[{{{{a}}}}, -4]
p18912
sg8
(lp18913
(dp18914
g11
(lp18915
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mo>{</mo> <mrow><mo>{</mo> <mrow><mo>{</mo> <mi>a</mi> <mo>}</mo></mrow> <mo>}</mo></mrow> <mo>}</mo></mrow> <mo>}</mo></mrow></mstyle></math>
p18916
sg15
I3
sass(g1709
g17991
g18895
I3
tp18917
(dp18918
g6
VLevel[{{{{a}}}}, -5]
p18919
sg8
(lp18920
(dp18921
g11
(lp18922
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mo>}</mo></mrow></mstyle></math>
p18923
sg15
I4
sass(g1709
g17991
g18895
I4
tp18924
(dp18925
g6
VLevel[h0[h1[h2[h3[a]]]], {0, -1}]
p18926
sg8
(lp18927
(dp18928
g11
(lp18929
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mrow><mi>h3</mi> <mo>[</mo> <mi>a</mi> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>h2</mi> <mo>[</mo> <mrow><mi>h3</mi> <mo>[</mo> <mi>a</mi> <mo>]</mo></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>h1</mi> <mo>[</mo> <mrow><mi>h2</mi> <mo>[</mo> <mrow><mi>h3</mi> <mo>[</mo> <mi>a</mi> <mo>]</mo></mrow> <mo>]</mo></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>h0</mi> <mo>[</mo> <mrow><mi>h1</mi> <mo>[</mo> <mrow><mi>h2</mi> <mo>[</mo> <mrow><mi>h3</mi> <mo>[</mo> <mi>a</mi> <mo>]</mo></mrow> <mo>]</mo></mrow> <mo>]</mo></mrow> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p18930
sg15
I5
sass(g1709
g17991
g18895
I5
tp18931
(dp18932
g6
VLevel[{{{{a}}}}, 3, Heads -> True]
p18933
sg8
(lp18934
(dp18935
g11
(lp18936
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>List</mi> <mo>,</mo> <mi>List</mi> <mo>,</mo> <mi>List</mi> <mo>,</mo> <mrow><mo>{</mo> <mi>a</mi> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mo>{</mo> <mi>a</mi> <mo>}</mo></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mo>{</mo> <mrow><mo>{</mo> <mi>a</mi> <mo>}</mo></mrow> <mo>}</mo></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p18937
sg15
I6
sass(g1709
g17991
g18895
I6
tp18938
(dp18939
g6
VLevel[x^2 + y^3, 3, Heads -> True]
p18940
sg8
(lp18941
(dp18942
g11
(lp18943
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>Plus</mi> <mo>,</mo> <mi>Power</mi> <mo>,</mo> <mi>x</mi> <mo>,</mo> <mn>2</mn> <mo>,</mo> <msup><mi>x</mi> <mn>2</mn></msup> <mo>,</mo> <mi>Power</mi> <mo>,</mo> <mi>y</mi> <mo>,</mo> <mn>3</mn> <mo>,</mo> <msup><mi>y</mi> <mn>3</mn></msup></mrow> <mo>}</mo></mrow></mstyle></math>
p18944
sg15
I7
sass(g1709
g17991
g18895
I7
tp18945
(dp18946
g6
VLevel[a ^ 2 + 2 * b, {-1}, Heads -> True]
p18947
sg8
(lp18948
(dp18949
g11
(lp18950
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>Plus</mi> <mo>,</mo> <mi>Power</mi> <mo>,</mo> <mi>a</mi> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mi>Times</mi> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mi>b</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p18951
sg15
I8
sass(g1709
g17991
g18895
I8
tp18952
(dp18953
g6
VLevel[f[g[h]][x], {-1}, Heads -> True]
p18954
sg8
(lp18955
(dp18956
g11
(lp18957
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>f</mi> <mo>,</mo> <mi>g</mi> <mo>,</mo> <mi>h</mi> <mo>,</mo> <mi>x</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p18958
sg15
I9
sass(g1709
g17991
g18895
I9
tp18959
(dp18960
g6
VLevel[f[g[h]][x], {-2, -1}, Heads -> True]
p18961
sg8
(lp18962
(dp18963
g11
(lp18964
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>f</mi> <mo>,</mo> <mi>g</mi> <mo>,</mo> <mi>h</mi> <mo>,</mo> <mrow><mi>g</mi> <mo>[</mo> <mi>h</mi> <mo>]</mo></mrow> <mo>,</mo> <mi>x</mi> <mo>,</mo> <mrow><mrow><mi>f</mi> <mo>[</mo> <mrow><mi>g</mi> <mo>[</mo> <mi>h</mi> <mo>]</mo></mrow> <mo>]</mo></mrow> <mo>[</mo> <mi>x</mi> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p18965
sg15
I10
sass(g1709
g17991
VLevelQ
p18966
I0
tp18967
(dp18968
g6
VLevelQ[2]
p18969
sg8
(lp18970
(dp18971
g11
(lp18972
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p18973
sg15
I1
sass(g1709
g17991
g18966
I1
tp18974
(dp18975
g6
VLevelQ[{2, 4}]
p18976
sg8
(lp18977
(dp18978
g11
(lp18979
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p18980
sg15
I2
sass(g1709
g17991
g18966
I2
tp18981
(dp18982
g6
VLevelQ[Infinity]
p18983
sg8
(lp18984
(dp18985
g11
(lp18986
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p18987
sg15
I3
sass(g1709
g17991
g18966
I3
tp18988
(dp18989
g6
VLevelQ[a + b]
p18990
sg8
(lp18991
(dp18992
g11
(lp18993
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p18994
sg15
I4
sass(g1709
g17991
VList
p18995
I0
tp18996
(dp18997
g6
VHead[{1, 2, 3}]
p18998
sg8
(lp18999
(dp19000
g11
(lp19001
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>List</mi></mstyle></math>
p19002
sg15
I1
sass(g1709
g17991
g18995
I1
tp19003
(dp19004
g6
V{{a, b, {c, d}}}
p19005
sg8
(lp19006
(dp19007
g11
(lp19008
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>c</mi> <mo>,</mo> <mi>d</mi></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow> <mo>}</mo></mrow></mstyle></math>
p19009
sg15
I2
sass(g1709
g17991
VListQ
p19010
I0
tp19011
(dp19012
g6
VListQ[{1, 2, 3}]
p19013
sg8
(lp19014
(dp19015
g11
(lp19016
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p19017
sg15
I1
sass(g1709
g17991
g19010
I1
tp19018
(dp19019
g6
VListQ[{{1, 2}, {3, 4}}]
p19020
sg8
(lp19021
(dp19022
g11
(lp19023
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p19024
sg15
I2
sass(g1709
g17991
g19010
I2
tp19025
(dp19026
g6
VListQ[x]
p19027
sg8
(lp19028
(dp19029
g11
(lp19030
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p19031
sg15
I3
sass(g1709
g17991
VMean
p19032
I0
tp19033
(dp19034
g6
VMean[{26, 64, 36}]
p19035
sg8
(lp19036
(dp19037
g11
(lp19038
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>42</mn></mstyle></math>
p19039
sg15
I1
sass(g1709
g17991
g19032
I1
tp19040
(dp19041
g6
VMean[{1, 1, 2, 3, 5, 8}]
p19042
sg8
(lp19043
(dp19044
g11
(lp19045
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mfrac><mn>10</mn> <mn>3</mn></mfrac></mstyle></math>
p19046
sg15
I2
sass(g1709
g17991
g19032
I2
tp19047
(dp19048
g6
VMean[{a, b}]
p19049
sg8
(lp19050
(dp19051
g11
(lp19052
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mfrac><mrow><mi>a</mi> <mo>+</mo> <mi>b</mi></mrow> <mn>2</mn></mfrac></mstyle></math>
p19053
sg15
I3
sass(g1709
g17991
VMedian
p19054
I0
tp19055
(dp19056
g6
VMedian[{26, 64, 36}]
p19057
sg8
(lp19058
(dp19059
g11
(lp19060
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>36</mn></mstyle></math>
p19061
sg15
I1
sass(g1709
g17991
g19054
I1
tp19062
(dp19063
g6
VMedian[{-11, 38, 501, 1183}]
p19064
sg8
(lp19065
(dp19066
g11
(lp19067
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mfrac><mn>539</mn> <mn>2</mn></mfrac></mstyle></math>
p19068
sg15
I2
sass(g1709
g17991
g19054
I2
tp19069
(dp19070
g6
VMedian[{{100, 1, 10, 50}, {-1, 1, -2, 2}}]
p19071
sg8
(lp19072
(dp19073
g11
(lp19074
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mfrac><mn>99</mn> <mn>2</mn></mfrac> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>4</mn> <mo>,</mo> <mn>26</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p19075
sg15
I3
sass(g1709
g17991
VMemberQ
p19076
I0
tp19077
(dp19078
g6
VMemberQ[{a, b, c}, b]
p19079
sg8
(lp19080
(dp19081
g11
(lp19082
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p19083
sg15
I1
sass(g1709
g17991
g19076
I1
tp19084
(dp19085
g6
VMemberQ[{a, b, c}, d]
p19086
sg8
(lp19087
(dp19088
g11
(lp19089
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p19090
sg15
I2
sass(g1709
g17991
g19076
I2
tp19091
(dp19092
g6
VMemberQ[{"a", b, f[x]}, _?NumericQ]
p19093
sg8
(lp19094
(dp19095
g11
(lp19096
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p19097
sg15
I3
sass(g1709
g17991
g19076
I3
tp19098
(dp19099
g6
VMemberQ[_List][{{}}]
p19100
sg8
(lp19101
(dp19102
g11
(lp19103
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p19104
sg15
I4
sass(g1709
g17991
VMost
p19105
I0
tp19106
(dp19107
g6
VMost[{a, b, c}]
p19108
sg8
(lp19109
(dp19110
g11
(lp19111
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p19112
sg15
I1
sass(g1709
g17991
g19105
I1
tp19113
(dp19114
g6
VMost[a + b + c]
p19115
sg8
(lp19116
(dp19117
g11
(lp19118
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>a</mi> <mo>+</mo> <mi>b</mi></mrow></mstyle></math>
p19119
sg15
I2
sass(g1709
g17991
g19105
I2
tp19120
(dp19121
g6
VMost[x]
p19122
sg8
(lp19123
(dp19124
g11
(lp19125
(dp19126
g149
I01
sg150
VMost
p19127
sg152
g11028
sg154
VMost::normal
p19128
sg156
g11030
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Most</mi> <mo>[</mo> <mi>x</mi> <mo>]</mo></mrow></mstyle></math>
p19129
sg15
I3
sass(g1709
g17991
VNearest
p19130
I0
tp19131
(dp19132
g6
VNearest[{5, 2.5, 10, 11, 15, 8.5, 14}, 12]
p19133
sg8
(lp19134
(dp19135
g11
(lp19136
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mn>11</mn> <mo>}</mo></mrow></mstyle></math>
p19137
sg15
I1
sass(g1709
g17991
g19130
I1
tp19138
(dp19139
g6
VNearest[{5, 2.5, 10, 11, 15, 8.5, 14}, 12, {All, 5}]
p19140
sg8
(lp19141
(dp19142
g11
(lp19143
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>11</mn> <mo>,</mo> <mn>10</mn> <mo>,</mo> <mn>14</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p19144
sg15
I2
sass(g1709
g17991
g19130
I2
tp19145
(dp19146
g6
VNearest[{Blue -> "blue", White -> "white", Red -> "red", Green -> "green"}, {Orange, Gray}]
p19147
sg8
(lp19148
(dp19149
g11
(lp19150
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mtext>red</mtext> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mtext>white</mtext> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p19151
sg15
I3
sass(g1709
g17991
g19130
I3
tp19152
(dp19153
g6
VNearest[{{0, 1}, {1, 2}, {2, 3}} -> {a, b, c}, {1.1, 2}]
p19154
sg8
(lp19155
(dp19156
g11
(lp19157
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mi>b</mi> <mo>}</mo></mrow></mstyle></math>
p19158
sg15
I4
sass(g1709
g17991
VPadLeft
p19159
I0
tp19160
(dp19161
g6
VPadLeft[{1, 2, 3}, 5]
p19162
sg8
(lp19163
(dp19164
g11
(lp19165
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>3</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p19166
sg15
I1
sass(g1709
g17991
g19159
I1
tp19167
(dp19168
g6
VPadLeft[x[a, b, c], 5]
p19169
sg8
(lp19170
(dp19171
g11
(lp19172
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>x</mi> <mo>[</mo> <mrow><mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mi>a</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>c</mi></mrow> <mo>]</mo></mrow></mstyle></math>
p19173
sg15
I2
sass(g1709
g17991
g19159
I2
tp19174
(dp19175
g6
VPadLeft[{1, 2, 3}, 2]
p19176
sg8
(lp19177
(dp19178
g11
(lp19179
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>2</mn> <mo>,</mo> <mn>3</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p19180
sg15
I3
sass(g1709
g17991
g19159
I3
tp19181
(dp19182
g6
VPadLeft[{{}, {1, 2}, {1, 2, 3}}]
p19183
sg8
(lp19184
(dp19185
g11
(lp19186
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>2</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>3</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p19187
sg15
I4
sass(g1709
g17991
g19159
I4
tp19188
(dp19189
g6
VPadLeft[{1, 2, 3}, 10, {a, b, c}, 2]
p19190
sg8
(lp19191
(dp19192
g11
(lp19193
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>b</mi> <mo>,</mo> <mi>c</mi> <mo>,</mo> <mi>a</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>c</mi> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>3</mn> <mo>,</mo> <mi>a</mi> <mo>,</mo> <mi>b</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p19194
sg15
I5
sass(g1709
g17991
g19159
I5
tp19195
(dp19196
g6
VPadLeft[{{1, 2, 3}}, {5, 2}, x, 1]
p19197
sg8
(lp19198
(dp19199
g11
(lp19200
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mi>x</mi> <mo>,</mo> <mi>x</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>x</mi> <mo>,</mo> <mi>x</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>x</mi> <mo>,</mo> <mi>x</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>3</mn> <mo>,</mo> <mi>x</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>x</mi> <mo>,</mo> <mi>x</mi></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p19201
sg15
I6
sass(g1709
g17991
VPadRight
p19202
I0
tp19203
(dp19204
g6
VPadRight[{1, 2, 3}, 5]
p19205
sg8
(lp19206
(dp19207
g11
(lp19208
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>3</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p19209
sg15
I1
sass(g1709
g17991
g19202
I1
tp19210
(dp19211
g6
VPadRight[x[a, b, c], 5]
p19212
sg8
(lp19213
(dp19214
g11
(lp19215
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>x</mi> <mo>[</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>c</mi> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>]</mo></mrow></mstyle></math>
p19216
sg15
I2
sass(g1709
g17991
g19202
I2
tp19217
(dp19218
g6
VPadRight[{1, 2, 3}, 2]
p19219
sg8
(lp19220
(dp19221
g11
(lp19222
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>2</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p19223
sg15
I3
sass(g1709
g17991
g19202
I3
tp19224
(dp19225
g6
VPadRight[{{}, {1, 2}, {1, 2, 3}}]
p19226
sg8
(lp19227
(dp19228
g11
(lp19229
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>3</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p19230
sg15
I4
sass(g1709
g17991
g19202
I4
tp19231
(dp19232
g6
VPadRight[{1, 2, 3}, 10, {a, b, c}, 2]
p19233
sg8
(lp19234
(dp19235
g11
(lp19236
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>b</mi> <mo>,</mo> <mi>c</mi> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>3</mn> <mo>,</mo> <mi>a</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>c</mi> <mo>,</mo> <mi>a</mi> <mo>,</mo> <mi>b</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p19237
sg15
I5
sass(g1709
g17991
g19202
I5
tp19238
(dp19239
g6
VPadRight[{{1, 2, 3}}, {5, 2}, x, 1]
p19240
sg8
(lp19241
(dp19242
g11
(lp19243
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mi>x</mi> <mo>,</mo> <mi>x</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>x</mi> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>x</mi> <mo>,</mo> <mi>x</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>x</mi> <mo>,</mo> <mi>x</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>x</mi> <mo>,</mo> <mi>x</mi></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p19244
sg15
I6
sass(g1709
g17991
VPart
p19245
I0
tp19246
(dp19247
g6
VA = {a, b, c, d};
p19248
sg8
(lp19249
(dp19250
g11
(lp19251
sg13
Nsg15
I1
sass(g1709
g17991
g19245
I1
tp19252
(dp19253
g6
VA[[3]]
p19254
sg8
(lp19255
(dp19256
g11
(lp19257
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>c</mi></mstyle></math>
p19258
sg15
I2
sass(g1709
g17991
g19245
I2
tp19259
(dp19260
g6
V{a, b, c}[[-2]]
p19261
sg8
(lp19262
(dp19263
g11
(lp19264
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>b</mi></mstyle></math>
p19265
sg15
I3
sass(g1709
g17991
g19245
I3
tp19266
(dp19267
g6
V(a + b + c)[[2]]
p19268
sg8
(lp19269
(dp19270
g11
(lp19271
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>b</mi></mstyle></math>
p19272
sg15
I4
sass(g1709
g17991
g19245
I4
tp19273
(dp19274
g6
V(a + b + c)[[0]]
p19275
sg8
(lp19276
(dp19277
g11
(lp19278
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>Plus</mi></mstyle></math>
p19279
sg15
I5
sass(g1709
g17991
g19245
I5
tp19280
(dp19281
g6
VM = {{a, b}, {c, d}};
p19282
sg8
(lp19283
(dp19284
g11
(lp19285
sg13
Nsg15
I6
sass(g1709
g17991
g19245
I6
tp19286
(dp19287
g6
VM[[1, 2]]
p19288
sg8
(lp19289
(dp19290
g11
(lp19291
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>b</mi></mstyle></math>
p19292
sg15
I7
sass(g1709
g17991
g19245
I7
tp19293
(dp19294
g6
V{1, 2, 3, 4}[[2;;4]]
p19295
sg8
(lp19296
(dp19297
g11
(lp19298
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>2</mn> <mo>,</mo> <mn>3</mn> <mo>,</mo> <mn>4</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p19299
sg15
I8
sass(g1709
g17991
g19245
I8
tp19300
(dp19301
g6
V{1, 2, 3, 4}[[2;;-1]]
p19302
sg8
(lp19303
(dp19304
g11
(lp19305
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>2</mn> <mo>,</mo> <mn>3</mn> <mo>,</mo> <mn>4</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p19306
sg15
I9
sass(g1709
g17991
g19245
I9
tp19307
(dp19308
g6
V{a, b, c, d}[[{1, 3, 3}]]
p19309
sg8
(lp19310
(dp19311
g11
(lp19312
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>c</mi> <mo>,</mo> <mi>c</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p19313
sg15
I10
sass(g1709
g17991
g19245
I10
tp19314
(dp19315
g6
VB = {{a, b, c}, {d, e, f}, {g, h, i}};
p19316
sg8
(lp19317
(dp19318
g11
(lp19319
sg13
Nsg15
I11
sass(g1709
g17991
g19245
I11
tp19320
(dp19321
g6
VB[[;;, 2]]
p19322
sg8
(lp19323
(dp19324
g11
(lp19325
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>b</mi> <mo>,</mo> <mi>e</mi> <mo>,</mo> <mi>h</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p19326
sg15
I12
sass(g1709
g17991
g19245
I12
tp19327
(dp19328
g6
VB = {{1, 2, 3}, {4, 5, 6}, {7, 8, 9}};
p19329
sg8
(lp19330
(dp19331
g11
(lp19332
sg13
Nsg15
I13
sass(g1709
g17991
g19245
I13
tp19333
(dp19334
g6
VB[[{1, 3}, -2;;-1]]
p19335
sg8
(lp19336
(dp19337
g11
(lp19338
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>2</mn> <mo>,</mo> <mn>3</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>8</mn> <mo>,</mo> <mn>9</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p19339
sg15
I14
sass(g1709
g17991
g19245
I14
tp19340
(dp19341
g6
V(a+b+c+d)[[-1;;-2]]
p19342
sg8
(lp19343
(dp19344
g11
(lp19345
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0</mn></mstyle></math>
p19346
sg15
I15
sass(g1709
g17991
g19245
I15
tp19347
(dp19348
g6
Vx[[2]]
p19349
sg8
(lp19350
(dp19351
g11
(lp19352
(dp19353
g149
I01
sg150
VPart
p19354
sg152
Vpartd
p19355
sg154
VPart::partd
p19356
sg156
VPart specification is longer than depth of object.
p19357
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>x</mi> <mo>\u301a</mo> <mn>2</mn> <mo>\u301b</mo></mrow></mstyle></math>
p19358
sg15
I16
sass(g1709
g17991
g19245
I16
tp19359
(dp19360
g6
VB[[;;, 2]] = {10, 11, 12}
p19361
sg8
(lp19362
(dp19363
g11
(lp19364
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>10</mn> <mo>,</mo> <mn>11</mn> <mo>,</mo> <mn>12</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p19365
sg15
I17
sass(g1709
g17991
g19245
I17
tp19366
(dp19367
g6
g10713
sg8
(lp19368
(dp19369
g11
(lp19370
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>10</mn> <mo>,</mo> <mn>3</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>4</mn> <mo>,</mo> <mn>11</mn> <mo>,</mo> <mn>6</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>7</mn> <mo>,</mo> <mn>12</mn> <mo>,</mo> <mn>9</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p19371
sg15
I18
sass(g1709
g17991
g19245
I18
tp19372
(dp19373
g6
VB[[;;, 3]] = 13
p19374
sg8
(lp19375
(dp19376
g11
(lp19377
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>13</mn></mstyle></math>
p19378
sg15
I19
sass(g1709
g17991
g19245
I19
tp19379
(dp19380
g6
g10713
sg8
(lp19381
(dp19382
g11
(lp19383
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>10</mn> <mo>,</mo> <mn>13</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>4</mn> <mo>,</mo> <mn>11</mn> <mo>,</mo> <mn>13</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>7</mn> <mo>,</mo> <mn>12</mn> <mo>,</mo> <mn>13</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p19384
sg15
I20
sass(g1709
g17991
g19245
I20
tp19385
(dp19386
g6
VB[[1;;-2]] = t;
p19387
sg8
(lp19388
(dp19389
g11
(lp19390
sg13
Nsg15
I21
sass(g1709
g17991
g19245
I21
tp19391
(dp19392
g6
g10713
sg8
(lp19393
(dp19394
g11
(lp19395
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>t</mi> <mo>,</mo> <mi>t</mi> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>7</mn> <mo>,</mo> <mn>12</mn> <mo>,</mo> <mn>13</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p19396
sg15
I22
sass(g1709
g17991
g19245
I22
tp19397
(dp19398
g6
VF = Table[i*j*k, {i, 1, 3}, {j, 1, 3}, {k, 1, 3}];
p19399
sg8
(lp19400
(dp19401
g11
(lp19402
sg13
Nsg15
I23
sass(g1709
g17991
g19245
I23
tp19403
(dp19404
g6
VF[[;; All, 2 ;; 3, 2]] = t;
p19405
sg8
(lp19406
(dp19407
g11
(lp19408
sg13
Nsg15
I24
sass(g1709
g17991
g19245
I24
tp19409
(dp19410
g6
VF
p19411
sg8
(lp19412
(dp19413
g11
(lp19414
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>3</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>2</mn> <mo>,</mo> <mi>t</mi> <mo>,</mo> <mn>6</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>3</mn> <mo>,</mo> <mi>t</mi> <mo>,</mo> <mn>9</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>2</mn> <mo>,</mo> <mn>4</mn> <mo>,</mo> <mn>6</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>4</mn> <mo>,</mo> <mi>t</mi> <mo>,</mo> <mn>12</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>6</mn> <mo>,</mo> <mi>t</mi> <mo>,</mo> <mn>18</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>3</mn> <mo>,</mo> <mn>6</mn> <mo>,</mo> <mn>9</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>6</mn> <mo>,</mo> <mi>t</mi> <mo>,</mo> <mn>18</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>9</mn> <mo>,</mo> <mi>t</mi> <mo>,</mo> <mn>27</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p19415
sg15
I25
sass(g1709
g17991
g19245
I25
tp19416
(dp19417
g6
VF[[;; All, 1 ;; 2, 3 ;; 3]] = k;
p19418
sg8
(lp19419
(dp19420
g11
(lp19421
sg13
Nsg15
I26
sass(g1709
g17991
g19245
I26
tp19422
(dp19423
g6
g19411
sg8
(lp19424
(dp19425
g11
(lp19426
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mi>k</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>2</mn> <mo>,</mo> <mi>t</mi> <mo>,</mo> <mi>k</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>3</mn> <mo>,</mo> <mi>t</mi> <mo>,</mo> <mn>9</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>2</mn> <mo>,</mo> <mn>4</mn> <mo>,</mo> <mi>k</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>4</mn> <mo>,</mo> <mi>t</mi> <mo>,</mo> <mi>k</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>6</mn> <mo>,</mo> <mi>t</mi> <mo>,</mo> <mn>18</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>3</mn> <mo>,</mo> <mn>6</mn> <mo>,</mo> <mi>k</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>6</mn> <mo>,</mo> <mi>t</mi> <mo>,</mo> <mi>k</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>9</mn> <mo>,</mo> <mi>t</mi> <mo>,</mo> <mn>27</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p19427
sg15
I27
sass(g1709
g17991
g19245
I27
tp19428
(dp19429
g6
VA[[1]] + B[[2]] + C[[3]] // Hold // FullForm
p19430
sg8
(lp19431
(dp19432
g11
(lp19433
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Hold</mi> <mo>[</mo> <mrow><mi>Plus</mi> <mo>[</mo> <mrow><mrow><mi>Part</mi> <mo>[</mo> <mrow><mi>A</mi> <mtext>,&nbsp;</mtext> <mn>1</mn></mrow> <mo>]</mo></mrow> <mtext>,&nbsp;</mtext> <mrow><mi>Part</mi> <mo>[</mo> <mrow><mi>B</mi> <mtext>,&nbsp;</mtext> <mn>2</mn></mrow> <mo>]</mo></mrow> <mtext>,&nbsp;</mtext> <mrow><mi>Part</mi> <mo>[</mo> <mrow><mi>C</mi> <mtext>,&nbsp;</mtext> <mn>3</mn></mrow> <mo>]</mo></mrow></mrow> <mo>]</mo></mrow> <mo>]</mo></mrow></mstyle></math>
p19434
sg15
I28
sass(g1709
g17991
VPartition
p19435
I0
tp19436
(dp19437
g6
VPartition[{a, b, c, d, e, f}, 2]
p19438
sg8
(lp19439
(dp19440
g11
(lp19441
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>c</mi> <mo>,</mo> <mi>d</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>e</mi> <mo>,</mo> <mi>f</mi></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p19442
sg15
I1
sass(g1709
g17991
g19435
I1
tp19443
(dp19444
g6
VPartition[{a, b, c, d, e, f}, 3, 1]
p19445
sg8
(lp19446
(dp19447
g11
(lp19448
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>c</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>b</mi> <mo>,</mo> <mi>c</mi> <mo>,</mo> <mi>d</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>c</mi> <mo>,</mo> <mi>d</mi> <mo>,</mo> <mi>e</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>d</mi> <mo>,</mo> <mi>e</mi> <mo>,</mo> <mi>f</mi></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p19449
sg15
I2
sass(g1709
g17991
VPermutations
p19450
I0
tp19451
(dp19452
g6
VPermutations[{y, 1, x}]
p19453
sg8
(lp19454
(dp19455
g11
(lp19456
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mi>y</mi> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mi>x</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>y</mi> <mo>,</mo> <mi>x</mi> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mi>y</mi> <mo>,</mo> <mi>x</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mi>x</mi> <mo>,</mo> <mi>y</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>x</mi> <mo>,</mo> <mi>y</mi> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>x</mi> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mi>y</mi></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p19457
sg15
I1
sass(g1709
g17991
g19450
I1
tp19458
(dp19459
g6
VPermutations[{a, b, b}]
p19460
sg8
(lp19461
(dp19462
g11
(lp19463
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>b</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>b</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>b</mi> <mo>,</mo> <mi>a</mi> <mo>,</mo> <mi>b</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>b</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>a</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>b</mi> <mo>,</mo> <mi>a</mi> <mo>,</mo> <mi>b</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>b</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>a</mi></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p19464
sg15
I2
sass(g1709
g17991
g19450
I2
tp19465
(dp19466
g6
VPermutations[{1, 2, 3}, 2]
p19467
sg8
(lp19468
(dp19469
g11
(lp19470
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mn>1</mn> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mn>2</mn> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mn>3</mn> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>2</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>3</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>2</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>2</mn> <mo>,</mo> <mn>3</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>3</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>3</mn> <mo>,</mo> <mn>2</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p19471
sg15
I3
sass(g1709
g17991
g19450
I3
tp19472
(dp19473
g6
VPermutations[{1, 2, 3}, {2}]
p19474
sg8
(lp19475
(dp19476
g11
(lp19477
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>2</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>3</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>2</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>2</mn> <mo>,</mo> <mn>3</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>3</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>3</mn> <mo>,</mo> <mn>2</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p19478
sg15
I4
sass(g1709
g17991
VPick
p19479
I0
tp19480
(dp19481
g6
VPick[{a, b, c}, {False, True, False}]
p19482
sg8
(lp19483
(dp19484
g11
(lp19485
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mi>b</mi> <mo>}</mo></mrow></mstyle></math>
p19486
sg15
I1
sass(g1709
g17991
g19479
I1
tp19487
(dp19488
g6
VPick[f[g[1, 2], h[3, 4]], {{True, False}, {False, True}}]
p19489
sg8
(lp19490
(dp19491
g11
(lp19492
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>f</mi> <mo>[</mo> <mrow><mrow><mi>g</mi> <mo>[</mo> <mn>1</mn> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>h</mi> <mo>[</mo> <mn>4</mn> <mo>]</mo></mrow></mrow> <mo>]</mo></mrow></mstyle></math>
p19493
sg15
I2
sass(g1709
g17991
g19479
I2
tp19494
(dp19495
g6
VPick[{a, b, c, d, e}, {1, 2, 3.5, 4, 5.5}, _Integer]
p19496
sg8
(lp19497
(dp19498
g11
(lp19499
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>d</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p19500
sg15
I3
sass(g1709
g17991
VPosition
p19501
I0
tp19502
(dp19503
g6
VPosition[{1, 2, 2, 1, 2, 3, 2}, 2]
p19504
sg8
(lp19505
(dp19506
g11
(lp19507
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mn>2</mn> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mn>3</mn> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mn>5</mn> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mn>7</mn> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p19508
sg15
I1
sass(g1709
g17991
g19501
I1
tp19509
(dp19510
g6
VPosition[{1 + Sin[x], x, (Tan[x] - y)^2}, x, 3]
p19511
sg8
(lp19512
(dp19513
g11
(lp19514
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mn>2</mn> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p19515
sg15
I2
sass(g1709
g17991
g19501
I2
tp19516
(dp19517
g6
VPosition[{1 + x^2, x y ^ 2,  4 y,  x ^ z}, x^_]
p19518
sg8
(lp19519
(dp19520
g11
(lp19521
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>2</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mn>4</mn> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p19522
sg15
I3
sass(g1709
g17991
g19501
I3
tp19523
(dp19524
g6
VPosition[_Integer][{1.5, 2, 2.5}]
p19525
sg8
(lp19526
(dp19527
g11
(lp19528
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mo>{</mo> <mn>2</mn> <mo>}</mo></mrow> <mo>}</mo></mrow></mstyle></math>
p19529
sg15
I4
sass(g1709
g17991
VPrepend
p19530
I0
tp19531
(dp19532
g6
VPrepend[{2, 3, 4}, 1]
p19533
sg8
(lp19534
(dp19535
g11
(lp19536
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>3</mn> <mo>,</mo> <mn>4</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p19537
sg15
I1
sass(g1709
g17991
g19530
I1
tp19538
(dp19539
g6
VPrepend[f[b, c], a]
p19540
sg8
(lp19541
(dp19542
g11
(lp19543
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>f</mi> <mo>[</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>c</mi></mrow> <mo>]</mo></mrow></mstyle></math>
p19544
sg15
I2
sass(g1709
g17991
g19530
I2
tp19545
(dp19546
g6
VPrepend[{c, d}, {a, b}]
p19547
sg8
(lp19548
(dp19549
g11
(lp19550
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mi>c</mi> <mo>,</mo> <mi>d</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p19551
sg15
I3
sass(g1709
g17991
VPrependTo
p19552
I0
tp19553
(dp19554
g6
Vs = {1, 2, 4, 9}
p19555
sg8
(lp19556
(dp19557
g11
(lp19558
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>4</mn> <mo>,</mo> <mn>9</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p19559
sg15
I1
sass(g1709
g17991
g19552
I1
tp19560
(dp19561
g6
VPrependTo[s, 0]
p19562
sg8
(lp19563
(dp19564
g11
(lp19565
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>4</mn> <mo>,</mo> <mn>9</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p19566
sg15
I2
sass(g1709
g17991
g19552
I2
tp19567
(dp19568
g6
g9714
sg8
(lp19569
(dp19570
g11
(lp19571
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>4</mn> <mo>,</mo> <mn>9</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p19572
sg15
I3
sass(g1709
g17991
g19552
I3
tp19573
(dp19574
g6
Vy = f[a, b, c];
p19575
sg8
(lp19576
(dp19577
g11
(lp19578
sg13
Nsg15
I4
sass(g1709
g17991
g19552
I4
tp19579
(dp19580
g6
VPrependTo[y, x]
p19581
sg8
(lp19582
(dp19583
g11
(lp19584
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>f</mi> <mo>[</mo> <mrow><mi>x</mi> <mo>,</mo> <mi>a</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>c</mi></mrow> <mo>]</mo></mrow></mstyle></math>
p19585
sg15
I5
sass(g1709
g17991
g19552
I5
tp19586
(dp19587
g6
g9819
sg8
(lp19588
(dp19589
g11
(lp19590
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>f</mi> <mo>[</mo> <mrow><mi>x</mi> <mo>,</mo> <mi>a</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>c</mi></mrow> <mo>]</mo></mrow></mstyle></math>
p19591
sg15
I6
sass(g1709
g17991
VQuantile
p19592
I0
tp19593
(dp19594
g6
VQuantile[Range[11], 1/3]
p19595
sg8
(lp19596
(dp19597
g11
(lp19598
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>4</mn></mstyle></math>
p19599
sg15
I1
sass(g1709
g17991
g19592
I1
tp19600
(dp19601
g6
VQuantile[Range[16], 1/4]
p19602
sg8
(lp19603
(dp19604
g11
(lp19605
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>5</mn></mstyle></math>
p19606
sg15
I2
sass(g1709
g17991
VQuartiles
p19607
I0
tp19608
(dp19609
g6
VQuartiles[Range[25]]
p19610
sg8
(lp19611
(dp19612
g11
(lp19613
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mfrac><mn>27</mn> <mn>4</mn></mfrac> <mo>,</mo> <mn>13</mn> <mo>,</mo> <mfrac><mn>77</mn> <mn>4</mn></mfrac></mrow> <mo>}</mo></mrow></mstyle></math>
p19614
sg15
I1
sass(g1709
g17991
VRange
p19615
I0
tp19616
(dp19617
g6
VRange[5]
p19618
sg8
(lp19619
(dp19620
g11
(lp19621
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>3</mn> <mo>,</mo> <mn>4</mn> <mo>,</mo> <mn>5</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p19622
sg15
I1
sass(g1709
g17991
g19615
I1
tp19623
(dp19624
g6
VRange[-3, 2]
p19625
sg8
(lp19626
(dp19627
g11
(lp19628
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mtext>-3</mtext> <mo>,</mo> <mtext>-2</mtext> <mo>,</mo> <mtext>-1</mtext> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>2</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p19629
sg15
I2
sass(g1709
g17991
g19615
I2
tp19630
(dp19631
g6
VRange[0, 2, 1/3]
p19632
sg8
(lp19633
(dp19634
g11
(lp19635
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mfrac><mn>1</mn> <mn>3</mn></mfrac> <mo>,</mo> <mfrac><mn>2</mn> <mn>3</mn></mfrac> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mfrac><mn>4</mn> <mn>3</mn></mfrac> <mo>,</mo> <mfrac><mn>5</mn> <mn>3</mn></mfrac> <mo>,</mo> <mn>2</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p19636
sg15
I3
sass(g1709
g17991
VRankedMax
p19637
I0
tp19638
(dp19639
g6
VRankedMax[{482, 17, 181, -12}, 2]
p19640
sg8
(lp19641
(dp19642
g11
(lp19643
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>181</mn></mstyle></math>
p19644
sg15
I1
sass(g1709
g17991
VRankedMin
p19645
I0
tp19646
(dp19647
g6
VRankedMin[{482, 17, 181, -12}, 2]
p19648
sg8
(lp19649
(dp19650
g11
(lp19651
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>17</mn></mstyle></math>
p19652
sg15
I1
sass(g1709
g17991
VReap
p19653
I0
tp19654
(dp19655
g6
VReap[Sow[3]; Sow[1]]
p19656
sg8
(lp19657
(dp19658
g11
(lp19659
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mrow><mo>{</mo> <mrow><mo>{</mo> <mrow><mn>3</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p19660
sg15
I1
sass(g1709
g17991
g19653
I1
tp19661
(dp19662
g6
VReap[Sow[2, {x, x, x}]; Sow[3, x]; Sow[4, y]; Sow[4, 1], {_Symbol, _Integer, x}, f]
p19663
sg8
(lp19664
(dp19665
g11
(lp19666
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>4</mn> <mo>,</mo> <mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mrow><mi>f</mi> <mo>[</mo> <mrow><mi>x</mi> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>2</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>3</mn></mrow> <mo>}</mo></mrow></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mrow><mi>y</mi> <mo>,</mo> <mrow><mo>{</mo> <mn>4</mn> <mo>}</mo></mrow></mrow> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>f</mi> <mo>[</mo> <mrow><mn>1</mn> <mo>,</mo> <mrow><mo>{</mo> <mn>4</mn> <mo>}</mo></mrow></mrow> <mo>]</mo></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>f</mi> <mo>[</mo> <mrow><mi>x</mi> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>2</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>3</mn></mrow> <mo>}</mo></mrow></mrow> <mo>]</mo></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p19667
sg15
I2
sass(g1709
g17991
g19653
I2
tp19668
(dp19669
g6
VReap[Sow[Null, {a, a, b, d, c, a}], _, # &][[2]]
p19670
sg8
(lp19671
(dp19672
g11
(lp19673
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>d</mi> <mo>,</mo> <mi>c</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p19674
sg15
I3
sass(g1709
g17991
g19653
I3
tp19675
(dp19676
g6
VReap[Reap[Sow[a, x]; Sow[b, 1], _Symbol, Print["Inner: ", #1]&];, _, f]
p19677
sg8
(lp19678
(dp19679
g11
(lp19680
(dp19681
g149
I00
sg156
VInner: x
p19682
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>Null</mi> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>f</mi> <mo>[</mo> <mrow><mn>1</mn> <mo>,</mo> <mrow><mo>{</mo> <mi>b</mi> <mo>}</mo></mrow></mrow> <mo>]</mo></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p19683
sg15
I4
sass(g1709
g17991
g19653
I4
tp19684
(dp19685
g6
VReap[x]
p19686
sg8
(lp19687
(dp19688
g11
(lp19689
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>x</mi> <mo>,</mo> <mrow><mo>{</mo> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p19690
sg15
I5
sass(g1709
g17991
VReplacePart
p19691
I0
tp19692
(dp19693
g6
VReplacePart[{a, b, c}, 1 -> t]
p19694
sg8
(lp19695
(dp19696
g11
(lp19697
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>t</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>c</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p19698
sg15
I1
sass(g1709
g17991
g19691
I1
tp19699
(dp19700
g6
VReplacePart[{{a, b}, {c, d}}, {2, 1} -> t]
p19701
sg8
(lp19702
(dp19703
g11
(lp19704
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>t</mi> <mo>,</mo> <mi>d</mi></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p19705
sg15
I2
sass(g1709
g17991
g19691
I2
tp19706
(dp19707
g6
VReplacePart[{{a, b}, {c, d}}, {{2, 1} -> t, {1, 1} -> t}]
p19708
sg8
(lp19709
(dp19710
g11
(lp19711
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mi>t</mi> <mo>,</mo> <mi>b</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>t</mi> <mo>,</mo> <mi>d</mi></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p19712
sg15
I3
sass(g1709
g17991
g19691
I3
tp19713
(dp19714
g6
VReplacePart[{a, b, c}, {{1}, {2}} -> t]
p19715
sg8
(lp19716
(dp19717
g11
(lp19718
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>t</mi> <mo>,</mo> <mi>t</mi> <mo>,</mo> <mi>c</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p19719
sg15
I4
sass(g1709
g17991
g19691
I4
tp19720
(dp19721
g6
Vn = 1;
p19722
sg8
(lp19723
(dp19724
g11
(lp19725
sg13
Nsg15
I5
sass(g1709
g17991
g19691
I5
tp19726
(dp19727
g6
VReplacePart[{a, b, c, d}, {{1}, {3}} :> n++]
p19728
sg8
(lp19729
(dp19730
g11
(lp19731
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mi>d</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p19732
sg15
I6
sass(g1709
g17991
g19691
I6
tp19733
(dp19734
g6
VReplacePart[{a, b, c}, 4 -> t]
p19735
sg8
(lp19736
(dp19737
g11
(lp19738
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>c</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p19739
sg15
I7
sass(g1709
g17991
g19691
I7
tp19740
(dp19741
g6
VReplacePart[{a, b, c}, 0 -> Times]
p19742
sg8
(lp19743
(dp19744
g11
(lp19745
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>a</mi> <mo>&nbsp;</mo> <mi>b</mi> <mo>&nbsp;</mo> <mi>c</mi></mrow></mstyle></math>
p19746
sg15
I8
sass(g1709
g17991
g19691
I8
tp19747
(dp19748
g6
VReplacePart[{a, b, c}, -1 -> t]
p19749
sg8
(lp19750
(dp19751
g11
(lp19752
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>t</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p19753
sg15
I9
sass(g1709
g17991
VRest
p19754
I0
tp19755
(dp19756
g6
VRest[{a, b, c}]
p19757
sg8
(lp19758
(dp19759
g11
(lp19760
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>b</mi> <mo>,</mo> <mi>c</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p19761
sg15
I1
sass(g1709
g17991
g19754
I1
tp19762
(dp19763
g6
VRest[a + b + c]
p19764
sg8
(lp19765
(dp19766
g11
(lp19767
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>b</mi> <mo>+</mo> <mi>c</mi></mrow></mstyle></math>
p19768
sg15
I2
sass(g1709
g17991
g19754
I2
tp19769
(dp19770
g6
VRest[x]
p19771
sg8
(lp19772
(dp19773
g11
(lp19774
(dp19775
g149
I01
sg150
VRest
p19776
sg152
g11028
sg154
VRest::normal
p19777
sg156
g11030
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Rest</mi> <mo>[</mo> <mi>x</mi> <mo>]</mo></mrow></mstyle></math>
p19778
sg15
I3
sass(g1709
g17991
VReverse
p19779
I0
tp19780
(dp19781
g6
VReverse[{1, 2, 3}]
p19782
sg8
(lp19783
(dp19784
g11
(lp19785
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>3</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p19786
sg15
I1
sass(g1709
g17991
g19779
I1
tp19787
(dp19788
g6
VReverse[x[a, b, c]]
p19789
sg8
(lp19790
(dp19791
g11
(lp19792
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>x</mi> <mo>[</mo> <mrow><mi>c</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>a</mi></mrow> <mo>]</mo></mrow></mstyle></math>
p19793
sg15
I2
sass(g1709
g17991
g19779
I2
tp19794
(dp19795
g6
VReverse[{{1, 2}, {3, 4}}, 1]
p19796
sg8
(lp19797
(dp19798
g11
(lp19799
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>3</mn> <mo>,</mo> <mn>4</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>2</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p19800
sg15
I3
sass(g1709
g17991
g19779
I3
tp19801
(dp19802
g6
VReverse[{{1, 2}, {3, 4}}, 2]
p19803
sg8
(lp19804
(dp19805
g11
(lp19806
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>2</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>4</mn> <mo>,</mo> <mn>3</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p19807
sg15
I4
sass(g1709
g17991
g19779
I4
tp19808
(dp19809
g6
VReverse[{{1, 2}, {3, 4}}, {1, 2}]
p19810
sg8
(lp19811
(dp19812
g11
(lp19813
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>4</mn> <mo>,</mo> <mn>3</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>2</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p19814
sg15
I5
sass(g1709
g17991
VRiffle
p19815
I0
tp19816
(dp19817
g6
VRiffle[{a, b, c}, x]
p19818
sg8
(lp19819
(dp19820
g11
(lp19821
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>x</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>x</mi> <mo>,</mo> <mi>c</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p19822
sg15
I1
sass(g1709
g17991
g19815
I1
tp19823
(dp19824
g6
VRiffle[{a, b, c}, {x, y, z}]
p19825
sg8
(lp19826
(dp19827
g11
(lp19828
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>x</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>y</mi> <mo>,</mo> <mi>c</mi> <mo>,</mo> <mi>z</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p19829
sg15
I2
sass(g1709
g17991
g19815
I2
tp19830
(dp19831
g6
VRiffle[{a, b, c, d, e, f}, {x, y, z}]
p19832
sg8
(lp19833
(dp19834
g11
(lp19835
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>x</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>y</mi> <mo>,</mo> <mi>c</mi> <mo>,</mo> <mi>z</mi> <mo>,</mo> <mi>d</mi> <mo>,</mo> <mi>x</mi> <mo>,</mo> <mi>e</mi> <mo>,</mo> <mi>y</mi> <mo>,</mo> <mi>f</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p19836
sg15
I3
sass(g1709
g17991
VRotateLeft
p19837
I0
tp19838
(dp19839
g6
VRotateLeft[{1, 2, 3}]
p19840
sg8
(lp19841
(dp19842
g11
(lp19843
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>2</mn> <mo>,</mo> <mn>3</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p19844
sg15
I1
sass(g1709
g17991
g19837
I1
tp19845
(dp19846
g6
VRotateLeft[Range[10], 3]
p19847
sg8
(lp19848
(dp19849
g11
(lp19850
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>4</mn> <mo>,</mo> <mn>5</mn> <mo>,</mo> <mn>6</mn> <mo>,</mo> <mn>7</mn> <mo>,</mo> <mn>8</mn> <mo>,</mo> <mn>9</mn> <mo>,</mo> <mn>10</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>3</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p19851
sg15
I2
sass(g1709
g17991
g19837
I2
tp19852
(dp19853
g6
VRotateLeft[x[a, b, c], 2]
p19854
sg8
(lp19855
(dp19856
g11
(lp19857
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>x</mi> <mo>[</mo> <mrow><mi>c</mi> <mo>,</mo> <mi>a</mi> <mo>,</mo> <mi>b</mi></mrow> <mo>]</mo></mrow></mstyle></math>
p19858
sg15
I3
sass(g1709
g17991
g19837
I3
tp19859
(dp19860
g6
VRotateLeft[{{a, b, c}, {d, e, f}, {g, h, i}}, {1, 2}]
p19861
sg8
(lp19862
(dp19863
g11
(lp19864
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mi>f</mi> <mo>,</mo> <mi>d</mi> <mo>,</mo> <mi>e</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>i</mi> <mo>,</mo> <mi>g</mi> <mo>,</mo> <mi>h</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>c</mi> <mo>,</mo> <mi>a</mi> <mo>,</mo> <mi>b</mi></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p19865
sg15
I4
sass(g1709
g17991
VRotateRight
p19866
I0
tp19867
(dp19868
g6
VRotateRight[{1, 2, 3}]
p19869
sg8
(lp19870
(dp19871
g11
(lp19872
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>3</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>2</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p19873
sg15
I1
sass(g1709
g17991
g19866
I1
tp19874
(dp19875
g6
VRotateRight[Range[10], 3]
p19876
sg8
(lp19877
(dp19878
g11
(lp19879
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>8</mn> <mo>,</mo> <mn>9</mn> <mo>,</mo> <mn>10</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>3</mn> <mo>,</mo> <mn>4</mn> <mo>,</mo> <mn>5</mn> <mo>,</mo> <mn>6</mn> <mo>,</mo> <mn>7</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p19880
sg15
I2
sass(g1709
g17991
g19866
I2
tp19881
(dp19882
g6
VRotateRight[x[a, b, c], 2]
p19883
sg8
(lp19884
(dp19885
g11
(lp19886
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>x</mi> <mo>[</mo> <mrow><mi>b</mi> <mo>,</mo> <mi>c</mi> <mo>,</mo> <mi>a</mi></mrow> <mo>]</mo></mrow></mstyle></math>
p19887
sg15
I3
sass(g1709
g17991
g19866
I3
tp19888
(dp19889
g6
VRotateRight[{{a, b, c}, {d, e, f}, {g, h, i}}, {1, 2}]
p19890
sg8
(lp19891
(dp19892
g11
(lp19893
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mi>h</mi> <mo>,</mo> <mi>i</mi> <mo>,</mo> <mi>g</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>b</mi> <mo>,</mo> <mi>c</mi> <mo>,</mo> <mi>a</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>e</mi> <mo>,</mo> <mi>f</mi> <mo>,</mo> <mi>d</mi></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p19894
sg15
I4
sass(g1709
g17991
VSelect
p19895
I0
tp19896
(dp19897
g6
VSelect[{-3, 0, 1, 3, a}, #>0&]
p19898
sg8
(lp19899
(dp19900
g11
(lp19901
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>3</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p19902
sg15
I1
sass(g1709
g17991
g19895
I1
tp19903
(dp19904
g6
VSelect[f[a, 2, 3], NumberQ]
p19905
sg8
(lp19906
(dp19907
g11
(lp19908
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>f</mi> <mo>[</mo> <mrow><mn>2</mn> <mo>,</mo> <mn>3</mn></mrow> <mo>]</mo></mrow></mstyle></math>
p19909
sg15
I2
sass(g1709
g17991
g19895
I2
tp19910
(dp19911
g6
VSelect[a, True]
p19912
sg8
(lp19913
(dp19914
g11
(lp19915
(dp19916
g149
I01
sg150
VSelect
p19917
sg152
g11028
sg154
VSelect::normal
p19918
sg156
g11030
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Select</mi> <mo>[</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>True</mi></mrow> <mo>]</mo></mrow></mstyle></math>
p19919
sg15
I3
sass(g1709
g17991
VSkewness
p19920
I0
tp19921
(dp19922
g6
VSkewness[{1.1, 1.2, 1.4, 2.1, 2.4}]
p19923
sg8
(lp19924
(dp19925
g11
(lp19926
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0.407041</mn></mstyle></math>
p19927
sg15
I1
sass(g1709
g17991
VSpan
p19928
I0
tp19929
(dp19930
g6
V;; // FullForm
p19931
sg8
(lp19932
(dp19933
g11
(lp19934
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Span</mi> <mo>[</mo> <mrow><mn>1</mn> <mtext>,&nbsp;</mtext> <mi>All</mi></mrow> <mo>]</mo></mrow></mstyle></math>
p19935
sg15
I1
sass(g1709
g17991
g19928
I1
tp19936
(dp19937
g6
V1;;4;;2 // FullForm
p19938
sg8
(lp19939
(dp19940
g11
(lp19941
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Span</mi> <mo>[</mo> <mrow><mn>1</mn> <mtext>,&nbsp;</mtext> <mn>4</mn> <mtext>,&nbsp;</mtext> <mn>2</mn></mrow> <mo>]</mo></mrow></mstyle></math>
p19942
sg15
I2
sass(g1709
g17991
g19928
I2
tp19943
(dp19944
g6
V2;;-2 // FullForm
p19945
sg8
(lp19946
(dp19947
g11
(lp19948
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Span</mi> <mo>[</mo> <mrow><mn>2</mn> <mtext>,&nbsp;</mtext> <mtext>-2</mtext></mrow> <mo>]</mo></mrow></mstyle></math>
p19949
sg15
I3
sass(g1709
g17991
g19928
I3
tp19950
(dp19951
g6
V;;3 // FullForm
p19952
sg8
(lp19953
(dp19954
g11
(lp19955
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Span</mi> <mo>[</mo> <mrow><mn>1</mn> <mtext>,&nbsp;</mtext> <mn>3</mn></mrow> <mo>]</mo></mrow></mstyle></math>
p19956
sg15
I4
sass(g1709
g17991
VSplit
p19957
I0
tp19958
(dp19959
g6
VSplit[{x, x, x, y, x, y, y, z}]
p19960
sg8
(lp19961
(dp19962
g11
(lp19963
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mi>x</mi> <mo>,</mo> <mi>x</mi> <mo>,</mo> <mi>x</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mi>y</mi> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mi>x</mi> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>y</mi> <mo>,</mo> <mi>y</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mi>z</mi> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p19964
sg15
I1
sass(g1709
g17991
g19957
I2
tp19965
(dp19966
g6
VSplit[{1, 5, 6, 3, 6, 1, 6, 3, 4, 5, 4}, Less]
p19967
sg8
(lp19968
(dp19969
g11
(lp19970
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>5</mn> <mo>,</mo> <mn>6</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>3</mn> <mo>,</mo> <mn>6</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>6</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>3</mn> <mo>,</mo> <mn>4</mn> <mo>,</mo> <mn>5</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mn>4</mn> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p19971
sg15
I2
sass(g1709
g17991
g19957
I3
tp19972
(dp19973
g6
VSplit[{1, 5, 6, 3, 6, 1, 6, 3, 4, 5, 4}, Greater]
p19974
sg8
(lp19975
(dp19976
g11
(lp19977
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mn>1</mn> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mn>5</mn> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>6</mn> <mo>,</mo> <mn>3</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>6</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>6</mn> <mo>,</mo> <mn>3</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mn>4</mn> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>5</mn> <mo>,</mo> <mn>4</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p19978
sg15
I3
sass(g1709
g17991
g19957
I4
tp19979
(dp19980
g6
VSplit[{x -> a, x -> y, 2 -> a, z -> c, z -> a}, First[#1] === First[#2] &]
p19981
sg8
(lp19982
(dp19983
g11
(lp19984
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mrow><mi>x</mi> <mo>-&gt;</mo> <mi>a</mi></mrow> <mo>,</mo> <mrow><mi>x</mi> <mo>-&gt;</mo> <mi>y</mi></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>2</mn> <mo>-&gt;</mo> <mi>a</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mrow><mi>z</mi> <mo>-&gt;</mo> <mi>c</mi></mrow> <mo>,</mo> <mrow><mi>z</mi> <mo>-&gt;</mo> <mi>a</mi></mrow></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p19985
sg15
I4
sass(g1709
g17991
VSplitBy
p19986
I0
tp19987
(dp19988
g6
VSplitBy[Range[1, 3, 1/3], Round]
p19989
sg8
(lp19990
(dp19991
g11
(lp19992
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mfrac><mn>4</mn> <mn>3</mn></mfrac></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mfrac><mn>5</mn> <mn>3</mn></mfrac> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mfrac><mn>7</mn> <mn>3</mn></mfrac></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mfrac><mn>8</mn> <mn>3</mn></mfrac> <mo>,</mo> <mn>3</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p19993
sg15
I1
sass(g1709
g17991
g19986
I1
tp19994
(dp19995
g6
VSplitBy[{1, 2, 1, 1.2}, {Round, Identity}]
p19996
sg8
(lp19997
(dp19998
g11
(lp19999
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mo>{</mo> <mn>1</mn> <mo>}</mo></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mo>{</mo> <mn>2</mn> <mo>}</mo></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mn>1</mn> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mn>1.2</mn> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p20000
sg15
I2
sass(g1709
g17991
VStandardDeviation
p20001
I0
tp20002
(dp20003
g6
VStandardDeviation[{1, 2, 3}]
p20004
sg8
(lp20005
(dp20006
g11
(lp20007
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>1</mn></mstyle></math>
p20008
sg15
I1
sass(g1709
g17991
g20001
I1
tp20009
(dp20010
g6
VStandardDeviation[{7, -5, 101, 100}]
p20011
sg8
(lp20012
(dp20013
g11
(lp20014
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mfrac><msqrt><mn>13297</mn></msqrt> <mn>2</mn></mfrac></mstyle></math>
p20015
sg15
I2
sass(g1709
g17991
g20001
I2
tp20016
(dp20017
g6
VStandardDeviation[{a, a}]
p20018
sg8
(lp20019
(dp20020
g11
(lp20021
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0</mn></mstyle></math>
p20022
sg15
I3
sass(g1709
g17991
g20001
I3
tp20023
(dp20024
g6
VStandardDeviation[{{1, 10}, {-1, 20}}]
p20025
sg8
(lp20026
(dp20027
g11
(lp20028
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><msqrt><mn>2</mn></msqrt> <mo>,</mo> <mrow><mn>5</mn> <mo>&nbsp;</mo> <msqrt><mn>2</mn></msqrt></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p20029
sg15
I4
sass(g1709
g17991
VSubsetQ
p20030
I0
tp20031
(dp20032
g6
VSubsetQ[{1, 2, 3}, {3, 1}]
p20033
sg8
(lp20034
(dp20035
g11
(lp20036
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p20037
sg15
I1
sass(g1709
g17991
g20030
I1
tp20038
(dp20039
g6
VSubsetQ[{}, {}]
p20040
sg8
(lp20041
(dp20042
g11
(lp20043
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p20044
sg15
I2
sass(g1709
g17991
g20030
I2
tp20045
(dp20046
g6
VSubsetQ[{1, 2, 3}, {}]
p20047
sg8
(lp20048
(dp20049
g11
(lp20050
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p20051
sg15
I3
sass(g1709
g17991
g20030
I3
tp20052
(dp20053
g6
VSubsetQ[{1, 2, 3}, {1, 2, 3}]
p20054
sg8
(lp20055
(dp20056
g11
(lp20057
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p20058
sg15
I4
sass(g1709
g17991
VTable
p20059
I0
tp20060
(dp20061
g6
VTable[x, {4}]
p20062
sg8
(lp20063
(dp20064
g11
(lp20065
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>x</mi> <mo>,</mo> <mi>x</mi> <mo>,</mo> <mi>x</mi> <mo>,</mo> <mi>x</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p20066
sg15
I1
sass(g1709
g17991
g20059
I1
tp20067
(dp20068
g6
Vn = 0;
p20069
sg8
(lp20070
(dp20071
g11
(lp20072
sg13
Nsg15
I2
sass(g1709
g17991
g20059
I2
tp20073
(dp20074
g6
VTable[n = n + 1, {5}]
p20075
sg8
(lp20076
(dp20077
g11
(lp20078
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>3</mn> <mo>,</mo> <mn>4</mn> <mo>,</mo> <mn>5</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p20079
sg15
I3
sass(g1709
g17991
g20059
I3
tp20080
(dp20081
g6
VTable[i, {i, 4}]
p20082
sg8
(lp20083
(dp20084
g11
(lp20085
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>3</mn> <mo>,</mo> <mn>4</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p20086
sg15
I4
sass(g1709
g17991
g20059
I4
tp20087
(dp20088
g6
VTable[i, {i, 2, 5}]
p20089
sg8
(lp20090
(dp20091
g11
(lp20092
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>2</mn> <mo>,</mo> <mn>3</mn> <mo>,</mo> <mn>4</mn> <mo>,</mo> <mn>5</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p20093
sg15
I5
sass(g1709
g17991
g20059
I5
tp20094
(dp20095
g6
VTable[i, {i, 2, 6, 2}]
p20096
sg8
(lp20097
(dp20098
g11
(lp20099
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>2</mn> <mo>,</mo> <mn>4</mn> <mo>,</mo> <mn>6</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p20100
sg15
I6
sass(g1709
g17991
g20059
I6
tp20101
(dp20102
g6
VTable[i, {i, Pi, 2 Pi, Pi / 2}]
p20103
sg8
(lp20104
(dp20105
g11
(lp20106
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>Pi</mi> <mo>,</mo> <mfrac><mrow><mn>3</mn> <mo>&nbsp;</mo> <mi>Pi</mi></mrow> <mn>2</mn></mfrac> <mo>,</mo> <mrow><mn>2</mn> <mo>&nbsp;</mo> <mi>Pi</mi></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p20107
sg15
I7
sass(g1709
g17991
g20059
I7
tp20108
(dp20109
g6
VTable[x^2, {x, {a, b, c}}]
p20110
sg8
(lp20111
(dp20112
g11
(lp20113
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><msup><mi>a</mi> <mn>2</mn></msup> <mo>,</mo> <msup><mi>b</mi> <mn>2</mn></msup> <mo>,</mo> <msup><mi>c</mi> <mn>2</mn></msup></mrow> <mo>}</mo></mrow></mstyle></math>
p20114
sg15
I8
sass(g1709
g17991
g20059
I8
tp20115
(dp20116
g6
VTable[{i, j}, {i, {a, b}}, {j, 1, 2}]
p20117
sg8
(lp20118
(dp20119
g11
(lp20120
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mn>2</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mi>b</mi> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>b</mi> <mo>,</mo> <mn>2</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p20121
sg15
I9
sass(g1709
g17991
VTake
p20122
I0
tp20123
(dp20124
g6
VTake[{a, b, c, d}, 3]
p20125
sg8
(lp20126
(dp20127
g11
(lp20128
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>c</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p20129
sg15
I1
sass(g1709
g17991
g20122
I1
tp20130
(dp20131
g6
VTake[{a, b, c, d}, -2]
p20132
sg8
(lp20133
(dp20134
g11
(lp20135
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>c</mi> <mo>,</mo> <mi>d</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p20136
sg15
I2
sass(g1709
g17991
g20122
I2
tp20137
(dp20138
g6
VTake[{a, b, c, d, e}, {2, -2}]
p20139
sg8
(lp20140
(dp20141
g11
(lp20142
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>b</mi> <mo>,</mo> <mi>c</mi> <mo>,</mo> <mi>d</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p20143
sg15
I3
sass(g1709
g17991
g20122
I3
tp20144
(dp20145
g6
VA = {{a, b, c}, {d, e, f}};
p20146
sg8
(lp20147
(dp20148
g11
(lp20149
sg13
Nsg15
I4
sass(g1709
g17991
g20122
I4
tp20150
(dp20151
g6
VTake[A, 2, 2]
p20152
sg8
(lp20153
(dp20154
g11
(lp20155
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>d</mi> <mo>,</mo> <mi>e</mi></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p20156
sg15
I5
sass(g1709
g17991
g20122
I5
tp20157
(dp20158
g6
VTake[A, All, {2}]
p20159
sg8
(lp20160
(dp20161
g11
(lp20162
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mi>b</mi> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mi>e</mi> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p20163
sg15
I6
sass(g1709
g17991
VTakeLargest
p20164
I0
tp20165
(dp20166
g6
VTakeLargest[{100, -1, 50, 10}, 2]
p20167
sg8
(lp20168
(dp20169
g11
(lp20170
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>100</mn> <mo>,</mo> <mn>50</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p20171
sg15
I1
sass(g1709
g17991
g20164
I1
tp20172
(dp20173
g6
VTakeLargest[{-8, 150, Missing[abc]}, 2]
p20174
sg8
(lp20175
(dp20176
g11
(lp20177
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>150</mn> <mo>,</mo> <mtext>-8</mtext></mrow> <mo>}</mo></mrow></mstyle></math>
p20178
sg15
I2
sass(g1709
g17991
g20164
I2
tp20179
(dp20180
g6
VTakeLargest[{-8, 150, Missing[abc]}, 2, ExcludedForms -> {}]
p20181
sg8
(lp20182
(dp20183
g11
(lp20184
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mi>Missing</mi> <mo>[</mo> <mi>abc</mi> <mo>]</mo></mrow> <mo>,</mo> <mn>150</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p20185
sg15
I3
sass(g1709
g17991
VTakeLargestBy
p20186
I0
tp20187
(dp20188
g6
VTakeLargestBy[{{1, -1}, {10, 100}, {23, 7, 8}, {5, 1}}, Total, 2]
p20189
sg8
(lp20190
(dp20191
g11
(lp20192
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>10</mn> <mo>,</mo> <mn>100</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>23</mn> <mo>,</mo> <mn>7</mn> <mo>,</mo> <mn>8</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p20193
sg15
I1
sass(g1709
g17991
g20186
I1
tp20194
(dp20195
g6
VTakeLargestBy[{"abc", "ab", "x"}, StringLength, 1]
p20196
sg8
(lp20197
(dp20198
g11
(lp20199
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mtext>abc</mtext> <mo>}</mo></mrow></mstyle></math>
p20200
sg15
I2
sass(g1709
g17991
VTakeSmallest
p20201
I0
tp20202
(dp20203
g6
VTakeSmallest[{100, -1, 50, 10}, 2]
p20204
sg8
(lp20205
(dp20206
g11
(lp20207
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mtext>-1</mtext> <mo>,</mo> <mn>10</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p20208
sg15
I1
sass(g1709
g17991
VTakeSmallestBy
p20209
I0
tp20210
(dp20211
g6
VTakeSmallestBy[{{1, -1}, {10, 100}, {23, 7, 8}, {5, 1}}, Total, 2]
p20212
sg8
(lp20213
(dp20214
g11
(lp20215
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mtext>-1</mtext></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>5</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p20216
sg15
I1
sass(g1709
g17991
g20209
I1
tp20217
(dp20218
g6
VTakeSmallestBy[{"abc", "ab", "x"}, StringLength, 1]
p20219
sg8
(lp20220
(dp20221
g11
(lp20222
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mtext>x</mtext> <mo>}</mo></mrow></mstyle></math>
p20223
sg15
I2
sass(g1709
g17991
VTally
p20224
I0
tp20225
(dp20226
g6
VTally[{a, b, c, b, a}]
p20227
sg8
(lp20228
(dp20229
g11
(lp20230
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mn>2</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>b</mi> <mo>,</mo> <mn>2</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>c</mi> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p20231
sg15
I1
sass(g1709
g17991
g20224
I1
tp20232
(dp20233
g6
VTally[{b, b, a, a, a, d, d, d, d, c}]
p20234
sg8
(lp20235
(dp20236
g11
(lp20237
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mi>b</mi> <mo>,</mo> <mn>2</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mn>3</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>d</mi> <mo>,</mo> <mn>4</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>c</mi> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p20238
sg15
I2
sass(g1709
g17991
VTotal
p20239
I0
tp20240
(dp20241
g6
VTotal[{1, 2, 3}]
p20242
sg8
(lp20243
(dp20244
g11
(lp20245
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>6</mn></mstyle></math>
p20246
sg15
I1
sass(g1709
g17991
g20239
I1
tp20247
(dp20248
g6
VTotal[{{1, 2, 3}, {4, 5, 6}, {7, 8 ,9}}]
p20249
sg8
(lp20250
(dp20251
g11
(lp20252
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>12</mn> <mo>,</mo> <mn>15</mn> <mo>,</mo> <mn>18</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p20253
sg15
I2
sass(g1709
g17991
g20239
I2
tp20254
(dp20255
g6
VTotal[{{1, 2, 3}, {4, 5, 6}, {7, 8 ,9}}, 2]
p20256
sg8
(lp20257
(dp20258
g11
(lp20259
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>45</mn></mstyle></math>
p20260
sg15
I3
sass(g1709
g17991
g20239
I3
tp20261
(dp20262
g6
VTotal[{{1, 2, 3}, {4, 5, 6}, {7, 8 ,9}}, {2}]
p20263
sg8
(lp20264
(dp20265
g11
(lp20266
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>6</mn> <mo>,</mo> <mn>15</mn> <mo>,</mo> <mn>24</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p20267
sg15
I4
sass(g1709
g17991
VTuples
p20268
I0
tp20269
(dp20270
g6
VTuples[{a, b, c}, 2]
p20271
sg8
(lp20272
(dp20273
g11
(lp20274
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>a</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>c</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>b</mi> <mo>,</mo> <mi>a</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>b</mi> <mo>,</mo> <mi>b</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>b</mi> <mo>,</mo> <mi>c</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>c</mi> <mo>,</mo> <mi>a</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>c</mi> <mo>,</mo> <mi>b</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>c</mi> <mo>,</mo> <mi>c</mi></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p20275
sg15
I1
sass(g1709
g17991
g20268
I1
tp20276
(dp20277
g6
VTuples[{}, 2]
p20278
sg8
(lp20279
(dp20280
g11
(lp20281
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mo>}</mo></mrow></mstyle></math>
p20282
sg15
I2
sass(g1709
g17991
g20268
I2
tp20283
(dp20284
g6
VTuples[{a, b, c}, 0]
p20285
sg8
(lp20286
(dp20287
g11
(lp20288
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mo>{</mo> <mo>}</mo></mrow> <mo>}</mo></mrow></mstyle></math>
p20289
sg15
I3
sass(g1709
g17991
g20268
I3
tp20290
(dp20291
g6
VTuples[{{a, b}, {1, 2, 3}}]
p20292
sg8
(lp20293
(dp20294
g11
(lp20295
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mn>2</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mn>3</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>b</mi> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>b</mi> <mo>,</mo> <mn>2</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>b</mi> <mo>,</mo> <mn>3</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p20296
sg15
I4
sass(g1709
g17991
g20268
I4
tp20297
(dp20298
g6
VTuples[f[a, b, c], 2]
p20299
sg8
(lp20300
(dp20301
g11
(lp20302
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mi>f</mi> <mo>[</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>a</mi></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>c</mi></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mrow><mi>b</mi> <mo>,</mo> <mi>a</mi></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mrow><mi>b</mi> <mo>,</mo> <mi>b</mi></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mrow><mi>b</mi> <mo>,</mo> <mi>c</mi></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mrow><mi>c</mi> <mo>,</mo> <mi>a</mi></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mrow><mi>c</mi> <mo>,</mo> <mi>b</mi></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>f</mi> <mo>[</mo> <mrow><mi>c</mi> <mo>,</mo> <mi>c</mi></mrow> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p20303
sg15
I5
sass(g1709
g17991
g20268
I5
tp20304
(dp20305
g6
VTuples[{f[a, b], g[c, d]}]
p20306
sg8
(lp20307
(dp20308
g11
(lp20309
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>c</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>d</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>b</mi> <mo>,</mo> <mi>c</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>b</mi> <mo>,</mo> <mi>d</mi></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p20310
sg15
I6
sass(g1709
g17991
VUnion
p20311
I0
tp20312
(dp20313
g6
VUnion[{5, 1, 3, 7, 1, 8, 3}]
p20314
sg8
(lp20315
(dp20316
g11
(lp20317
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>3</mn> <mo>,</mo> <mn>5</mn> <mo>,</mo> <mn>7</mn> <mo>,</mo> <mn>8</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p20318
sg15
I1
sass(g1709
g17991
g20311
I1
tp20319
(dp20320
g6
VUnion[{a, b, c}, {c, d, e}]
p20321
sg8
(lp20322
(dp20323
g11
(lp20324
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>c</mi> <mo>,</mo> <mi>d</mi> <mo>,</mo> <mi>e</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p20325
sg15
I2
sass(g1709
g17991
g20311
I2
tp20326
(dp20327
g6
VUnion[{c, b, a}]
p20328
sg8
(lp20329
(dp20330
g11
(lp20331
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>c</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p20332
sg15
I3
sass(g1709
g17991
g20311
I3
tp20333
(dp20334
g6
VUnion[{{a, 1}, {b, 2}}, {{c, 1}, {d, 3}}, SameTest->(SameQ[Last[#1],Last[#2]]&)]
p20335
sg8
(lp20336
(dp20337
g11
(lp20338
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mi>b</mi> <mo>,</mo> <mn>2</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>c</mi> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>d</mi> <mo>,</mo> <mn>3</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p20339
sg15
I4
sass(g1709
g17991
g20311
I4
tp20340
(dp20341
g6
VUnion[{1, 2, 3}, {2, 3, 4}, SameTest->Less]
p20342
sg8
(lp20343
(dp20344
g11
(lp20345
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>3</mn> <mo>,</mo> <mn>4</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p20346
sg15
I5
sass(g1709
g17991
VUnitVector
p20347
I0
tp20348
(dp20349
g6
VUnitVector[2]
p20350
sg8
(lp20351
(dp20352
g11
(lp20353
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p20354
sg15
I1
sass(g1709
g17991
g20347
I1
tp20355
(dp20356
g6
VUnitVector[4, 3]
p20357
sg8
(lp20358
(dp20359
g11
(lp20360
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p20361
sg15
I2
sass(g1709
g17991
VValues
p20362
I0
tp20363
(dp20364
g6
VValues[<|a -> x, b -> y|>]
p20365
sg8
(lp20366
(dp20367
g11
(lp20368
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>x</mi> <mo>,</mo> <mi>y</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p20369
sg15
I1
sass(g1709
g17991
g20362
I1
tp20370
(dp20371
g6
VValues[{a -> x, b -> y}]
p20372
sg8
(lp20373
(dp20374
g11
(lp20375
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>x</mi> <mo>,</mo> <mi>y</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p20376
sg15
I2
sass(g1709
g17991
g20362
I2
tp20377
(dp20378
g6
VValues[{<|a -> x, b -> y|>, {c -> z, {}}}]
p20379
sg8
(lp20380
(dp20381
g11
(lp20382
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mi>x</mi> <mo>,</mo> <mi>y</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>z</mi> <mo>,</mo> <mrow><mo>{</mo> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p20383
sg15
I3
sass(g1709
g17991
g20362
I3
tp20384
(dp20385
g6
VValues[{c -> z, b -> y, a -> x}]
p20386
sg8
(lp20387
(dp20388
g11
(lp20389
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>z</mi> <mo>,</mo> <mi>y</mi> <mo>,</mo> <mi>x</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p20390
sg15
I4
sass(g1709
g17991
VVariance
p20391
I0
tp20392
(dp20393
g6
VVariance[{1, 2, 3}]
p20394
sg8
(lp20395
(dp20396
g11
(lp20397
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>1</mn></mstyle></math>
p20398
sg15
I1
sass(g1709
g17991
g20391
I1
tp20399
(dp20400
g6
VVariance[{7, -5, 101, 3}]
p20401
sg8
(lp20402
(dp20403
g11
(lp20404
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mfrac><mn>7475</mn> <mn>3</mn></mfrac></mstyle></math>
p20405
sg15
I2
sass(g1709
g17991
g20391
I2
tp20406
(dp20407
g6
VVariance[{1 + 2I, 3 - 10I}]
p20408
sg8
(lp20409
(dp20410
g11
(lp20411
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>74</mn></mstyle></math>
p20412
sg15
I3
sass(g1709
g17991
g20391
I3
tp20413
(dp20414
g6
VVariance[{a, a}]
p20415
sg8
(lp20416
(dp20417
g11
(lp20418
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0</mn></mstyle></math>
p20419
sg15
I4
sass(g1709
g17991
g20391
I4
tp20420
(dp20421
g6
VVariance[{{1, 3, 5}, {4, 10, 100}}]
p20422
sg8
(lp20423
(dp20424
g11
(lp20425
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mfrac><mn>9</mn> <mn>2</mn></mfrac> <mo>,</mo> <mfrac><mn>49</mn> <mn>2</mn></mfrac> <mo>,</mo> <mfrac><mn>9025</mn> <mn>2</mn></mfrac></mrow> <mo>}</mo></mrow></mstyle></math>
p20426
sg15
I5
sass(g1709
VMathematical Constants
p20427
VCatalan
p20428
I0
tp20429
(dp20430
g6
VCatalan // N
p20431
sg8
(lp20432
(dp20433
g11
(lp20434
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0.915966</mn></mstyle></math>
p20435
sg15
I1
sass(g1709
g20427
g20428
I1
tp20436
(dp20437
g6
VN[Catalan, 20]
p20438
sg8
(lp20439
(dp20440
g11
(lp20441
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0.91596559417721901505</mn></mstyle></math>
p20442
sg15
I2
sass(g1709
g20427
VComplexInfinity
p20443
I0
tp20444
(dp20445
g6
V1 / ComplexInfinity
p20446
sg8
(lp20447
(dp20448
g11
(lp20449
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0</mn></mstyle></math>
p20450
sg15
I1
sass(g1709
g20427
g20443
I1
tp20451
(dp20452
g6
VComplexInfinity * Infinity
p20453
sg8
(lp20454
(dp20455
g11
(lp20456
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>ComplexInfinity</mi></mstyle></math>
p20457
sg15
I2
sass(g1709
g20427
g20443
I2
tp20458
(dp20459
g6
VFullForm[ComplexInfinity]
p20460
sg8
(lp20461
(dp20462
g11
(lp20463
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>DirectedInfinity</mi> <mo>[</mo> <mo>]</mo></mrow></mstyle></math>
p20464
sg15
I3
sass(g1709
g20427
VDegree
p20465
I0
tp20466
(dp20467
g6
VCos[60 Degree]
p20468
sg8
(lp20469
(dp20470
g11
(lp20471
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mfrac><mn>1</mn> <mn>2</mn></mfrac></mstyle></math>
p20472
sg15
I1
sass(g1709
g20427
g20465
I1
tp20473
(dp20474
g6
VDegree == Pi / 180
p20475
sg8
(lp20476
(dp20477
g11
(lp20478
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p20479
sg15
I2
sass(g1709
g20427
VE
p20480
I0
tp20481
(dp20482
g6
VN[E]
p20483
sg8
(lp20484
(dp20485
g11
(lp20486
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>2.71828</mn></mstyle></math>
p20487
sg15
I1
sass(g1709
g20427
g20480
I1
tp20488
(dp20489
g6
VN[E, 50]
p20490
sg8
(lp20491
(dp20492
g11
(lp20493
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>2.7182818284590452353602874713526624977572470937000</mn></mstyle></math>
p20494
sg15
I2
sass(g1709
g20427
VEulerGamma
p20495
I0
tp20496
(dp20497
g6
VEulerGamma // N
p20498
sg8
(lp20499
(dp20500
g11
(lp20501
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0.577216</mn></mstyle></math>
p20502
sg15
I1
sass(g1709
g20427
g20495
I1
tp20503
(dp20504
g6
VN[EulerGamma, 40]
p20505
sg8
(lp20506
(dp20507
g11
(lp20508
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0.5772156649015328606065120900824024310422</mn></mstyle></math>
p20509
sg15
I2
sass(g1709
g20427
VGlaisher
p20510
I0
tp20511
(dp20512
g6
VN[Glaisher]
p20513
sg8
(lp20514
(dp20515
g11
(lp20516
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>1.28243</mn></mstyle></math>
p20517
sg15
I1
sass(g1709
g20427
g20510
I1
tp20518
(dp20519
g6
VN[Glaisher, 50]
p20520
sg8
(lp20521
(dp20522
g11
(lp20523
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>1.2824271291006219541941391071304678916931152343750</mn></mstyle></math>
p20524
sg15
I2
sass(g1709
g20427
VGoldenRatio
p20525
I0
tp20526
(dp20527
g6
VGoldenRatio // N
p20528
sg8
(lp20529
(dp20530
g11
(lp20531
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>1.61803</mn></mstyle></math>
p20532
sg15
I1
sass(g1709
g20427
g20525
I1
tp20533
(dp20534
g6
VN[GoldenRatio, 40]
p20535
sg8
(lp20536
(dp20537
g11
(lp20538
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>1.618033988749894848204586834365638117720</mn></mstyle></math>
p20539
sg15
I2
sass(g1709
g20427
VIndeterminate
p20540
I0
tp20541
(dp20542
g6
V0^0
p20543
sg8
(lp20544
(dp20545
g11
(lp20546
(dp20547
g149
I01
sg150
VPower
p20548
sg152
g174
sg154
VPower::indet
p20549
sg156
VIndeterminate expression 0 ^ 0 encountered.
p20550
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>Indeterminate</mi></mstyle></math>
p20551
sg15
I1
sass(g1709
g20427
g20540
I1
tp20552
(dp20553
g6
VTan[Indeterminate]
p20554
sg8
(lp20555
(dp20556
g11
(lp20557
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>Indeterminate</mi></mstyle></math>
p20558
sg15
I2
sass(g1709
g20427
VInfinity
p20559
I0
tp20560
(dp20561
g6
V1 / Infinity
p20562
sg8
(lp20563
(dp20564
g11
(lp20565
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0</mn></mstyle></math>
p20566
sg15
I1
sass(g1709
g20427
g20559
I1
tp20567
(dp20568
g6
VInfinity + 100
p20569
sg8
(lp20570
(dp20571
g11
(lp20572
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>\u221e</mi></mstyle></math>
p20573
sg15
I2
sass(g1709
g20427
g20559
I2
tp20574
(dp20575
g6
VSum[1/x^2, {x, 1, Infinity}]
p20576
sg8
(lp20577
(dp20578
g11
(lp20579
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mfrac><msup><mi>Pi</mi> <mn>2</mn></msup> <mn>6</mn></mfrac></mstyle></math>
p20580
sg15
I3
sass(g1709
g20427
VKhinchin
p20581
I0
tp20582
(dp20583
g6
VN[Khinchin]
p20584
sg8
(lp20585
(dp20586
g11
(lp20587
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>2.68545</mn></mstyle></math>
p20588
sg15
I1
sass(g1709
g20427
g20581
I1
tp20589
(dp20590
g6
VN[Khinchin, 50]
p20591
sg8
(lp20592
(dp20593
g11
(lp20594
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>2.6854520010653075701156922150403261184692382812500</mn></mstyle></math>
p20595
sg15
I2
sass(g1709
g20427
VPi
p20596
I0
tp20597
(dp20598
g6
VN[Pi]
p20599
sg8
(lp20600
(dp20601
g11
(lp20602
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>3.14159</mn></mstyle></math>
p20603
sg15
I1
sass(g1709
g20427
g20596
I1
tp20604
(dp20605
g6
VN[Pi, 50]
p20606
sg8
(lp20607
(dp20608
g11
(lp20609
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>3.1415926535897932384626433832795028841971693993751</mn></mstyle></math>
p20610
sg15
I2
sass(g1709
g20427
g20596
I2
tp20611
(dp20612
g6
VAttributes[Pi]
p20613
sg8
(lp20614
(dp20615
g11
(lp20616
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>Constant</mi> <mo>,</mo> <mi>Protected</mi> <mo>,</mo> <mi>ReadProtected</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p20617
sg15
I3
sass(g1709
VAlgebraic Manipulation
p20618
VApart
p20619
I0
tp20620
(dp20621
g6
VApart[1 / (x^2 + 5x + 6)]
p20622
sg8
(lp20623
(dp20624
g11
(lp20625
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mfrac><mn>1</mn> <mrow><mn>2</mn> <mo>+</mo> <mi>x</mi></mrow></mfrac> <mo>-</mo> <mfrac><mn>1</mn> <mrow><mn>3</mn> <mo>+</mo> <mi>x</mi></mrow></mfrac></mrow></mstyle></math>
p20626
sg15
I1
sass(g1709
g20618
g20619
I1
tp20627
(dp20628
g6
VApart[1 / (x^2 - y^2), x]
p20629
sg8
(lp20630
(dp20631
g11
(lp20632
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mrow><mo>-</mo> <mfrac><mn>1</mn> <mrow><mn>2</mn> <mo>&nbsp;</mo> <mi>y</mi> <mo>&nbsp;</mo> <mrow><mo>(</mo> <mrow><mi>x</mi> <mo>+</mo> <mi>y</mi></mrow> <mo>)</mo></mrow></mrow></mfrac></mrow> <mo>+</mo> <mfrac><mn>1</mn> <mrow><mn>2</mn> <mo>&nbsp;</mo> <mi>y</mi> <mo>&nbsp;</mo> <mrow><mo>(</mo> <mrow><mi>x</mi> <mo>-</mo> <mi>y</mi></mrow> <mo>)</mo></mrow></mrow></mfrac></mrow></mstyle></math>
p20633
sg15
I2
sass(g1709
g20618
g20619
I2
tp20634
(dp20635
g6
VApart[1 / (x^2 - y^2), y]
p20636
sg8
(lp20637
(dp20638
g11
(lp20639
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mfrac><mn>1</mn> <mrow><mn>2</mn> <mo>&nbsp;</mo> <mi>x</mi> <mo>&nbsp;</mo> <mrow><mo>(</mo> <mrow><mi>x</mi> <mo>+</mo> <mi>y</mi></mrow> <mo>)</mo></mrow></mrow></mfrac> <mo>+</mo> <mfrac><mn>1</mn> <mrow><mn>2</mn> <mo>&nbsp;</mo> <mi>x</mi> <mo>&nbsp;</mo> <mrow><mo>(</mo> <mrow><mi>x</mi> <mo>-</mo> <mi>y</mi></mrow> <mo>)</mo></mrow></mrow></mfrac></mrow></mstyle></math>
p20640
sg15
I3
sass(g1709
g20618
g20619
I3
tp20641
(dp20642
g6
VApart[{1 / (x^2 + 5x + 6)}]
p20643
sg8
(lp20644
(dp20645
g11
(lp20646
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mfrac><mn>1</mn> <mrow><mn>2</mn> <mo>+</mo> <mi>x</mi></mrow></mfrac> <mo>-</mo> <mfrac><mn>1</mn> <mrow><mn>3</mn> <mo>+</mo> <mi>x</mi></mrow></mfrac></mrow> <mo>}</mo></mrow></mstyle></math>
p20647
sg15
I4
sass(g1709
g20618
g20619
I4
tp20648
(dp20649
g6
VSin[1 / (x ^ 2 - y ^ 2)] // Apart
p20650
sg8
(lp20651
(dp20652
g11
(lp20653
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Sin</mi> <mo>[</mo> <mfrac><mn>1</mn> <mrow><msup><mi>x</mi> <mn>2</mn></msup> <mo>-</mo> <msup><mi>y</mi> <mn>2</mn></msup></mrow></mfrac> <mo>]</mo></mrow></mstyle></math>
p20654
sg15
I5
sass(g1709
g20618
VCancel
p20655
I0
tp20656
(dp20657
g6
VCancel[x / x ^ 2]
p20658
sg8
(lp20659
(dp20660
g11
(lp20661
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mfrac><mn>1</mn> <mi>x</mi></mfrac></mstyle></math>
p20662
sg15
I1
sass(g1709
g20618
g20655
I1
tp20663
(dp20664
g6
VCancel[x / x ^ 2 + y / y ^ 2]
p20665
sg8
(lp20666
(dp20667
g11
(lp20668
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mfrac><mn>1</mn> <mi>x</mi></mfrac> <mo>+</mo> <mfrac><mn>1</mn> <mi>y</mi></mfrac></mrow></mstyle></math>
p20669
sg15
I2
sass(g1709
g20618
g20655
I2
tp20670
(dp20671
g6
VCancel[f[x] / x + x * f[x] / x ^ 2]
p20672
sg8
(lp20673
(dp20674
g11
(lp20675
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mfrac><mrow><mn>2</mn> <mo>&nbsp;</mo> <mrow><mi>f</mi> <mo>[</mo> <mi>x</mi> <mo>]</mo></mrow></mrow> <mi>x</mi></mfrac></mstyle></math>
p20676
sg15
I3
sass(g1709
g20618
VCoefficient
p20677
I0
tp20678
(dp20679
g6
VCoefficient[(x + y)^4, (x^2) * (y^2)]
p20680
sg8
(lp20681
(dp20682
g11
(lp20683
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>6</mn></mstyle></math>
p20684
sg15
I1
sass(g1709
g20618
g20677
I1
tp20685
(dp20686
g6
VCoefficient[a x^2 + b y^3 + c x + d y + 5, x]
p20687
sg8
(lp20688
(dp20689
g11
(lp20690
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>c</mi></mstyle></math>
p20691
sg15
I2
sass(g1709
g20618
g20677
I2
tp20692
(dp20693
g6
VCoefficient[(x + 3 y)^5, x]
p20694
sg8
(lp20695
(dp20696
g11
(lp20697
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>405</mn> <mo>&nbsp;</mo> <msup><mi>y</mi> <mn>4</mn></msup></mrow></mstyle></math>
p20698
sg15
I3
sass(g1709
g20618
g20677
I3
tp20699
(dp20700
g6
VCoefficient[(x + 3 y)^5, x * y^4]
p20701
sg8
(lp20702
(dp20703
g11
(lp20704
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>405</mn></mstyle></math>
p20705
sg15
I4
sass(g1709
g20618
g20677
I4
tp20706
(dp20707
g6
VCoefficient[(x + 2)/(y - 3) + (x + 3)/(y - 2), x]
p20708
sg8
(lp20709
(dp20710
g11
(lp20711
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mfrac><mn>1</mn> <mrow><mtext>-3</mtext> <mo>+</mo> <mi>y</mi></mrow></mfrac> <mo>+</mo> <mfrac><mn>1</mn> <mrow><mtext>-2</mtext> <mo>+</mo> <mi>y</mi></mrow></mfrac></mrow></mstyle></math>
p20712
sg15
I5
sass(g1709
g20618
g20677
I12
tp20713
(dp20714
g6
VCoefficient[x*Cos[x + 3] + 6*y, x]
p20715
sg8
(lp20716
(dp20717
g11
(lp20718
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Cos</mi> <mo>[</mo> <mrow><mn>3</mn> <mo>+</mo> <mi>x</mi></mrow> <mo>]</mo></mrow></mstyle></math>
p20719
sg15
I6
sass(g1709
g20618
g20677
I13
tp20720
(dp20721
g6
VCoefficient[(x + 1)^3, x, 2]
p20722
sg8
(lp20723
(dp20724
g11
(lp20725
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>3</mn></mstyle></math>
p20726
sg15
I7
sass(g1709
g20618
g20677
I14
tp20727
(dp20728
g6
VCoefficient[a x^2 + b y^3 + c x + d y + 5, y, 3]
p20729
sg8
(lp20730
(dp20731
g11
(lp20732
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>b</mi></mstyle></math>
p20733
sg15
I8
sass(g1709
g20618
g20677
I15
tp20734
(dp20735
g6
VCoefficient[(x + 2)^3 + (x + 3)^2, x, 0]
p20736
sg8
(lp20737
(dp20738
g11
(lp20739
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>17</mn></mstyle></math>
p20740
sg15
I9
sass(g1709
g20618
g20677
I16
tp20741
(dp20742
g6
VCoefficient[(x + 2)^3 + (x + 3)^2, y, 0]
p20743
sg8
(lp20744
(dp20745
g11
(lp20746
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><msup><mrow><mo>(</mo> <mrow><mn>2</mn> <mo>+</mo> <mi>x</mi></mrow> <mo>)</mo></mrow> <mn>3</mn></msup> <mo>+</mo> <msup><mrow><mo>(</mo> <mrow><mn>3</mn> <mo>+</mo> <mi>x</mi></mrow> <mo>)</mo></mrow> <mn>2</mn></msup></mrow></mstyle></math>
p20747
sg15
I10
sass(g1709
g20618
g20677
I17
tp20748
(dp20749
g6
VCoefficient[a x^2 + b y^3 + c x + d y + 5, x, 0]
p20750
sg8
(lp20751
(dp20752
g11
(lp20753
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>5</mn> <mo>+</mo> <mrow><mi>b</mi> <mo>&nbsp;</mo> <msup><mi>y</mi> <mn>3</mn></msup></mrow> <mo>+</mo> <mrow><mi>d</mi> <mo>&nbsp;</mo> <mi>y</mi></mrow></mrow></mstyle></math>
p20754
sg15
I11
sass(g1709
g20618
VCoefficientList
p20755
I0
tp20756
(dp20757
g6
VCoefficientList[(x + 3)^5, x]
p20758
sg8
(lp20759
(dp20760
g11
(lp20761
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>243</mn> <mo>,</mo> <mn>405</mn> <mo>,</mo> <mn>270</mn> <mo>,</mo> <mn>90</mn> <mo>,</mo> <mn>15</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p20762
sg15
I1
sass(g1709
g20618
g20755
I1
tp20763
(dp20764
g6
VCoefficientList[(x + y)^4, x]
p20765
sg8
(lp20766
(dp20767
g11
(lp20768
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><msup><mi>y</mi> <mn>4</mn></msup> <mo>,</mo> <mrow><mn>4</mn> <mo>&nbsp;</mo> <msup><mi>y</mi> <mn>3</mn></msup></mrow> <mo>,</mo> <mrow><mn>6</mn> <mo>&nbsp;</mo> <msup><mi>y</mi> <mn>2</mn></msup></mrow> <mo>,</mo> <mrow><mn>4</mn> <mo>&nbsp;</mo> <mi>y</mi></mrow> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p20769
sg15
I2
sass(g1709
g20618
g20755
I2
tp20770
(dp20771
g6
VCoefficientList[a x^2 + b y^3 + c x + d y + 5, x]
p20772
sg8
(lp20773
(dp20774
g11
(lp20775
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mn>5</mn> <mo>+</mo> <mrow><mi>b</mi> <mo>&nbsp;</mo> <msup><mi>y</mi> <mn>3</mn></msup></mrow> <mo>+</mo> <mrow><mi>d</mi> <mo>&nbsp;</mo> <mi>y</mi></mrow></mrow> <mo>,</mo> <mi>c</mi> <mo>,</mo> <mi>a</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p20776
sg15
I3
sass(g1709
g20618
g20755
I3
tp20777
(dp20778
g6
VCoefficientList[(x + 2)/(y - 3) + x/(y - 2), x]
p20779
sg8
(lp20780
(dp20781
g11
(lp20782
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mfrac><mn>2</mn> <mrow><mtext>-3</mtext> <mo>+</mo> <mi>y</mi></mrow></mfrac> <mo>,</mo> <mrow><mfrac><mn>1</mn> <mrow><mtext>-3</mtext> <mo>+</mo> <mi>y</mi></mrow></mfrac> <mo>+</mo> <mfrac><mn>1</mn> <mrow><mtext>-2</mtext> <mo>+</mo> <mi>y</mi></mrow></mfrac></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p20783
sg15
I4
sass(g1709
g20618
g20755
I4
tp20784
(dp20785
g6
VCoefficientList[(x + y)^3, z]
p20786
sg8
(lp20787
(dp20788
g11
(lp20789
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <msup><mrow><mo>(</mo> <mrow><mi>x</mi> <mo>+</mo> <mi>y</mi></mrow> <mo>)</mo></mrow> <mn>3</mn></msup> <mo>}</mo></mrow></mstyle></math>
p20790
sg15
I5
sass(g1709
g20618
g20755
I12
tp20791
(dp20792
g6
VCoefficientList[a x^2 + b y^3 + c x + d y + 5, {x, y}]
p20793
sg8
(lp20794
(dp20795
g11
(lp20796
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>5</mn> <mo>,</mo> <mi>d</mi> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mi>b</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>c</mi> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p20797
sg15
I6
sass(g1709
g20618
g20755
I18
tp20798
(dp20799
g6
VCoefficientList[(x - 2 y + 3 z)^3, {x, y, z}]
p20800
sg8
(lp20801
(dp20802
g11
(lp20803
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>27</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mtext>-54</mtext> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mn>36</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mtext>-8</mtext> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>27</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mtext>-36</mtext> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>12</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mn>9</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mtext>-6</mtext> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p20804
sg15
I7
sass(g1709
g20618
VDenominator
p20805
I0
tp20806
(dp20807
g6
VDenominator[a / b]
p20808
sg8
(lp20809
(dp20810
g11
(lp20811
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>b</mi></mstyle></math>
p20812
sg15
I1
sass(g1709
g20618
g20805
I1
tp20813
(dp20814
g6
VDenominator[2 / 3]
p20815
sg8
(lp20816
(dp20817
g11
(lp20818
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>3</mn></mstyle></math>
p20819
sg15
I2
sass(g1709
g20618
g20805
I2
tp20820
(dp20821
g6
VDenominator[a + b]
p20822
sg8
(lp20823
(dp20824
g11
(lp20825
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>1</mn></mstyle></math>
p20826
sg15
I3
sass(g1709
g20618
VExpand
p20827
I0
tp20828
(dp20829
g6
VExpand[(x + y) ^ 3]
p20830
sg8
(lp20831
(dp20832
g11
(lp20833
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><msup><mi>x</mi> <mn>3</mn></msup> <mo>+</mo> <mrow><mn>3</mn> <mo>&nbsp;</mo> <msup><mi>x</mi> <mn>2</mn></msup> <mo>&nbsp;</mo> <mi>y</mi></mrow> <mo>+</mo> <mrow><mn>3</mn> <mo>&nbsp;</mo> <mi>x</mi> <mo>&nbsp;</mo> <msup><mi>y</mi> <mn>2</mn></msup></mrow> <mo>+</mo> <msup><mi>y</mi> <mn>3</mn></msup></mrow></mstyle></math>
p20834
sg15
I1
sass(g1709
g20618
g20827
I1
tp20835
(dp20836
g6
VExpand[(a + b) (a + c + d)]
p20837
sg8
(lp20838
(dp20839
g11
(lp20840
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><msup><mi>a</mi> <mn>2</mn></msup> <mo>+</mo> <mrow><mi>a</mi> <mo>&nbsp;</mo> <mi>b</mi></mrow> <mo>+</mo> <mrow><mi>a</mi> <mo>&nbsp;</mo> <mi>c</mi></mrow> <mo>+</mo> <mrow><mi>a</mi> <mo>&nbsp;</mo> <mi>d</mi></mrow> <mo>+</mo> <mrow><mi>b</mi> <mo>&nbsp;</mo> <mi>c</mi></mrow> <mo>+</mo> <mrow><mi>b</mi> <mo>&nbsp;</mo> <mi>d</mi></mrow></mrow></mstyle></math>
p20841
sg15
I2
sass(g1709
g20618
g20827
I2
tp20842
(dp20843
g6
VExpand[(a + b) (a + c + d) (e + f) + e a a]
p20844
sg8
(lp20845
(dp20846
g11
(lp20847
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mrow><mn>2</mn> <mo>&nbsp;</mo> <msup><mi>a</mi> <mn>2</mn></msup> <mo>&nbsp;</mo> <mi>e</mi></mrow> <mo>+</mo> <mrow><msup><mi>a</mi> <mn>2</mn></msup> <mo>&nbsp;</mo> <mi>f</mi></mrow> <mo>+</mo> <mrow><mi>a</mi> <mo>&nbsp;</mo> <mi>b</mi> <mo>&nbsp;</mo> <mi>e</mi></mrow> <mo>+</mo> <mrow><mi>a</mi> <mo>&nbsp;</mo> <mi>b</mi> <mo>&nbsp;</mo> <mi>f</mi></mrow> <mo>+</mo> <mrow><mi>a</mi> <mo>&nbsp;</mo> <mi>c</mi> <mo>&nbsp;</mo> <mi>e</mi></mrow> <mo>+</mo> <mrow><mi>a</mi> <mo>&nbsp;</mo> <mi>c</mi> <mo>&nbsp;</mo> <mi>f</mi></mrow> <mo>+</mo> <mrow><mi>a</mi> <mo>&nbsp;</mo> <mi>d</mi> <mo>&nbsp;</mo> <mi>e</mi></mrow> <mo>+</mo> <mrow><mi>a</mi> <mo>&nbsp;</mo> <mi>d</mi> <mo>&nbsp;</mo> <mi>f</mi></mrow> <mo>+</mo> <mrow><mi>b</mi> <mo>&nbsp;</mo> <mi>c</mi> <mo>&nbsp;</mo> <mi>e</mi></mrow> <mo>+</mo> <mrow><mi>b</mi> <mo>&nbsp;</mo> <mi>c</mi> <mo>&nbsp;</mo> <mi>f</mi></mrow> <mo>+</mo> <mrow><mi>b</mi> <mo>&nbsp;</mo> <mi>d</mi> <mo>&nbsp;</mo> <mi>e</mi></mrow> <mo>+</mo> <mrow><mi>b</mi> <mo>&nbsp;</mo> <mi>d</mi> <mo>&nbsp;</mo> <mi>f</mi></mrow></mrow></mstyle></math>
p20848
sg15
I3
sass(g1709
g20618
g20827
I3
tp20849
(dp20850
g6
VExpand[(a + b) ^ 2 * (c + d)]
p20851
sg8
(lp20852
(dp20853
g11
(lp20854
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mrow><msup><mi>a</mi> <mn>2</mn></msup> <mo>&nbsp;</mo> <mi>c</mi></mrow> <mo>+</mo> <mrow><msup><mi>a</mi> <mn>2</mn></msup> <mo>&nbsp;</mo> <mi>d</mi></mrow> <mo>+</mo> <mrow><mn>2</mn> <mo>&nbsp;</mo> <mi>a</mi> <mo>&nbsp;</mo> <mi>b</mi> <mo>&nbsp;</mo> <mi>c</mi></mrow> <mo>+</mo> <mrow><mn>2</mn> <mo>&nbsp;</mo> <mi>a</mi> <mo>&nbsp;</mo> <mi>b</mi> <mo>&nbsp;</mo> <mi>d</mi></mrow> <mo>+</mo> <mrow><msup><mi>b</mi> <mn>2</mn></msup> <mo>&nbsp;</mo> <mi>c</mi></mrow> <mo>+</mo> <mrow><msup><mi>b</mi> <mn>2</mn></msup> <mo>&nbsp;</mo> <mi>d</mi></mrow></mrow></mstyle></math>
p20855
sg15
I4
sass(g1709
g20618
g20827
I4
tp20856
(dp20857
g6
VExpand[(x + y) ^ 2 + x y]
p20858
sg8
(lp20859
(dp20860
g11
(lp20861
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><msup><mi>x</mi> <mn>2</mn></msup> <mo>+</mo> <mrow><mn>3</mn> <mo>&nbsp;</mo> <mi>x</mi> <mo>&nbsp;</mo> <mi>y</mi></mrow> <mo>+</mo> <msup><mi>y</mi> <mn>2</mn></msup></mrow></mstyle></math>
p20862
sg15
I5
sass(g1709
g20618
g20827
I5
tp20863
(dp20864
g6
VExpand[((a + b) (c + d)) ^ 2 + b (1 + a)]
p20865
sg8
(lp20866
(dp20867
g11
(lp20868
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mrow><msup><mi>a</mi> <mn>2</mn></msup> <mo>&nbsp;</mo> <msup><mi>c</mi> <mn>2</mn></msup></mrow> <mo>+</mo> <mrow><mn>2</mn> <mo>&nbsp;</mo> <msup><mi>a</mi> <mn>2</mn></msup> <mo>&nbsp;</mo> <mi>c</mi> <mo>&nbsp;</mo> <mi>d</mi></mrow> <mo>+</mo> <mrow><msup><mi>a</mi> <mn>2</mn></msup> <mo>&nbsp;</mo> <msup><mi>d</mi> <mn>2</mn></msup></mrow> <mo>+</mo> <mi>b</mi> <mo>+</mo> <mrow><mi>a</mi> <mo>&nbsp;</mo> <mi>b</mi></mrow> <mo>+</mo> <mrow><mn>2</mn> <mo>&nbsp;</mo> <mi>a</mi> <mo>&nbsp;</mo> <mi>b</mi> <mo>&nbsp;</mo> <msup><mi>c</mi> <mn>2</mn></msup></mrow> <mo>+</mo> <mrow><mn>4</mn> <mo>&nbsp;</mo> <mi>a</mi> <mo>&nbsp;</mo> <mi>b</mi> <mo>&nbsp;</mo> <mi>c</mi> <mo>&nbsp;</mo> <mi>d</mi></mrow> <mo>+</mo> <mrow><mn>2</mn> <mo>&nbsp;</mo> <mi>a</mi> <mo>&nbsp;</mo> <mi>b</mi> <mo>&nbsp;</mo> <msup><mi>d</mi> <mn>2</mn></msup></mrow> <mo>+</mo> <mrow><msup><mi>b</mi> <mn>2</mn></msup> <mo>&nbsp;</mo> <msup><mi>c</mi> <mn>2</mn></msup></mrow> <mo>+</mo> <mrow><mn>2</mn> <mo>&nbsp;</mo> <msup><mi>b</mi> <mn>2</mn></msup> <mo>&nbsp;</mo> <mi>c</mi> <mo>&nbsp;</mo> <mi>d</mi></mrow> <mo>+</mo> <mrow><msup><mi>b</mi> <mn>2</mn></msup> <mo>&nbsp;</mo> <msup><mi>d</mi> <mn>2</mn></msup></mrow></mrow></mstyle></math>
p20869
sg15
I6
sass(g1709
g20618
g20827
I6
tp20870
(dp20871
g6
VExpand[{4 (x + y), 2 (x + y) -> 4 (x + y)}]
p20872
sg8
(lp20873
(dp20874
g11
(lp20875
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mrow><mn>4</mn> <mo>&nbsp;</mo> <mi>x</mi></mrow> <mo>+</mo> <mrow><mn>4</mn> <mo>&nbsp;</mo> <mi>y</mi></mrow></mrow> <mo>,</mo> <mrow><mrow><mrow><mn>2</mn> <mo>&nbsp;</mo> <mi>x</mi></mrow> <mo>+</mo> <mrow><mn>2</mn> <mo>&nbsp;</mo> <mi>y</mi></mrow></mrow> <mo>-&gt;</mo> <mrow><mrow><mn>4</mn> <mo>&nbsp;</mo> <mi>x</mi></mrow> <mo>+</mo> <mrow><mn>4</mn> <mo>&nbsp;</mo> <mi>y</mi></mrow></mrow></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p20876
sg15
I7
sass(g1709
g20618
g20827
I7
tp20877
(dp20878
g6
VExpand[Sin[x + y], Trig -> True]
p20879
sg8
(lp20880
(dp20881
g11
(lp20882
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mrow><mrow><mi>Cos</mi> <mo>[</mo> <mi>x</mi> <mo>]</mo></mrow> <mo>&nbsp;</mo> <mrow><mi>Sin</mi> <mo>[</mo> <mi>y</mi> <mo>]</mo></mrow></mrow> <mo>+</mo> <mrow><mrow><mi>Cos</mi> <mo>[</mo> <mi>y</mi> <mo>]</mo></mrow> <mo>&nbsp;</mo> <mrow><mi>Sin</mi> <mo>[</mo> <mi>x</mi> <mo>]</mo></mrow></mrow></mrow></mstyle></math>
p20883
sg15
I8
sass(g1709
g20618
g20827
I8
tp20884
(dp20885
g6
VExpand[Sin[x (1 + y)]]
p20886
sg8
(lp20887
(dp20888
g11
(lp20889
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Sin</mi> <mo>[</mo> <mrow><mi>x</mi> <mo>&nbsp;</mo> <mrow><mo>(</mo> <mrow><mn>1</mn> <mo>+</mo> <mi>y</mi></mrow> <mo>)</mo></mrow></mrow> <mo>]</mo></mrow></mstyle></math>
p20890
sg15
I9
sass(g1709
g20618
g20827
I9
tp20891
(dp20892
g6
VExpand[(1 + a)^12, Modulus -> 3]
p20893
sg8
(lp20894
(dp20895
g11
(lp20896
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>1</mn> <mo>+</mo> <msup><mi>a</mi> <mn>3</mn></msup> <mo>+</mo> <msup><mi>a</mi> <mn>9</mn></msup> <mo>+</mo> <msup><mi>a</mi> <mn>12</mn></msup></mrow></mstyle></math>
p20897
sg15
I10
sass(g1709
g20618
g20827
I10
tp20898
(dp20899
g6
VExpand[(1 + a)^12, Modulus -> 4]
p20900
sg8
(lp20901
(dp20902
g11
(lp20903
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>1</mn> <mo>+</mo> <mrow><mn>2</mn> <mo>&nbsp;</mo> <msup><mi>a</mi> <mn>2</mn></msup></mrow> <mo>+</mo> <mrow><mn>3</mn> <mo>&nbsp;</mo> <msup><mi>a</mi> <mn>4</mn></msup></mrow> <mo>+</mo> <mrow><mn>3</mn> <mo>&nbsp;</mo> <msup><mi>a</mi> <mn>8</mn></msup></mrow> <mo>+</mo> <mrow><mn>2</mn> <mo>&nbsp;</mo> <msup><mi>a</mi> <mn>10</mn></msup></mrow> <mo>+</mo> <msup><mi>a</mi> <mn>12</mn></msup></mrow></mstyle></math>
p20904
sg15
I11
sass(g1709
g20618
VExpandAll
p20905
I0
tp20906
(dp20907
g6
VExpandAll[(a + b) ^ 2 / (c + d)^2]
p20908
sg8
(lp20909
(dp20910
g11
(lp20911
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mfrac><msup><mi>a</mi> <mn>2</mn></msup> <mrow><msup><mi>c</mi> <mn>2</mn></msup> <mo>+</mo> <mrow><mn>2</mn> <mo>&nbsp;</mo> <mi>c</mi> <mo>&nbsp;</mo> <mi>d</mi></mrow> <mo>+</mo> <msup><mi>d</mi> <mn>2</mn></msup></mrow></mfrac> <mo>+</mo> <mfrac><mrow><mn>2</mn> <mo>&nbsp;</mo> <mi>a</mi> <mo>&nbsp;</mo> <mi>b</mi></mrow> <mrow><msup><mi>c</mi> <mn>2</mn></msup> <mo>+</mo> <mrow><mn>2</mn> <mo>&nbsp;</mo> <mi>c</mi> <mo>&nbsp;</mo> <mi>d</mi></mrow> <mo>+</mo> <msup><mi>d</mi> <mn>2</mn></msup></mrow></mfrac> <mo>+</mo> <mfrac><msup><mi>b</mi> <mn>2</mn></msup> <mrow><msup><mi>c</mi> <mn>2</mn></msup> <mo>+</mo> <mrow><mn>2</mn> <mo>&nbsp;</mo> <mi>c</mi> <mo>&nbsp;</mo> <mi>d</mi></mrow> <mo>+</mo> <msup><mi>d</mi> <mn>2</mn></msup></mrow></mfrac></mrow></mstyle></math>
p20912
sg15
I1
sass(g1709
g20618
g20905
I1
tp20913
(dp20914
g6
VExpandAll[(a + Sin[x (1 + y)])^2]
p20915
sg8
(lp20916
(dp20917
g11
(lp20918
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mrow><mn>2</mn> <mo>&nbsp;</mo> <mi>a</mi> <mo>&nbsp;</mo> <mrow><mi>Sin</mi> <mo>[</mo> <mrow><mi>x</mi> <mo>+</mo> <mrow><mi>x</mi> <mo>&nbsp;</mo> <mi>y</mi></mrow></mrow> <mo>]</mo></mrow></mrow> <mo>+</mo> <msup><mi>a</mi> <mn>2</mn></msup> <mo>+</mo> <msup><mrow><mi>Sin</mi> <mo>[</mo> <mrow><mi>x</mi> <mo>+</mo> <mrow><mi>x</mi> <mo>&nbsp;</mo> <mi>y</mi></mrow></mrow> <mo>]</mo></mrow> <mn>2</mn></msup></mrow></mstyle></math>
p20919
sg15
I2
sass(g1709
g20618
g20905
I2
tp20920
(dp20921
g6
VExpandAll[((1 + x)(1 + y))[x]]
p20922
sg8
(lp20923
(dp20924
g11
(lp20925
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mrow><mo>(</mo> <mrow><mn>1</mn> <mo>+</mo> <mi>x</mi> <mo>+</mo> <mi>y</mi> <mo>+</mo> <mrow><mi>x</mi> <mo>&nbsp;</mo> <mi>y</mi></mrow></mrow> <mo>)</mo></mrow> <mo>[</mo> <mi>x</mi> <mo>]</mo></mrow></mstyle></math>
p20926
sg15
I3
sass(g1709
g20618
g20905
I3
tp20927
(dp20928
g6
VExpandAll[(1 + a) ^ 6 / (x + y)^3, Modulus -> 3]
p20929
sg8
(lp20930
(dp20931
g11
(lp20932
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mfrac><mrow><mn>1</mn> <mo>+</mo> <mrow><mn>2</mn> <mo>&nbsp;</mo> <msup><mi>a</mi> <mn>3</mn></msup></mrow> <mo>+</mo> <msup><mi>a</mi> <mn>6</mn></msup></mrow> <mrow><msup><mi>x</mi> <mn>3</mn></msup> <mo>+</mo> <msup><mi>y</mi> <mn>3</mn></msup></mrow></mfrac></mstyle></math>
p20933
sg15
I4
sass(g1709
g20618
VExpandDenominator
p20934
I0
tp20935
(dp20936
g6
VExpandDenominator[(a + b) ^ 2 / ((c + d)^2 (e + f))]
p20937
sg8
(lp20938
(dp20939
g11
(lp20940
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mfrac><msup><mrow><mo>(</mo> <mrow><mi>a</mi> <mo>+</mo> <mi>b</mi></mrow> <mo>)</mo></mrow> <mn>2</mn></msup> <mrow><mrow><msup><mi>c</mi> <mn>2</mn></msup> <mo>&nbsp;</mo> <mi>e</mi></mrow> <mo>+</mo> <mrow><msup><mi>c</mi> <mn>2</mn></msup> <mo>&nbsp;</mo> <mi>f</mi></mrow> <mo>+</mo> <mrow><mn>2</mn> <mo>&nbsp;</mo> <mi>c</mi> <mo>&nbsp;</mo> <mi>d</mi> <mo>&nbsp;</mo> <mi>e</mi></mrow> <mo>+</mo> <mrow><mn>2</mn> <mo>&nbsp;</mo> <mi>c</mi> <mo>&nbsp;</mo> <mi>d</mi> <mo>&nbsp;</mo> <mi>f</mi></mrow> <mo>+</mo> <mrow><msup><mi>d</mi> <mn>2</mn></msup> <mo>&nbsp;</mo> <mi>e</mi></mrow> <mo>+</mo> <mrow><msup><mi>d</mi> <mn>2</mn></msup> <mo>&nbsp;</mo> <mi>f</mi></mrow></mrow></mfrac></mstyle></math>
p20941
sg15
I1
sass(g1709
g20618
VExponent
p20942
I0
tp20943
(dp20944
g6
VExponent[5 x^2 - 3 x + 7, x]
p20945
sg8
(lp20946
(dp20947
g11
(lp20948
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>2</mn></mstyle></math>
p20949
sg15
I1
sass(g1709
g20618
g20942
I2
tp20950
(dp20951
g6
VExponent[(x^3 + 1)^2 + 1, x]
p20952
sg8
(lp20953
(dp20954
g11
(lp20955
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>6</mn></mstyle></math>
p20956
sg15
I2
sass(g1709
g20618
g20942
I5
tp20957
(dp20958
g6
VExponent[x^(n + 1) + Sqrt[x] + 1, x]
p20959
sg8
(lp20960
(dp20961
g11
(lp20962
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Max</mi> <mo>[</mo> <mrow><mfrac><mn>1</mn> <mn>2</mn></mfrac> <mo>,</mo> <mrow><mn>1</mn> <mo>+</mo> <mi>n</mi></mrow></mrow> <mo>]</mo></mrow></mstyle></math>
p20963
sg15
I3
sass(g1709
g20618
g20942
I9
tp20964
(dp20965
g6
VExponent[x / y, y]
p20966
sg8
(lp20967
(dp20968
g11
(lp20969
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>-1</mtext></mstyle></math>
p20970
sg15
I4
sass(g1709
g20618
g20942
I10
tp20971
(dp20972
g6
VExponent[(x^2 + 1)^3 - 1, x, Min]
p20973
sg8
(lp20974
(dp20975
g11
(lp20976
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>2</mn></mstyle></math>
p20977
sg15
I5
sass(g1709
g20618
g20942
I12
tp20978
(dp20979
g6
VExponent[1 - 2 x^2 + a x^3, x, List]
p20980
sg8
(lp20981
(dp20982
g11
(lp20983
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>3</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p20984
sg15
I6
sass(g1709
g20618
g20942
I23
tp20985
(dp20986
g6
VExponent[0, x]
p20987
sg8
(lp20988
(dp20989
g11
(lp20990
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>-</mo> <mi>\u221e</mi></mrow></mstyle></math>
p20991
sg15
I7
sass(g1709
g20618
g20942
I24
tp20992
(dp20993
g6
VExponent[1, x]
p20994
sg8
(lp20995
(dp20996
g11
(lp20997
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0</mn></mstyle></math>
p20998
sg15
I8
sass(g1709
g20618
VFactor
p20999
I0
tp21000
(dp21001
g6
VFactor[x ^ 2 + 2 x + 1]
p21002
sg8
(lp21003
(dp21004
g11
(lp21005
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><msup><mrow><mo>(</mo> <mrow><mn>1</mn> <mo>+</mo> <mi>x</mi></mrow> <mo>)</mo></mrow> <mn>2</mn></msup></mstyle></math>
p21006
sg15
I1
sass(g1709
g20618
g20999
I1
tp21007
(dp21008
g6
VFactor[1 / (x^2+2x+1) + 1 / (x^4+2x^2+1)]
p21009
sg8
(lp21010
(dp21011
g11
(lp21012
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mfrac><mrow><mn>2</mn> <mo>+</mo> <mrow><mn>2</mn> <mo>&nbsp;</mo> <mi>x</mi></mrow> <mo>+</mo> <mrow><mn>3</mn> <mo>&nbsp;</mo> <msup><mi>x</mi> <mn>2</mn></msup></mrow> <mo>+</mo> <msup><mi>x</mi> <mn>4</mn></msup></mrow> <mrow><msup><mrow><mo>(</mo> <mrow><mn>1</mn> <mo>+</mo> <mi>x</mi></mrow> <mo>)</mo></mrow> <mn>2</mn></msup> <mo>&nbsp;</mo> <msup><mrow><mo>(</mo> <mrow><mn>1</mn> <mo>+</mo> <msup><mi>x</mi> <mn>2</mn></msup></mrow> <mo>)</mo></mrow> <mn>2</mn></msup></mrow></mfrac></mstyle></math>
p21013
sg15
I2
sass(g1709
g20618
VFactorTermsList
p21014
I0
tp21015
(dp21016
g6
VFactorTermsList[2 x^2 - 2]
p21017
sg8
(lp21018
(dp21019
g11
(lp21020
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>2</mn> <mo>,</mo> <mrow><mtext>-1</mtext> <mo>+</mo> <msup><mi>x</mi> <mn>2</mn></msup></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p21021
sg15
I1
sass(g1709
g20618
g21014
I1
tp21022
(dp21023
g6
VFactorTermsList[x^2 - 2 x + 1]
p21024
sg8
(lp21025
(dp21026
g11
(lp21027
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mrow><mn>1</mn> <mo>-</mo> <mrow><mn>2</mn> <mo>&nbsp;</mo> <mi>x</mi></mrow> <mo>+</mo> <msup><mi>x</mi> <mn>2</mn></msup></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p21028
sg15
I2
sass(g1709
g20618
g21014
I3
tp21029
(dp21030
g6
Vf = 3 (-1 + 2 x) (-1 + y) (1 - a)
p21031
sg8
(lp21032
(dp21033
g11
(lp21034
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>3</mn> <mo>&nbsp;</mo> <mrow><mo>(</mo> <mrow><mtext>-1</mtext> <mo>+</mo> <mrow><mn>2</mn> <mo>&nbsp;</mo> <mi>x</mi></mrow></mrow> <mo>)</mo></mrow> <mo>&nbsp;</mo> <mrow><mo>(</mo> <mrow><mtext>-1</mtext> <mo>+</mo> <mi>y</mi></mrow> <mo>)</mo></mrow> <mo>&nbsp;</mo> <mrow><mo>(</mo> <mrow><mn>1</mn> <mo>-</mo> <mi>a</mi></mrow> <mo>)</mo></mrow></mrow></mstyle></math>
p21035
sg15
I3
sass(g1709
g20618
g21014
I4
tp21036
(dp21037
g6
VFactorTermsList[f]
p21038
sg8
(lp21039
(dp21040
g11
(lp21041
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mtext>-3</mtext> <mo>,</mo> <mrow><mtext>-1</mtext> <mo>+</mo> <mi>a</mi> <mo>-</mo> <mrow><mn>2</mn> <mo>&nbsp;</mo> <mi>a</mi> <mo>&nbsp;</mo> <mi>x</mi></mrow> <mo>-</mo> <mrow><mi>a</mi> <mo>&nbsp;</mo> <mi>y</mi></mrow> <mo>+</mo> <mrow><mn>2</mn> <mo>&nbsp;</mo> <mi>x</mi></mrow> <mo>+</mo> <mi>y</mi> <mo>-</mo> <mrow><mn>2</mn> <mo>&nbsp;</mo> <mi>x</mi> <mo>&nbsp;</mo> <mi>y</mi></mrow> <mo>+</mo> <mrow><mn>2</mn> <mo>&nbsp;</mo> <mi>a</mi> <mo>&nbsp;</mo> <mi>x</mi> <mo>&nbsp;</mo> <mi>y</mi></mrow></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p21042
sg15
I4
sass(g1709
g20618
g21014
I5
tp21043
(dp21044
g6
VFactorTermsList[f, x]
p21045
sg8
(lp21046
(dp21047
g11
(lp21048
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mtext>-3</mtext> <mo>,</mo> <mrow><mn>1</mn> <mo>-</mo> <mi>a</mi> <mo>-</mo> <mi>y</mi> <mo>+</mo> <mrow><mi>a</mi> <mo>&nbsp;</mo> <mi>y</mi></mrow></mrow> <mo>,</mo> <mrow><mtext>-1</mtext> <mo>+</mo> <mrow><mn>2</mn> <mo>&nbsp;</mo> <mi>x</mi></mrow></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p21049
sg15
I5
sass(g1709
g20618
g21014
I7
tp21050
(dp21051
g6
VFactorTermsList[f, {x, y}]
p21052
sg8
(lp21053
(dp21054
g11
(lp21055
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mtext>-3</mtext> <mo>,</mo> <mrow><mtext>-1</mtext> <mo>+</mo> <mi>a</mi></mrow> <mo>,</mo> <mrow><mtext>-1</mtext> <mo>+</mo> <mi>y</mi></mrow> <mo>,</mo> <mrow><mtext>-1</mtext> <mo>+</mo> <mrow><mn>2</mn> <mo>&nbsp;</mo> <mi>x</mi></mrow></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p21056
sg15
I6
sass(g1709
g20618
VMinimalPolynomial
p21057
I0
tp21058
(dp21059
g6
VMinimalPolynomial[7, x]
p21060
sg8
(lp21061
(dp21062
g11
(lp21063
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mtext>-7</mtext> <mo>+</mo> <mi>x</mi></mrow></mstyle></math>
p21064
sg15
I1
sass(g1709
g20618
g21057
I1
tp21065
(dp21066
g6
VMinimalPolynomial[Sqrt[2] + Sqrt[3], x]
p21067
sg8
(lp21068
(dp21069
g11
(lp21070
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>1</mn> <mo>-</mo> <mrow><mn>10</mn> <mo>&nbsp;</mo> <msup><mi>x</mi> <mn>2</mn></msup></mrow> <mo>+</mo> <msup><mi>x</mi> <mn>4</mn></msup></mrow></mstyle></math>
p21071
sg15
I2
sass(g1709
g20618
g21057
I2
tp21072
(dp21073
g6
VMinimalPolynomial[Sqrt[1 + Sqrt[3]], x]
p21074
sg8
(lp21075
(dp21076
g11
(lp21077
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mtext>-2</mtext> <mo>-</mo> <mrow><mn>2</mn> <mo>&nbsp;</mo> <msup><mi>x</mi> <mn>2</mn></msup></mrow> <mo>+</mo> <msup><mi>x</mi> <mn>4</mn></msup></mrow></mstyle></math>
p21078
sg15
I3
sass(g1709
g20618
g21057
I3
tp21079
(dp21080
g6
VMinimalPolynomial[Sqrt[I + Sqrt[6]], x]
p21081
sg8
(lp21082
(dp21083
g11
(lp21084
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>49</mn> <mo>-</mo> <mrow><mn>10</mn> <mo>&nbsp;</mo> <msup><mi>x</mi> <mn>4</mn></msup></mrow> <mo>+</mo> <msup><mi>x</mi> <mn>8</mn></msup></mrow></mstyle></math>
p21085
sg15
I4
sass(g1709
g20618
VNumerator
p21086
I0
tp21087
(dp21088
g6
VNumerator[a / b]
p21089
sg8
(lp21090
(dp21091
g11
(lp21092
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>a</mi></mstyle></math>
p21093
sg15
I1
sass(g1709
g20618
g21086
I1
tp21094
(dp21095
g6
VNumerator[2 / 3]
p21096
sg8
(lp21097
(dp21098
g11
(lp21099
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>2</mn></mstyle></math>
p21100
sg15
I2
sass(g1709
g20618
g21086
I2
tp21101
(dp21102
g6
VNumerator[a + b]
p21103
sg8
(lp21104
(dp21105
g11
(lp21106
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>a</mi> <mo>+</mo> <mi>b</mi></mrow></mstyle></math>
p21107
sg15
I3
sass(g1709
g20618
VPolynomialQ
p21108
I0
tp21109
(dp21110
g6
VPolynomialQ[x^3 - 2 x/y + 3xz, x]
p21111
sg8
(lp21112
(dp21113
g11
(lp21114
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p21115
sg15
I1
sass(g1709
g20618
g21108
I1
tp21116
(dp21117
g6
VPolynomialQ[x^3 - 2 x/y + 3xz, y]
p21118
sg8
(lp21119
(dp21120
g11
(lp21121
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p21122
sg15
I2
sass(g1709
g20618
g21108
I2
tp21123
(dp21124
g6
VPolynomialQ[f[a] + f[a]^2, f[a]]
p21125
sg8
(lp21126
(dp21127
g11
(lp21128
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p21129
sg15
I3
sass(g1709
g20618
g21108
I3
tp21130
(dp21131
g6
VPolynomialQ[x^2 + axy^2 - bSin[c], {x, y}]
p21132
sg8
(lp21133
(dp21134
g11
(lp21135
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p21136
sg15
I4
sass(g1709
g20618
g21108
I4
tp21137
(dp21138
g6
VPolynomialQ[x^2 + axy^2 - bSin[c], {a, b, c}]
p21139
sg8
(lp21140
(dp21141
g11
(lp21142
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p21143
sg15
I5
sass(g1709
g20618
VPowerExpand
p21144
I0
tp21145
(dp21146
g6
VPowerExpand[(a ^ b) ^ c]
p21147
sg8
(lp21148
(dp21149
g11
(lp21150
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><msup><mi>a</mi> <mrow><mi>b</mi> <mo>&nbsp;</mo> <mi>c</mi></mrow></msup></mstyle></math>
p21151
sg15
I1
sass(g1709
g20618
g21144
I1
tp21152
(dp21153
g6
VPowerExpand[(a * b) ^ c]
p21154
sg8
(lp21155
(dp21156
g11
(lp21157
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><msup><mi>a</mi> <mi>c</mi></msup> <mo>&nbsp;</mo> <msup><mi>b</mi> <mi>c</mi></msup></mrow></mstyle></math>
p21158
sg15
I2
sass(g1709
g20618
g21144
I2
tp21159
(dp21160
g6
VPowerExpand[(x ^ 2) ^ (1/2)]
p21161
sg8
(lp21162
(dp21163
g11
(lp21164
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>x</mi></mstyle></math>
p21165
sg15
I3
sass(g1709
g20618
VSimplify
p21166
I0
tp21167
(dp21168
g6
VSimplify[2*Sin[x]^2 + 2*Cos[x]^2]
p21169
sg8
(lp21170
(dp21171
g11
(lp21172
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>2</mn></mstyle></math>
p21173
sg15
I1
sass(g1709
g20618
g21166
I1
tp21174
(dp21175
g6
VSimplify[x]
p21176
sg8
(lp21177
(dp21178
g11
(lp21179
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>x</mi></mstyle></math>
p21180
sg15
I2
sass(g1709
g20618
g21166
I2
tp21181
(dp21182
g6
VSimplify[f[x]]
p21183
sg8
(lp21184
(dp21185
g11
(lp21186
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>f</mi> <mo>[</mo> <mi>x</mi> <mo>]</mo></mrow></mstyle></math>
p21187
sg15
I3
sass(g1709
g20618
VTogether
p21188
I0
tp21189
(dp21190
g6
VTogether[a / c + b / c]
p21191
sg8
(lp21192
(dp21193
g11
(lp21194
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mfrac><mrow><mi>a</mi> <mo>+</mo> <mi>b</mi></mrow> <mi>c</mi></mfrac></mstyle></math>
p21195
sg15
I1
sass(g1709
g20618
g21188
I1
tp21196
(dp21197
g6
VTogether[{x / (y+1) + x / (y+1)^2}]
p21198
sg8
(lp21199
(dp21200
g11
(lp21201
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mfrac><mrow><mi>x</mi> <mo>&nbsp;</mo> <mrow><mo>(</mo> <mrow><mn>2</mn> <mo>+</mo> <mi>y</mi></mrow> <mo>)</mo></mrow></mrow> <msup><mrow><mo>(</mo> <mrow><mn>1</mn> <mo>+</mo> <mi>y</mi></mrow> <mo>)</mo></mrow> <mn>2</mn></msup></mfrac> <mo>}</mo></mrow></mstyle></math>
p21202
sg15
I2
sass(g1709
g20618
g21188
I2
tp21203
(dp21204
g6
VTogether[f[a / c + b / c]]
p21205
sg8
(lp21206
(dp21207
g11
(lp21208
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>f</mi> <mo>[</mo> <mrow><mfrac><mi>a</mi> <mi>c</mi></mfrac> <mo>+</mo> <mfrac><mi>b</mi> <mi>c</mi></mfrac></mrow> <mo>]</mo></mrow></mstyle></math>
p21209
sg15
I3
sass(g1709
g20618
VVariables
p21210
I0
tp21211
(dp21212
g6
VVariables[a x^2 + b x + c]
p21213
sg8
(lp21214
(dp21215
g11
(lp21216
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>c</mi> <mo>,</mo> <mi>x</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p21217
sg15
I1
sass(g1709
g20618
g21210
I1
tp21218
(dp21219
g6
VVariables[{a + b x, c y^2 + x/2}]
p21220
sg8
(lp21221
(dp21222
g11
(lp21223
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>c</mi> <mo>,</mo> <mi>x</mi> <mo>,</mo> <mi>y</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p21224
sg15
I2
sass(g1709
g20618
g21210
I2
tp21225
(dp21226
g6
VVariables[x + Sin[y]]
p21227
sg8
(lp21228
(dp21229
g11
(lp21230
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mi>x</mi> <mo>,</mo> <mrow><mi>Sin</mi> <mo>[</mo> <mi>y</mi> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p21231
sg15
I3
sass(g1709
VNumeric Evaluation
p21232
VChop
p21233
I0
tp21234
(dp21235
g6
VChop[10.0 ^ -16]
p21236
sg8
(lp21237
(dp21238
g11
(lp21239
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0</mn></mstyle></math>
p21240
sg15
I1
sass(g1709
g21232
g21233
I1
tp21241
(dp21242
g6
VChop[10.0 ^ -9]
p21243
sg8
(lp21244
(dp21245
g11
(lp21246
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>1.</mn> <mo></mo> <msup><mn>10</mn> <mtext>-9</mtext></msup></mrow></mstyle></math>
p21247
sg15
I2
sass(g1709
g21232
g21233
I2
tp21248
(dp21249
g6
VChop[10 ^ -11 I]
p21250
sg8
(lp21251
(dp21252
g11
(lp21253
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mfrac><mi>I</mi> <mn>100000000000</mn></mfrac></mstyle></math>
p21254
sg15
I3
sass(g1709
g21232
g21233
I3
tp21255
(dp21256
g6
VChop[0. + 10 ^ -11 I]
p21257
sg8
(lp21258
(dp21259
g11
(lp21260
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0</mn></mstyle></math>
p21261
sg15
I4
sass(g1709
g21232
VHash
p21262
I0
tp21263
(dp21264
g6
VHash[{a, b, c}, "xyzstr"]
p21265
sg8
(lp21266
(dp21267
g11
(lp21268
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Hash</mi> <mo>[</mo> <mrow><mrow><mo>{</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi> <mo>,</mo> <mi>c</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mtext>xyzstr</mtext></mrow> <mo>]</mo></mrow></mstyle></math>
p21269
sg15
I1
sass(g1709
g21232
VIntegerDigits
p21270
I0
tp21271
(dp21272
g6
VIntegerDigits[76543]
p21273
sg8
(lp21274
(dp21275
g11
(lp21276
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>7</mn> <mo>,</mo> <mn>6</mn> <mo>,</mo> <mn>5</mn> <mo>,</mo> <mn>4</mn> <mo>,</mo> <mn>3</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p21277
sg15
I1
sass(g1709
g21232
g21270
I1
tp21278
(dp21279
g6
VIntegerDigits[-76543]
p21280
sg8
(lp21281
(dp21282
g11
(lp21283
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>7</mn> <mo>,</mo> <mn>6</mn> <mo>,</mo> <mn>5</mn> <mo>,</mo> <mn>4</mn> <mo>,</mo> <mn>3</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p21284
sg15
I2
sass(g1709
g21232
g21270
I2
tp21285
(dp21286
g6
VIntegerDigits[15, 16]
p21287
sg8
(lp21288
(dp21289
g11
(lp21290
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mn>15</mn> <mo>}</mo></mrow></mstyle></math>
p21291
sg15
I3
sass(g1709
g21232
g21270
I3
tp21292
(dp21293
g6
VIntegerDigits[1234, 16]
p21294
sg8
(lp21295
(dp21296
g11
(lp21297
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>4</mn> <mo>,</mo> <mn>13</mn> <mo>,</mo> <mn>2</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p21298
sg15
I4
sass(g1709
g21232
g21270
I4
tp21299
(dp21300
g6
VIntegerDigits[1234, 10, 5]
p21301
sg8
(lp21302
(dp21303
g11
(lp21304
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>0</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>3</mn> <mo>,</mo> <mn>4</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p21305
sg15
I5
sass(g1709
g21232
V$MachineEpsilon
p21306
I0
tp21307
(dp21308
g6
V$MachineEpsilon
p21309
sg8
(lp21310
(dp21311
g11
(lp21312
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>2.22045</mn> <mo></mo> <msup><mn>10</mn> <mtext>-16</mtext></msup></mrow></mstyle></math>
p21313
sg15
I1
sass(g1709
g21232
g21306
I1
tp21314
(dp21315
g6
Vx = 1.0 + {0.4, 0.5, 0.6} $MachineEpsilon;
p21316
sg8
(lp21317
(dp21318
g11
(lp21319
sg13
Nsg15
I2
sass(g1709
g21232
g21306
I2
tp21320
(dp21321
g6
Vx - 1
p21322
sg8
(lp21323
(dp21324
g11
(lp21325
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>0.</mn> <mo>,</mo> <mn>0.</mn> <mo>,</mo> <mrow><mn>2.22045</mn> <mo></mo> <msup><mn>10</mn> <mtext>-16</mtext></msup></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p21326
sg15
I3
sass(g1709
g21232
VMachinePrecision
p21327
I0
tp21328
(dp21329
g6
VN[MachinePrecision]
p21330
sg8
(lp21331
(dp21332
g11
(lp21333
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>15.9546</mn></mstyle></math>
p21334
sg15
I1
sass(g1709
g21232
g21327
I1
tp21335
(dp21336
g6
VN[MachinePrecision, 30]
p21337
sg8
(lp21338
(dp21339
g11
(lp21340
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>15.9545897701910033463281614204</mn></mstyle></math>
p21341
sg15
I2
sass(g1709
g21232
V$MachinePrecision
p21342
I0
tp21343
(dp21344
g6
V$MachinePrecision
p21345
sg8
(lp21346
(dp21347
g11
(lp21348
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>15.9546</mn></mstyle></math>
p21349
sg15
I1
sass(g1709
g21232
V$MaxPrecision
p21350
I0
tp21351
(dp21352
g6
V$MaxPrecision
p21353
sg8
(lp21354
(dp21355
g11
(lp21356
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>\u221e</mi></mstyle></math>
p21357
sg15
I1
sass(g1709
g21232
g21350
I1
tp21358
(dp21359
g6
V$MaxPrecision = 10;
p21360
sg8
(lp21361
(dp21362
g11
(lp21363
sg13
Nsg15
I2
sass(g1709
g21232
g21350
I2
tp21364
(dp21365
g6
VN[Pi, 11]
p21366
sg8
(lp21367
(dp21368
g11
(lp21369
(dp21370
g149
I01
sg150
VN
p21371
sg152
Vpreclg
p21372
sg154
VN::preclg
p21373
sg156
VRequested precision 11 is larger than $MaxPrecision. Using current $MaxPrecision of 10. instead. $MaxPrecision = Infinity specifies that any precision should be allowed.
p21374
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>3.141592654</mn></mstyle></math>
p21375
sg15
I3
sass(g1709
g21232
V$MinPrecision
p21376
I0
tp21377
(dp21378
g6
V$MinPrecision
p21379
sg8
(lp21380
(dp21381
g11
(lp21382
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0</mn></mstyle></math>
p21383
sg15
I1
sass(g1709
g21232
g21376
I1
tp21384
(dp21385
g6
V$MinPrecision = 10;
p21386
sg8
(lp21387
(dp21388
g11
(lp21389
sg13
Nsg15
I2
sass(g1709
g21232
g21376
I2
tp21390
(dp21391
g6
VN[Pi, 9]
p21392
sg8
(lp21393
(dp21394
g11
(lp21395
(dp21396
g149
I01
sg150
g21371
sg152
Vprecsm
p21397
sg154
VN::precsm
p21398
sg156
VRequested precision 9 is smaller than $MinPrecision. Using current $MinPrecision of 10. instead.
p21399
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>3.141592654</mn></mstyle></math>
p21400
sg15
I3
sass(g1709
g21232
g21371
I0
tp21401
(dp21402
g6
VN[Pi, 50]
p21403
sg8
(lp21404
(dp21405
g11
(lp21406
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>3.1415926535897932384626433832795028841971693993751</mn></mstyle></math>
p21407
sg15
I1
sass(g1709
g21232
g21371
I1
tp21408
(dp21409
g6
VN[1/7]
p21410
sg8
(lp21411
(dp21412
g11
(lp21413
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0.142857</mn></mstyle></math>
p21414
sg15
I2
sass(g1709
g21232
g21371
I2
tp21415
(dp21416
g6
VN[1/7, 5]
p21417
sg8
(lp21418
(dp21419
g11
(lp21420
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0.14286</mn></mstyle></math>
p21421
sg15
I3
sass(g1709
g21232
g21371
I3
tp21422
(dp21423
g6
VN[a] = 10.9
p21424
sg8
(lp21425
(dp21426
g11
(lp21427
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>10.9</mn></mstyle></math>
p21428
sg15
I4
sass(g1709
g21232
g21371
I4
tp21429
(dp21430
g6
g544
sg8
(lp21431
(dp21432
g11
(lp21433
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>a</mi></mstyle></math>
p21434
sg15
I5
sass(g1709
g21232
g21371
I5
tp21435
(dp21436
g6
VN[a + b]
p21437
sg8
(lp21438
(dp21439
g11
(lp21440
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>10.9</mn> <mo>+</mo> <mi>b</mi></mrow></mstyle></math>
p21441
sg15
I6
sass(g1709
g21232
g21371
I6
tp21442
(dp21443
g6
VN[a, 20]
p21444
sg8
(lp21445
(dp21446
g11
(lp21447
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>a</mi></mstyle></math>
p21448
sg15
I7
sass(g1709
g21232
g21371
I7
tp21449
(dp21450
g6
VN[a, 20] = 11;
p21451
sg8
(lp21452
(dp21453
g11
(lp21454
sg13
Nsg15
I8
sass(g1709
g21232
g21371
I8
tp21455
(dp21456
g6
VN[a + b, 20]
p21457
sg8
(lp21458
(dp21459
g11
(lp21460
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>11.000000000000000000</mn> <mo>+</mo> <mi>b</mi></mrow></mstyle></math>
p21461
sg15
I9
sass(g1709
g21232
g21371
I9
tp21462
(dp21463
g6
VN[f[a, b]]
p21464
sg8
(lp21465
(dp21466
g11
(lp21467
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>f</mi> <mo>[</mo> <mrow><mn>10.9</mn> <mo>,</mo> <mi>b</mi></mrow> <mo>]</mo></mrow></mstyle></math>
p21468
sg15
I10
sass(g1709
g21232
g21371
I10
tp21469
(dp21470
g6
VSetAttributes[f, NHoldAll]
p21471
sg8
(lp21472
(dp21473
g11
(lp21474
sg13
Nsg15
I11
sass(g1709
g21232
g21371
I11
tp21475
(dp21476
g6
VN[f[a, b]]
p21477
sg8
(lp21478
(dp21479
g11
(lp21480
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>f</mi> <mo>[</mo> <mrow><mi>a</mi> <mo>,</mo> <mi>b</mi></mrow> <mo>]</mo></mrow></mstyle></math>
p21481
sg15
I12
sass(g1709
g21232
g21371
I12
tp21482
(dp21483
g6
VN[c, p_?(#>10&)] := p
p21484
sg8
(lp21485
(dp21486
g11
(lp21487
sg13
Nsg15
I13
sass(g1709
g21232
g21371
I13
tp21488
(dp21489
g6
VN[c, 3]
p21490
sg8
(lp21491
(dp21492
g11
(lp21493
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>c</mi></mstyle></math>
p21494
sg15
I14
sass(g1709
g21232
g21371
I14
tp21495
(dp21496
g6
VN[c, 11]
p21497
sg8
(lp21498
(dp21499
g11
(lp21500
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>11.000000000</mn></mstyle></math>
p21501
sg15
I15
sass(g1709
g21232
g21371
I15
tp21502
(dp21503
g6
VN[d] ^= 5;
p21504
sg8
(lp21505
(dp21506
g11
(lp21507
sg13
Nsg15
I16
sass(g1709
g21232
g21371
I16
tp21508
(dp21509
g6
VUpValues[d]
p21510
sg8
(lp21511
(dp21512
g11
(lp21513
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mo>}</mo></mrow></mstyle></math>
p21514
sg15
I17
sass(g1709
g21232
g21371
I17
tp21515
(dp21516
g6
VNValues[d]
p21517
sg8
(lp21518
(dp21519
g11
(lp21520
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mi>HoldPattern</mi> <mo>[</mo> <mrow><mi>N</mi> <mo>[</mo> <mrow><mi>d</mi> <mo>,</mo> <mi>MachinePrecision</mi></mrow> <mo>]</mo></mrow> <mo>]</mo></mrow> <mo>:&gt;</mo> <mn>5</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p21521
sg15
I18
sass(g1709
g21232
g21371
I18
tp21522
(dp21523
g6
Ve /: N[e] = 6;
p21524
sg8
(lp21525
(dp21526
g11
(lp21527
sg13
Nsg15
I19
sass(g1709
g21232
g21371
I19
tp21528
(dp21529
g6
VN[e]
p21530
sg8
(lp21531
(dp21532
g11
(lp21533
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>6.</mn></mstyle></math>
p21534
sg15
I20
sass(g1709
g21232
g21371
I20
tp21535
(dp21536
g6
Vf /: N[e[f]] = 7;
p21537
sg8
(lp21538
(dp21539
g11
(lp21540
(dp21541
g149
I01
sg150
VTagSet
p21542
sg152
g3154
sg154
VTagSet::tagnfd
p21543
sg156
VTag f not found or too deep for an assigned rule.
p21544
sasg13
Nsg15
I21
sass(g1709
g21232
g21371
I21
tp21545
(dp21546
g6
VN[g[x_, y_], p_] := x + y * Pi /; x + y > 3
p21547
sg8
(lp21548
(dp21549
g11
(lp21550
sg13
Nsg15
I22
sass(g1709
g21232
g21371
I22
tp21551
(dp21552
g6
VSetAttributes[g, NHoldRest]
p21553
sg8
(lp21554
(dp21555
g11
(lp21556
sg13
Nsg15
I23
sass(g1709
g21232
g21371
I23
tp21557
(dp21558
g6
VN[g[1, 1]]
p21559
sg8
(lp21560
(dp21561
g11
(lp21562
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>g</mi> <mo>[</mo> <mrow><mn>1.</mn> <mo>,</mo> <mn>1</mn></mrow> <mo>]</mo></mrow></mstyle></math>
p21563
sg15
I24
sass(g1709
g21232
g21371
I24
tp21564
(dp21565
g6
VN[g[2, 2]] // InputForm
p21566
sg8
(lp21567
(dp21568
g11
(lp21569
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>8.283185307179586</mn></mstyle></math>
p21570
sg15
I25
sass(g1709
g21232
g21371
I25
tp21571
(dp21572
g6
VN[Exp[0.1], 100]
p21573
sg8
(lp21574
(dp21575
g11
(lp21576
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>1.10517</mn></mstyle></math>
p21577
sg15
I26
sass(g1709
g21232
g21371
I26
tp21578
(dp21579
g6
V% // Precision
p21580
sg8
(lp21581
(dp21582
g11
(lp21583
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>MachinePrecision</mi></mstyle></math>
p21584
sg15
I27
sass(g1709
g21232
g21371
I27
tp21585
(dp21586
g6
VN[Exp[1/10], 100]
p21587
sg8
(lp21588
(dp21589
g11
(lp21590
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>1.105170918075647624811707826490246668224547194737518718792863289440967966747654302989143318970748654</mn></mstyle></math>
p21591
sg15
I28
sass(g1709
g21232
g21371
I28
tp21592
(dp21593
g6
V% // Precision
p21594
sg8
(lp21595
(dp21596
g11
(lp21597
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>100.</mn></mstyle></math>
p21598
sg15
I29
sass(g1709
g21232
g21371
I29
tp21599
(dp21600
g6
VN[Exp[1.0`20], 100]
p21601
sg8
(lp21602
(dp21603
g11
(lp21604
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>2.7182818284590452354</mn></mstyle></math>
p21605
sg15
I30
sass(g1709
g21232
g21371
I30
tp21606
(dp21607
g6
V% // Precision
p21608
sg8
(lp21609
(dp21610
g11
(lp21611
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>20.</mn></mstyle></math>
p21612
sg15
I31
sass(g1709
g21232
VNumericQ
p21613
I0
tp21614
(dp21615
g6
VNumericQ[2]
p21616
sg8
(lp21617
(dp21618
g11
(lp21619
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p21620
sg15
I1
sass(g1709
g21232
g21613
I1
tp21621
(dp21622
g6
VNumericQ[Sqrt[Pi]]
p21623
sg8
(lp21624
(dp21625
g11
(lp21626
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p21627
sg15
I2
sass(g1709
g21232
g21613
I2
tp21628
(dp21629
g6
VNumberQ[Sqrt[Pi]]
p21630
sg8
(lp21631
(dp21632
g11
(lp21633
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p21634
sg15
I3
sass(g1709
g21232
VPrecision
p21635
I0
tp21636
(dp21637
g6
VPrecision[1]
p21638
sg8
(lp21639
(dp21640
g11
(lp21641
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>\u221e</mi></mstyle></math>
p21642
sg15
I1
sass(g1709
g21232
g21635
I1
tp21643
(dp21644
g6
VPrecision[1/2]
p21645
sg8
(lp21646
(dp21647
g11
(lp21648
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>\u221e</mi></mstyle></math>
p21649
sg15
I2
sass(g1709
g21232
g21635
I2
tp21650
(dp21651
g6
VPrecision[0.5]
p21652
sg8
(lp21653
(dp21654
g11
(lp21655
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>MachinePrecision</mi></mstyle></math>
p21656
sg15
I3
sass(g1709
g21232
VRationalize
p21657
I0
tp21658
(dp21659
g6
VRationalize[2.2]
p21660
sg8
(lp21661
(dp21662
g11
(lp21663
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mfrac><mn>11</mn> <mn>5</mn></mfrac></mstyle></math>
p21664
sg15
I1
sass(g1709
g21232
g21657
I1
tp21665
(dp21666
g6
VRationalize[N[Pi]]
p21667
sg8
(lp21668
(dp21669
g11
(lp21670
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>3.14159</mn></mstyle></math>
p21671
sg15
I2
sass(g1709
g21232
g21657
I2
tp21672
(dp21673
g6
VRationalize[N[Pi], 0]
p21674
sg8
(lp21675
(dp21676
g11
(lp21677
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mfrac><mn>245850922</mn> <mn>78256779</mn></mfrac></mstyle></math>
p21678
sg15
I3
sass(g1709
g21232
VRealDigits
p21679
I0
tp21680
(dp21681
g6
VRealDigits[123.55555]
p21682
sg8
(lp21683
(dp21684
g11
(lp21685
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>3</mn> <mo>,</mo> <mn>5</mn> <mo>,</mo> <mn>5</mn> <mo>,</mo> <mn>5</mn> <mo>,</mo> <mn>5</mn> <mo>,</mo> <mn>5</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mn>3</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p21686
sg15
I1
sass(g1709
g21232
g21679
I1
tp21687
(dp21688
g6
VRealDigits[0.000012355555]
p21689
sg8
(lp21690
(dp21691
g11
(lp21692
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>3</mn> <mo>,</mo> <mn>5</mn> <mo>,</mo> <mn>5</mn> <mo>,</mo> <mn>5</mn> <mo>,</mo> <mn>5</mn> <mo>,</mo> <mn>5</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mtext>-4</mtext></mrow> <mo>}</mo></mrow></mstyle></math>
p21693
sg15
I2
sass(g1709
g21232
g21679
I2
tp21694
(dp21695
g6
VRealDigits[-123.55555]
p21696
sg8
(lp21697
(dp21698
g11
(lp21699
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>3</mn> <mo>,</mo> <mn>5</mn> <mo>,</mo> <mn>5</mn> <mo>,</mo> <mn>5</mn> <mo>,</mo> <mn>5</mn> <mo>,</mo> <mn>5</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mn>3</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p21700
sg15
I3
sass(g1709
g21232
g21679
I5
tp21701
(dp21702
g6
VRealDigits[Pi, 10, 25]
p21703
sg8
(lp21704
(dp21705
g11
(lp21706
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>3</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>4</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>5</mn> <mo>,</mo> <mn>9</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>6</mn> <mo>,</mo> <mn>5</mn> <mo>,</mo> <mn>3</mn> <mo>,</mo> <mn>5</mn> <mo>,</mo> <mn>8</mn> <mo>,</mo> <mn>9</mn> <mo>,</mo> <mn>7</mn> <mo>,</mo> <mn>9</mn> <mo>,</mo> <mn>3</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>3</mn> <mo>,</mo> <mn>8</mn> <mo>,</mo> <mn>4</mn> <mo>,</mo> <mn>6</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>6</mn> <mo>,</mo> <mn>4</mn> <mo>,</mo> <mn>3</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p21707
sg15
I4
sass(g1709
g21232
g21679
I7
tp21708
(dp21709
g6
VRealDigits[19 / 7]
p21710
sg8
(lp21711
(dp21712
g11
(lp21713
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>2</mn> <mo>,</mo> <mrow><mo>{</mo> <mrow><mtext>7</mtext> <mo>,</mo> <mtext>1</mtext> <mo>,</mo> <mtext>4</mtext> <mo>,</mo> <mtext>2</mtext> <mo>,</mo> <mtext>8</mtext> <mo>,</mo> <mtext>5</mtext></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p21714
sg15
I5
sass(g1709
g21232
g21679
I10
tp21715
(dp21716
g6
VRealDigits[Pi, 10, 20, -5]
p21717
sg8
(lp21718
(dp21719
g11
(lp21720
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>9</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>6</mn> <mo>,</mo> <mn>5</mn> <mo>,</mo> <mn>3</mn> <mo>,</mo> <mn>5</mn> <mo>,</mo> <mn>8</mn> <mo>,</mo> <mn>9</mn> <mo>,</mo> <mn>7</mn> <mo>,</mo> <mn>9</mn> <mo>,</mo> <mn>3</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>3</mn> <mo>,</mo> <mn>8</mn> <mo>,</mo> <mn>4</mn> <mo>,</mo> <mn>6</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>6</mn> <mo>,</mo> <mn>4</mn> <mo>,</mo> <mn>3</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mtext>-4</mtext></mrow> <mo>}</mo></mrow></mstyle></math>
p21721
sg15
I6
sass(g1709
g21232
g21679
I12
tp21722
(dp21723
g6
VRealDigits[Pi, 10, 1, -10000]
p21724
sg8
(lp21725
(dp21726
g11
(lp21727
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mn>8</mn> <mo>}</mo></mrow> <mo>,</mo> <mtext>-9999</mtext></mrow> <mo>}</mo></mrow></mstyle></math>
p21728
sg15
I7
sass(g1709
g21232
g21679
I26
tp21729
(dp21730
g6
VRealDigits[123.45, 10, 18]
p21731
sg8
(lp21732
(dp21733
g11
(lp21734
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mn>1</mn> <mo>,</mo> <mn>2</mn> <mo>,</mo> <mn>3</mn> <mo>,</mo> <mn>4</mn> <mo>,</mo> <mn>5</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mi>Indeterminate</mi> <mo>,</mo> <mi>Indeterminate</mi></mrow> <mo>}</mo></mrow> <mo>,</mo> <mn>3</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p21735
sg15
I8
sass(g1709
g21232
VRound
p21736
I0
tp21737
(dp21738
g6
VRound[10.6]
p21739
sg8
(lp21740
(dp21741
g11
(lp21742
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>11</mn></mstyle></math>
p21743
sg15
I1
sass(g1709
g21232
g21736
I1
tp21744
(dp21745
g6
VRound[0.06, 0.1]
p21746
sg8
(lp21747
(dp21748
g11
(lp21749
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0.1</mn></mstyle></math>
p21750
sg15
I2
sass(g1709
g21232
g21736
I2
tp21751
(dp21752
g6
VRound[0.04, 0.1]
p21753
sg8
(lp21754
(dp21755
g11
(lp21756
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>0.</mn></mstyle></math>
p21757
sg15
I3
sass(g1709
g21232
g21736
I3
tp21758
(dp21759
g6
VRound[Pi, .5]
p21760
sg8
(lp21761
(dp21762
g11
(lp21763
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>3.</mn></mstyle></math>
p21764
sg15
I4
sass(g1709
g21232
g21736
I4
tp21765
(dp21766
g6
VRound[Pi^2]
p21767
sg8
(lp21768
(dp21769
g11
(lp21770
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>10</mn></mstyle></math>
p21771
sg15
I5
sass(g1709
g21232
g21736
I5
tp21772
(dp21773
g6
VRound[2.6, 1/3]
p21774
sg8
(lp21775
(dp21776
g11
(lp21777
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mfrac><mn>8</mn> <mn>3</mn></mfrac></mstyle></math>
p21778
sg15
I6
sass(g1709
g21232
g21736
I6
tp21779
(dp21780
g6
VRound[10, Pi]
p21781
sg8
(lp21782
(dp21783
g11
(lp21784
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>3</mn> <mo>&nbsp;</mo> <mi>Pi</mi></mrow></mstyle></math>
p21785
sg15
I7
sass(g1709
g21232
g21736
I7
tp21786
(dp21787
g6
VRound[6/(2 + 3 I)]
p21788
sg8
(lp21789
(dp21790
g11
(lp21791
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>1</mn> <mo>-</mo> <mi>I</mi></mrow></mstyle></math>
p21792
sg15
I8
sass(g1709
g21232
g21736
I8
tp21793
(dp21794
g6
VRound[1 + 2 I, 2 I]
p21795
sg8
(lp21796
(dp21797
g11
(lp21798
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>2</mn> <mo>&nbsp;</mo> <mi>I</mi></mrow></mstyle></math>
p21799
sg15
I9
sass(g1709
g21232
g21736
I9
tp21800
(dp21801
g6
VRound[-1.4]
p21802
sg8
(lp21803
(dp21804
g11
(lp21805
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>-1</mtext></mstyle></math>
p21806
sg15
I10
sass(g1709
g21232
g21736
I10
tp21807
(dp21808
g6
VRound[x]
p21809
sg8
(lp21810
(dp21811
g11
(lp21812
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Round</mi> <mo>[</mo> <mi>x</mi> <mo>]</mo></mrow></mstyle></math>
p21813
sg15
I11
sass(g1709
g21232
g21736
I11
tp21814
(dp21815
g6
VRound[1.5, k]
p21816
sg8
(lp21817
(dp21818
g11
(lp21819
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Round</mi> <mo>[</mo> <mrow><mn>1.5</mn> <mo>,</mo> <mi>k</mi></mrow> <mo>]</mo></mrow></mstyle></math>
p21820
sg15
I12
sass(g1709
VFile Operations
p21821
VAbsoluteFileName
p21822
I0
tp21823
(dp21824
g6
VAbsoluteFileName["ExampleData/sunflowers.jpg"]
p21825
sg8
(lp21826
(dp21827
g11
(lp21828
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>/src/external-vcs/github/mathics/Mathics/mathics/data/ExampleData/sunflowers.jpg</mtext></mstyle></math>
p21829
sg15
I1
sass(g1709
g21821
VBinaryRead
p21830
I0
tp21831
(dp21832
g6
Vstrm = OpenWrite[BinaryFormat -> True]
p21833
sg8
(lp21834
(dp21835
g11
(lp21836
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>OutputStream</mi> <mo>[</mo> <mrow><mtext>/tmp/tmp7d8captv</mtext> <mo>,</mo> <mn>745</mn></mrow> <mo>]</mo></mrow></mstyle></math>
p21837
sg15
I1
sass(g1709
g21821
g21830
I1
tp21838
(dp21839
g6
VBinaryWrite[strm, {97, 98, 99}]
p21840
sg8
(lp21841
(dp21842
g11
(lp21843
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>OutputStream</mi> <mo>[</mo> <mrow><mtext>/tmp/tmp7d8captv</mtext> <mo>,</mo> <mn>745</mn></mrow> <mo>]</mo></mrow></mstyle></math>
p21844
sg15
I2
sass(g1709
g21821
g21830
I2
tp21845
(dp21846
g6
VClose[strm]
p21847
sg8
(lp21848
(dp21849
g11
(lp21850
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>/tmp/tmp7d8captv</mtext></mstyle></math>
p21851
sg15
I3
sass(g1709
g21821
g21830
I3
tp21852
(dp21853
g6
Vstrm = OpenRead[%, BinaryFormat -> True]
p21854
sg8
(lp21855
(dp21856
g11
(lp21857
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>InputStream</mi> <mo>[</mo> <mrow><mtext>/tmp/tmp7d8captv</mtext> <mo>,</mo> <mn>746</mn></mrow> <mo>]</mo></mrow></mstyle></math>
p21858
sg15
I4
sass(g1709
g21821
g21830
I4
tp21859
(dp21860
g6
VBinaryRead[strm, {"Character8", "Character8", "Character8"}]
p21861
sg8
(lp21862
(dp21863
g11
(lp21864
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mtext>a</mtext> <mo>,</mo> <mtext>b</mtext> <mo>,</mo> <mtext>c</mtext></mrow> <mo>}</mo></mrow></mstyle></math>
p21865
sg15
I5
sass(g1709
g21821
g21830
I5
tp21866
(dp21867
g6
VClose[strm];
p21868
sg8
(lp21869
(dp21870
g11
(lp21871
sg13
Nsg15
I6
sass(g1709
g21821
VBinaryWrite
p21872
I0
tp21873
(dp21874
g6
Vstrm = OpenWrite[BinaryFormat -> True]
p21875
sg8
(lp21876
(dp21877
g11
(lp21878
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>OutputStream</mi> <mo>[</mo> <mrow><mtext>/tmp/tmpuz5xq9ni</mtext> <mo>,</mo> <mn>867</mn></mrow> <mo>]</mo></mrow></mstyle></math>
p21879
sg15
I1
sass(g1709
g21821
g21872
I1
tp21880
(dp21881
g6
VBinaryWrite[strm, {39, 4, 122}]
p21882
sg8
(lp21883
(dp21884
g11
(lp21885
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>OutputStream</mi> <mo>[</mo> <mrow><mtext>/tmp/tmpuz5xq9ni</mtext> <mo>,</mo> <mn>867</mn></mrow> <mo>]</mo></mrow></mstyle></math>
p21886
sg15
I2
sass(g1709
g21821
g21872
I2
tp21887
(dp21888
g6
VClose[strm]
p21889
sg8
(lp21890
(dp21891
g11
(lp21892
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>/tmp/tmpuz5xq9ni</mtext></mstyle></math>
p21893
sg15
I3
sass(g1709
g21821
g21872
I3
tp21894
(dp21895
g6
Vstrm = OpenRead[%, BinaryFormat -> True]
p21896
sg8
(lp21897
(dp21898
g11
(lp21899
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>InputStream</mi> <mo>[</mo> <mrow><mtext>/tmp/tmpuz5xq9ni</mtext> <mo>,</mo> <mn>868</mn></mrow> <mo>]</mo></mrow></mstyle></math>
p21900
sg15
I4
sass(g1709
g21821
g21872
I4
tp21901
(dp21902
g6
VBinaryRead[strm]
p21903
sg8
(lp21904
(dp21905
g11
(lp21906
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>39</mn></mstyle></math>
p21907
sg15
I5
sass(g1709
g21821
g21872
I5
tp21908
(dp21909
g6
VBinaryRead[strm, "Byte"]
p21910
sg8
(lp21911
(dp21912
g11
(lp21913
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>4</mn></mstyle></math>
p21914
sg15
I6
sass(g1709
g21821
g21872
I6
tp21915
(dp21916
g6
VBinaryRead[strm, "Character8"]
p21917
sg8
(lp21918
(dp21919
g11
(lp21920
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>z</mtext></mstyle></math>
p21921
sg15
I7
sass(g1709
g21821
g21872
I7
tp21922
(dp21923
g6
VClose[strm];
p21924
sg8
(lp21925
(dp21926
g11
(lp21927
sg13
Nsg15
I8
sass(g1709
g21821
g21872
I8
tp21928
(dp21929
g6
Vstrm = OpenWrite[BinaryFormat -> True]
p21930
sg8
(lp21931
(dp21932
g11
(lp21933
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>OutputStream</mi> <mo>[</mo> <mrow><mtext>/tmp/tmpvh_nbydc</mtext> <mo>,</mo> <mn>869</mn></mrow> <mo>]</mo></mrow></mstyle></math>
p21934
sg15
I9
sass(g1709
g21821
g21872
I9
tp21935
(dp21936
g6
VBinaryWrite[strm, "abc123"]
p21937
sg8
(lp21938
(dp21939
g11
(lp21940
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>OutputStream</mi> <mo>[</mo> <mrow><mtext>/tmp/tmpvh_nbydc</mtext> <mo>,</mo> <mn>869</mn></mrow> <mo>]</mo></mrow></mstyle></math>
p21941
sg15
I10
sass(g1709
g21821
g21872
I10
tp21942
(dp21943
g6
VClose[%]
p21944
sg8
(lp21945
(dp21946
g11
(lp21947
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>/tmp/tmpvh_nbydc</mtext></mstyle></math>
p21948
sg15
I11
sass(g1709
g21821
g21872
I11
tp21949
(dp21950
g6
Vstrm = OpenRead[%, BinaryFormat -> True]
p21951
sg8
(lp21952
(dp21953
g11
(lp21954
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>InputStream</mi> <mo>[</mo> <mrow><mtext>/tmp/tmpvh_nbydc</mtext> <mo>,</mo> <mn>870</mn></mrow> <mo>]</mo></mrow></mstyle></math>
p21955
sg15
I12
sass(g1709
g21821
g21872
I12
tp21956
(dp21957
g6
VBinaryRead[strm, {"Character8", "Character8", "Character8", "Character8", "Character8", "Character8", "Character8"}]
p21958
sg8
(lp21959
(dp21960
g11
(lp21961
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mtext>a</mtext> <mo>,</mo> <mtext>b</mtext> <mo>,</mo> <mtext>c</mtext> <mo>,</mo> <mtext>1</mtext> <mo>,</mo> <mtext>2</mtext> <mo>,</mo> <mtext>3</mtext> <mo>,</mo> <mi>EndOfFile</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p21962
sg15
I13
sass(g1709
g21821
g21872
I13
tp21963
(dp21964
g6
VClose[strm]
p21965
sg8
(lp21966
(dp21967
g11
(lp21968
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>/tmp/tmpvh_nbydc</mtext></mstyle></math>
p21969
sg15
I14
sass(g1709
g21821
g21872
I14
tp21970
(dp21971
g6
Vstrm = OpenRead[%, BinaryFormat -> True]
p21972
sg8
(lp21973
(dp21974
g11
(lp21975
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>InputStream</mi> <mo>[</mo> <mrow><mtext>/tmp/tmpvh_nbydc</mtext> <mo>,</mo> <mn>871</mn></mrow> <mo>]</mo></mrow></mstyle></math>
p21976
sg15
I15
sass(g1709
g21821
g21872
I15
tp21977
(dp21978
g6
VBinaryRead[strm, {"Byte", "Byte", "Byte", "Byte", "Byte", "Byte", "Byte"}]
p21979
sg8
(lp21980
(dp21981
g11
(lp21982
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>97</mn> <mo>,</mo> <mn>98</mn> <mo>,</mo> <mn>99</mn> <mo>,</mo> <mn>49</mn> <mo>,</mo> <mn>50</mn> <mo>,</mo> <mn>51</mn> <mo>,</mo> <mi>EndOfFile</mi></mrow> <mo>}</mo></mrow></mstyle></math>
p21983
sg15
I16
sass(g1709
g21821
g21872
I16
tp21984
(dp21985
g6
VClose[strm]
p21986
sg8
(lp21987
(dp21988
g11
(lp21989
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>/tmp/tmpvh_nbydc</mtext></mstyle></math>
p21990
sg15
I17
sass(g1709
g21821
g21872
I17
tp21991
(dp21992
g6
Vstrm = OpenWrite[BinaryFormat -> True]
p21993
sg8
(lp21994
(dp21995
g11
(lp21996
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>OutputStream</mi> <mo>[</mo> <mrow><mtext>/tmp/tmpkrh29cdp</mtext> <mo>,</mo> <mn>872</mn></mrow> <mo>]</mo></mrow></mstyle></math>
p21997
sg15
I18
sass(g1709
g21821
g21872
I18
tp21998
(dp21999
g6
VBinaryWrite[strm, 97, "Byte"]
p22000
sg8
(lp22001
(dp22002
g11
(lp22003
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>OutputStream</mi> <mo>[</mo> <mrow><mtext>/tmp/tmpkrh29cdp</mtext> <mo>,</mo> <mn>872</mn></mrow> <mo>]</mo></mrow></mstyle></math>
p22004
sg15
I19
sass(g1709
g21821
g21872
I19
tp22005
(dp22006
g6
VBinaryWrite[strm, {97, 98, 99}, {"Byte", "Byte", "Byte"}]
p22007
sg8
(lp22008
(dp22009
g11
(lp22010
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>OutputStream</mi> <mo>[</mo> <mrow><mtext>/tmp/tmpkrh29cdp</mtext> <mo>,</mo> <mn>872</mn></mrow> <mo>]</mo></mrow></mstyle></math>
p22011
sg15
I20
sass(g1709
g21821
g21872
I20
tp22012
(dp22013
g6
VClose[%]
p22014
sg8
(lp22015
(dp22016
g11
(lp22017
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>/tmp/tmpkrh29cdp</mtext></mstyle></math>
p22018
sg15
I21
sass(g1709
g21821
VClose
p22019
I0
tp22020
(dp22021
g6
VClose[StringToStream["123abc"]]
p22022
sg8
(lp22023
(dp22024
g11
(lp22025
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>String</mi></mstyle></math>
p22026
sg15
I1
sass(g1709
g21821
g22019
I1
tp22027
(dp22028
g6
VClose[OpenWrite[]]
p22029
sg8
(lp22030
(dp22031
g11
(lp22032
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>/tmp/tmpyelfusag</mtext></mstyle></math>
p22033
sg15
I2
sass(g1709
g21821
VCompress
p22034
I0
tp22035
(dp22036
g6
VCompress[N[Pi, 10]]
p22037
sg8
(lp22038
(dp22039
g11
(lp22040
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>eJwz1jM0MTS1NDIzNQEADRsCNw==</mtext><mtext></mtext></mstyle></math>
p22041
sg15
I1
sass(g1709
g21821
VCopyFile
p22042
I0
tp22043
(dp22044
g6
VCopyFile["ExampleData/sunflowers.jpg", "MathicsSunflowers.jpg"]
p22045
sg8
(lp22046
(dp22047
g11
(lp22048
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>MathicsSunflowers.jpg</mtext></mstyle></math>
p22049
sg15
I1
sass(g1709
g21821
g22042
I1
tp22050
(dp22051
g6
VDeleteFile["MathicsSunflowers.jpg"]
p22052
sg8
(lp22053
(dp22054
g11
(lp22055
sg13
Nsg15
I2
sass(g1709
g21821
VCreateDirectory
p22056
I0
tp22057
(dp22058
g6
Vdir = CreateDirectory[]
p22059
sg8
(lp22060
(dp22061
g11
(lp22062
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>/tmp/mx1f2dfph</mtext></mstyle></math>
p22063
sg15
I1
sass(g1709
g21821
VDeleteDirectory
p22064
I0
tp22065
(dp22066
g6
Vdir = CreateDirectory[]
p22067
sg8
(lp22068
(dp22069
g11
(lp22070
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>/tmp/md0_szy4g</mtext></mstyle></math>
p22071
sg15
I1
sass(g1709
g21821
g22064
I1
tp22072
(dp22073
g6
VDeleteDirectory[dir]
p22074
sg8
(lp22075
(dp22076
g11
(lp22077
sg13
Nsg15
I2
sass(g1709
g21821
g22064
I2
tp22078
(dp22079
g6
VDirectoryQ[dir]
p22080
sg8
(lp22081
(dp22082
g11
(lp22083
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p22084
sg15
I3
sass(g1709
g21821
VDeleteFile
p22085
I0
tp22086
(dp22087
g6
VCopyFile["ExampleData/sunflowers.jpg", "MathicsSunflowers.jpg"];
p22088
sg8
(lp22089
(dp22090
g11
(lp22091
sg13
Nsg15
I1
sass(g1709
g21821
g22085
I1
tp22092
(dp22093
g6
VDeleteFile["MathicsSunflowers.jpg"]
p22094
sg8
(lp22095
(dp22096
g11
(lp22097
sg13
Nsg15
I2
sass(g1709
g21821
g22085
I2
tp22098
(dp22099
g6
VCopyFile["ExampleData/sunflowers.jpg", "MathicsSunflowers1.jpg"];
p22100
sg8
(lp22101
(dp22102
g11
(lp22103
sg13
Nsg15
I3
sass(g1709
g21821
g22085
I3
tp22104
(dp22105
g6
VCopyFile["ExampleData/sunflowers.jpg", "MathicsSunflowers2.jpg"];
p22106
sg8
(lp22107
(dp22108
g11
(lp22109
sg13
Nsg15
I4
sass(g1709
g21821
g22085
I4
tp22110
(dp22111
g6
VDeleteFile[{"MathicsSunflowers1.jpg", "MathicsSunflowers2.jpg"}]
p22112
sg8
(lp22113
(dp22114
g11
(lp22115
sg13
Nsg15
I5
sass(g1709
g21821
VDirectory
p22116
I0
tp22117
(dp22118
g6
VDirectory[]
p22119
sg8
(lp22120
(dp22121
g11
(lp22122
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>/home/rocky</mtext></mstyle></math>
p22123
sg15
I1
sass(g1709
g21821
VDirectoryName
p22124
I0
tp22125
(dp22126
g6
VDirectoryName["a/b/c"]
p22127
sg8
(lp22128
(dp22129
g11
(lp22130
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>a/b</mtext></mstyle></math>
p22131
sg15
I1
sass(g1709
g21821
g22124
I1
tp22132
(dp22133
g6
VDirectoryName["a/b/c", 2]
p22134
sg8
(lp22135
(dp22136
g11
(lp22137
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>a</mtext></mstyle></math>
p22138
sg15
I2
sass(g1709
g21821
VDirectoryQ
p22139
I0
tp22140
(dp22141
g6
VDirectoryQ["ExampleData/"]
p22142
sg8
(lp22143
(dp22144
g11
(lp22145
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p22146
sg15
I1
sass(g1709
g21821
g22139
I1
tp22147
(dp22148
g6
VDirectoryQ["ExampleData/MythicalSubdir/"]
p22149
sg8
(lp22150
(dp22151
g11
(lp22152
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p22153
sg15
I2
sass(g1709
g21821
VDirectoryStack
p22154
I0
tp22155
(dp22156
g6
VDirectoryStack[]
p22157
sg8
(lp22158
(dp22159
g11
(lp22160
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mtext>/home/rocky</mtext> <mo>,</mo> <mtext>/home/rocky</mtext> <mo>,</mo> <mtext>/home/rocky</mtext></mrow> <mo>}</mo></mrow></mstyle></math>
p22161
sg15
I1
sass(g1709
g21821
VExpandFileName
p22162
I0
tp22163
(dp22164
g6
VExpandFileName["ExampleData/sunflowers.jpg"]
p22165
sg8
(lp22166
(dp22167
g11
(lp22168
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>/home/rocky/ExampleData/sunflowers.jpg</mtext></mstyle></math>
p22169
sg15
I1
sass(g1709
g21821
VFileBaseName
p22170
I0
tp22171
(dp22172
g6
VFileBaseName["file.txt"]
p22173
sg8
(lp22174
(dp22175
g11
(lp22176
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>file</mtext></mstyle></math>
p22177
sg15
I1
sass(g1709
g21821
g22170
I1
tp22178
(dp22179
g6
VFileBaseName["file.tar.gz"]
p22180
sg8
(lp22181
(dp22182
g11
(lp22183
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>file.tar</mtext></mstyle></math>
p22184
sg15
I2
sass(g1709
g21821
VFileByteCount
p22185
I0
tp22186
(dp22187
g6
VFileByteCount["ExampleData/sunflowers.jpg"]
p22188
sg8
(lp22189
(dp22190
g11
(lp22191
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>142286</mn></mstyle></math>
p22192
sg15
I1
sass(g1709
g21821
VFileDate
p22193
I0
tp22194
(dp22195
g6
VFileDate["ExampleData/sunflowers.jpg"]
p22196
sg8
(lp22197
(dp22198
g11
(lp22199
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>2120</mn> <mo>,</mo> <mn>9</mn> <mo>,</mo> <mn>7</mn> <mo>,</mo> <mn>7</mn> <mo>,</mo> <mn>16</mn> <mo>,</mo> <mn>33.2822</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p22200
sg15
I1
sass(g1709
g21821
g22193
I1
tp22201
(dp22202
g6
VFileDate["ExampleData/sunflowers.jpg", "Access"]
p22203
sg8
(lp22204
(dp22205
g11
(lp22206
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>2121</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>31</mn> <mo>,</mo> <mn>7</mn> <mo>,</mo> <mn>7</mn> <mo>,</mo> <mn>44.0081</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p22207
sg15
I2
sass(g1709
g21821
g22193
I2
tp22208
(dp22209
g6
VFileDate["ExampleData/sunflowers.jpg", "Creation"]
p22210
sg8
(lp22211
(dp22212
g11
(lp22213
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>Missing</mi> <mo>[</mo> <mtext>NotApplicable</mtext> <mo>]</mo></mrow></mstyle></math>
p22214
sg15
I3
sass(g1709
g21821
g22193
I3
tp22215
(dp22216
g6
VFileDate["ExampleData/sunflowers.jpg", "Change"]
p22217
sg8
(lp22218
(dp22219
g11
(lp22220
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>2120</mn> <mo>,</mo> <mn>9</mn> <mo>,</mo> <mn>7</mn> <mo>,</mo> <mn>7</mn> <mo>,</mo> <mn>16</mn> <mo>,</mo> <mn>33.2822</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p22221
sg15
I4
sass(g1709
g21821
g22193
I4
tp22222
(dp22223
g6
VFileDate["ExampleData/sunflowers.jpg", "Modification"]
p22224
sg8
(lp22225
(dp22226
g11
(lp22227
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>2120</mn> <mo>,</mo> <mn>9</mn> <mo>,</mo> <mn>7</mn> <mo>,</mo> <mn>7</mn> <mo>,</mo> <mn>16</mn> <mo>,</mo> <mn>33.2822</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p22228
sg15
I5
sass(g1709
g21821
g22193
I5
tp22229
(dp22230
g6
VFileDate["ExampleData/sunflowers.jpg", "Rules"]
p22231
sg8
(lp22232
(dp22233
g11
(lp22234
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mtext>Access</mtext> <mo>-&gt;</mo> <mrow><mo>{</mo> <mrow><mn>2121</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>31</mn> <mo>,</mo> <mn>7</mn> <mo>,</mo> <mn>7</mn> <mo>,</mo> <mn>44.0081</mn></mrow> <mo>}</mo></mrow></mrow> <mo>,</mo> <mrow><mtext>Creation</mtext> <mo>-&gt;</mo> <mrow><mi>Missing</mi> <mo>[</mo> <mtext>NotApplicable</mtext> <mo>]</mo></mrow></mrow> <mo>,</mo> <mrow><mtext>Change</mtext> <mo>-&gt;</mo> <mrow><mo>{</mo> <mrow><mn>2120</mn> <mo>,</mo> <mn>9</mn> <mo>,</mo> <mn>7</mn> <mo>,</mo> <mn>7</mn> <mo>,</mo> <mn>16</mn> <mo>,</mo> <mn>33.2822</mn></mrow> <mo>}</mo></mrow></mrow> <mo>,</mo> <mrow><mtext>Modification</mtext> <mo>-&gt;</mo> <mrow><mo>{</mo> <mrow><mn>2120</mn> <mo>,</mo> <mn>9</mn> <mo>,</mo> <mn>7</mn> <mo>,</mo> <mn>7</mn> <mo>,</mo> <mn>16</mn> <mo>,</mo> <mn>33.2822</mn></mrow> <mo>}</mo></mrow></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p22235
sg15
I6
sass(g1709
g21821
VFileExistsQ
p22236
I0
tp22237
(dp22238
g6
VFileExistsQ["ExampleData/sunflowers.jpg"]
p22239
sg8
(lp22240
(dp22241
g11
(lp22242
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>True</mi></mstyle></math>
p22243
sg15
I1
sass(g1709
g21821
g22236
I1
tp22244
(dp22245
g6
VFileExistsQ["ExampleData/sunflowers.png"]
p22246
sg8
(lp22247
(dp22248
g11
(lp22249
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>False</mi></mstyle></math>
p22250
sg15
I2
sass(g1709
g21821
VFileExtension
p22251
I0
tp22252
(dp22253
g6
VFileExtension["file.txt"]
p22254
sg8
(lp22255
(dp22256
g11
(lp22257
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>txt</mtext></mstyle></math>
p22258
sg15
I1
sass(g1709
g21821
g22251
I1
tp22259
(dp22260
g6
VFileExtension["file.tar.gz"]
p22261
sg8
(lp22262
(dp22263
g11
(lp22264
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>gz</mtext></mstyle></math>
p22265
sg15
I2
sass(g1709
g21821
VFileHash
p22266
I0
tp22267
(dp22268
g6
VFileHash["ExampleData/sunflowers.jpg"]
p22269
sg8
(lp22270
(dp22271
g11
(lp22272
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>109937059621979839952736809235486742106</mn></mstyle></math>
p22273
sg15
I1
sass(g1709
g21821
g22266
I1
tp22274
(dp22275
g6
VFileHash["ExampleData/sunflowers.jpg", "MD5"]
p22276
sg8
(lp22277
(dp22278
g11
(lp22279
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>109937059621979839952736809235486742106</mn></mstyle></math>
p22280
sg15
I2
sass(g1709
g21821
g22266
I2
tp22281
(dp22282
g6
VFileHash["ExampleData/sunflowers.jpg", "Adler32"]
p22283
sg8
(lp22284
(dp22285
g11
(lp22286
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>1607049478</mn></mstyle></math>
p22287
sg15
I3
sass(g1709
g21821
g22266
I3
tp22288
(dp22289
g6
VFileHash["ExampleData/sunflowers.jpg", "SHA256"]
p22290
sg8
(lp22291
(dp22292
g11
(lp22293
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>111619807552579450300684600241129773909359865098672286468229443390003894913065</mn></mstyle></math>
p22294
sg15
I4
sass(g1709
g21821
VFileInformation
p22295
I0
tp22296
(dp22297
g6
VFileInformation["ExampleData/sunflowers.jpg"]
p22298
sg8
(lp22299
(dp22300
g11
(lp22301
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mi>File</mi> <mo>-&gt;</mo> <mtext>/home/rocky/ExampleData/sunflowers.jpg</mtext></mrow> <mo>,</mo> <mrow><mi>FileType</mi> <mo>-&gt;</mo> <mi>File</mi></mrow> <mo>,</mo> <mrow><mi>ByteCount</mi> <mo>-&gt;</mo> <mn>142286</mn></mrow> <mo>,</mo> <mrow><mi>Date</mi> <mo>-&gt;</mo> <mrow><mn>6.96413</mn> <mo></mo> <msup><mn>10</mn> <mn>9</mn></msup></mrow></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p22302
sg15
I1
sass(g1709
g21821
VFileNameDepth
p22303
I0
tp22304
(dp22305
g6
VFileNameDepth["a/b/c"]
p22306
sg8
(lp22307
(dp22308
g11
(lp22309
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>3</mn></mstyle></math>
p22310
sg15
I1
sass(g1709
g21821
g22303
I1
tp22311
(dp22312
g6
VFileNameDepth["a/b/c/"]
p22313
sg8
(lp22314
(dp22315
g11
(lp22316
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>3</mn></mstyle></math>
p22317
sg15
I2
sass(g1709
g21821
VFileNameJoin
p22318
I0
tp22319
(dp22320
g6
VFileNameJoin[{"dir1", "dir2", "dir3"}]
p22321
sg8
(lp22322
(dp22323
g11
(lp22324
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>dir1/dir2/dir3</mtext></mstyle></math>
p22325
sg15
I1
sass(g1709
g21821
g22318
I1
tp22326
(dp22327
g6
VFileNameJoin[{"dir1", "dir2", "dir3"}, OperatingSystem -> "Unix"]
p22328
sg8
(lp22329
(dp22330
g11
(lp22331
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>dir1/dir2/dir3</mtext></mstyle></math>
p22332
sg15
I2
sass(g1709
g21821
VFileNameSplit
p22333
I0
tp22334
(dp22335
g6
VFileNameSplit["example/path/file.txt"]
p22336
sg8
(lp22337
(dp22338
g11
(lp22339
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mtext>example</mtext> <mo>,</mo> <mtext>path</mtext> <mo>,</mo> <mtext>file.txt</mtext></mrow> <mo>}</mo></mrow></mstyle></math>
p22340
sg15
I1
sass(g1709
g21821
VFileNameTake
p22341
I0
tp22342
(dp22343
g6
VFileNameTake["/tmp/file.txt"]
p22344
sg8
(lp22345
(dp22346
g11
(lp22347
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>file.txt</mtext></mstyle></math>
p22348
sg15
I1
sass(g1709
g21821
g22341
I1
tp22349
(dp22350
g6
VFileNameTake["tmp/file.txt", 1]
p22351
sg8
(lp22352
(dp22353
g11
(lp22354
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>tmp</mtext></mstyle></math>
p22355
sg15
I2
sass(g1709
g21821
g22341
I2
tp22356
(dp22357
g6
VFileNameTake["tmp/file.txt", -1]
p22358
sg8
(lp22359
(dp22360
g11
(lp22361
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>file.txt</mtext></mstyle></math>
p22362
sg15
I3
sass(g1709
g21821
VFileType
p22363
I0
tp22364
(dp22365
g6
VFileType["ExampleData/sunflowers.jpg"]
p22366
sg8
(lp22367
(dp22368
g11
(lp22369
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>File</mi></mstyle></math>
p22370
sg15
I1
sass(g1709
g21821
g22363
I1
tp22371
(dp22372
g6
VFileType["ExampleData"]
p22373
sg8
(lp22374
(dp22375
g11
(lp22376
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>Directory</mi></mstyle></math>
p22377
sg15
I2
sass(g1709
g21821
g22363
I2
tp22378
(dp22379
g6
VFileType["ExampleData/nonexistant"]
p22380
sg8
(lp22381
(dp22382
g11
(lp22383
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>None</mi></mstyle></math>
p22384
sg15
I3
sass(g1709
g21821
VFind
p22385
I0
tp22386
(dp22387
g6
Vstr = OpenRead["ExampleData/EinsteinSzilLetter.txt"];
p22388
sg8
(lp22389
(dp22390
g11
(lp22391
sg13
Nsg15
I1
sass(g1709
g21821
g22385
I1
tp22392
(dp22393
g6
VFind[str, "uranium"]
p22394
sg8
(lp22395
(dp22396
g11
(lp22397
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>in&nbsp;manuscript,&nbsp;leads&nbsp;me&nbsp;to&nbsp;expect&nbsp;that&nbsp;the&nbsp;element&nbsp;uranium&nbsp;may&nbsp;be&nbsp;turned&nbsp;into</mtext></mstyle></math>
p22398
sg15
I2
sass(g1709
g21821
g22385
I2
tp22399
(dp22400
g6
VFind[str, "uranium"]
p22401
sg8
(lp22402
(dp22403
g11
(lp22404
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>become&nbsp;possible&nbsp;to&nbsp;set&nbsp;up&nbsp;a&nbsp;nuclear&nbsp;chain&nbsp;reaction&nbsp;in&nbsp;a&nbsp;large&nbsp;mass&nbsp;of&nbsp;uranium,</mtext></mstyle></math>
p22405
sg15
I3
sass(g1709
g21821
g22385
I3
tp22406
(dp22407
g6
VClose[str]
p22408
sg8
(lp22409
(dp22410
g11
(lp22411
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>ExampleData/EinsteinSzilLetter.txt</mtext></mstyle></math>
p22412
sg15
I4
sass(g1709
g21821
g22385
I4
tp22413
(dp22414
g6
Vstr = OpenRead["ExampleData/EinsteinSzilLetter.txt"];
p22415
sg8
(lp22416
(dp22417
g11
(lp22418
sg13
Nsg15
I5
sass(g1709
g21821
g22385
I5
tp22419
(dp22420
g6
VFind[str, {"energy", "power"} ]
p22421
sg8
(lp22422
(dp22423
g11
(lp22424
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>a&nbsp;new&nbsp;and&nbsp;important&nbsp;source&nbsp;of&nbsp;energy&nbsp;in&nbsp;the&nbsp;immediate&nbsp;future.&nbsp;Certain&nbsp;aspects</mtext></mstyle></math>
p22425
sg15
I6
sass(g1709
g21821
g22385
I6
tp22426
(dp22427
g6
VFind[str, {"energy", "power"} ]
p22428
sg8
(lp22429
(dp22430
g11
(lp22431
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>by&nbsp;which&nbsp;vast&nbsp;amounts&nbsp;of&nbsp;power&nbsp;and&nbsp;large&nbsp;quantities&nbsp;of&nbsp;new&nbsp;radium-like</mtext></mstyle></math>
p22432
sg15
I7
sass(g1709
g21821
g22385
I7
tp22433
(dp22434
g6
VClose[str]
p22435
sg8
(lp22436
(dp22437
g11
(lp22438
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>ExampleData/EinsteinSzilLetter.txt</mtext></mstyle></math>
p22439
sg15
I8
sass(g1709
g21821
VFindFile
p22440
I0
tp22441
(dp22442
g6
VFindFile["ExampleData/sunflowers.jpg"]
p22443
sg8
(lp22444
(dp22445
g11
(lp22446
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>/src/external-vcs/github/mathics/Mathics/mathics/data/ExampleData/sunflowers.jpg</mtext></mstyle></math>
p22447
sg15
I1
sass(g1709
g21821
g22440
I1
tp22448
(dp22449
g6
VFindFile["VectorAnalysis`"]
p22450
sg8
(lp22451
(dp22452
g11
(lp22453
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>/src/external-vcs/github/mathics/Mathics/mathics/packages/VectorAnalysis/Kernel/init.m</mtext></mstyle></math>
p22454
sg15
I2
sass(g1709
g21821
g22440
I2
tp22455
(dp22456
g6
VFindFile["VectorAnalysis`VectorAnalysis`"]
p22457
sg8
(lp22458
(dp22459
g11
(lp22460
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>/src/external-vcs/github/mathics/Mathics/mathics/packages/VectorAnalysis/VectorAnalysis.m</mtext></mstyle></math>
p22461
sg15
I3
sass(g1709
g21821
VFindList
p22462
I0
tp22463
(dp22464
g6
Vstr = FindList["ExampleData/EinsteinSzilLetter.txt", "uranium"];
p22465
sg8
(lp22466
(dp22467
g11
(lp22468
sg13
Nsg15
I1
sass(g1709
g21821
g22462
I2
tp22469
(dp22470
g6
VFindList["ExampleData/EinsteinSzilLetter.txt", "uranium", 1]
p22471
sg8
(lp22472
(dp22473
g11
(lp22474
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mtext>in&nbsp;manuscript,&nbsp;leads&nbsp;me&nbsp;to&nbsp;expect&nbsp;that&nbsp;the&nbsp;element&nbsp;uranium&nbsp;may&nbsp;be&nbsp;turned&nbsp;into</mtext> <mo>}</mo></mrow></mstyle></math>
p22475
sg15
I2
sass(g1709
g21821
VGet
p22476
I0
tp22477
(dp22478
g6
Vfilename = $TemporaryDirectory <> "/example_file";
p22479
sg8
(lp22480
(dp22481
g11
(lp22482
sg13
Nsg15
I1
sass(g1709
g21821
g22476
I1
tp22483
(dp22484
g6
VPut[x + y, filename]
p22485
sg8
(lp22486
(dp22487
g11
(lp22488
sg13
Nsg15
I2
sass(g1709
g21821
g22476
I2
tp22489
(dp22490
g6
VGet[filename]
p22491
sg8
(lp22492
(dp22493
g11
(lp22494
(dp22495
g149
I01
sg150
VSyntax
p22496
sg152
Vsntxb
p22497
sg154
VSyntax::sntxb
p22498
sg156
VExpression cannot begin with "<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>x</mi> <mtext>&nbsp;+&nbsp;</mtext> <mi>y</mi></mrow></mstyle></math>" (line 1 of "/tmp/example_file").
p22499
sasg13
Nsg15
I3
sass(g1709
g21821
g22476
I3
tp22500
(dp22501
g6
Vfilename = $TemporaryDirectory <> "/example_file";
p22502
sg8
(lp22503
(dp22504
g11
(lp22505
sg13
Nsg15
I4
sass(g1709
g21821
g22476
I4
tp22506
(dp22507
g6
VPut[x + y, 2x^2 + 4z!, Cos[x] + I Sin[x], filename]
p22508
sg8
(lp22509
(dp22510
g11
(lp22511
sg13
Nsg15
I5
sass(g1709
g21821
g22476
I5
tp22512
(dp22513
g6
VGet["/tmp/example_file"]
p22514
sg8
(lp22515
(dp22516
g11
(lp22517
(dp22518
g149
I01
sg150
VSyntax
p22519
sg152
g22497
sg154
VSyntax::sntxb
p22520
sg156
VExpression cannot begin with "<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>x</mi> <mtext>&nbsp;+&nbsp;</mtext> <mi>y</mi></mrow></mstyle></math>" (line 1 of "/tmp/example_file").
p22521
sasg13
Nsg15
I6
sass(g1709
g21821
g22476
I6
tp22522
(dp22523
g6
VDeleteFile[filename]
p22524
sg8
(lp22525
(dp22526
g11
(lp22527
sg13
Nsg15
I7
sass(g1709
g21821
V$HomeDirectory
p22528
I0
tp22529
(dp22530
g6
V$HomeDirectory
p22531
sg8
(lp22532
(dp22533
g11
(lp22534
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>/home/rocky</mtext></mstyle></math>
p22535
sg15
I1
sass(g1709
g21821
V$InitialDirectory
p22536
I0
tp22537
(dp22538
g6
V$InitialDirectory
p22539
sg8
(lp22540
(dp22541
g11
(lp22542
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>/src/external-vcs/github/mathics/Mathics</mtext></mstyle></math>
p22543
sg15
I1
sass(g1709
g21821
V$Input
p22544
I0
tp22545
(dp22546
g6
V$Input
p22547
sg8
(lp22548
(dp22549
g11
(lp22550
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext></mtext></mstyle></math>
p22551
sg15
I1
sass(g1709
g21821
V$InputFileName
p22552
I0
tp22553
(dp22554
g6
V$InputFileName
p22555
sg8
(lp22556
(dp22557
g11
(lp22558
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>/tmp/example_file</mtext></mstyle></math>
p22559
sg15
I1
sass(g1709
g21821
VInputStream
p22560
I0
tp22561
(dp22562
g6
Vstr = StringToStream["Mathics is cool!"]
p22563
sg8
(lp22564
(dp22565
g11
(lp22566
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>InputStream</mi> <mo>[</mo> <mrow><mi>String</mi> <mo>,</mo> <mn>937</mn></mrow> <mo>]</mo></mrow></mstyle></math>
p22567
sg15
I1
sass(g1709
g21821
g22560
I1
tp22568
(dp22569
g6
VClose[str]
p22570
sg8
(lp22571
(dp22572
g11
(lp22573
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>String</mi></mstyle></math>
p22574
sg15
I2
sass(g1709
g21821
V$InstallationDirectory
p22575
I0
tp22576
(dp22577
g6
V$InstallationDirectory
p22578
sg8
(lp22579
(dp22580
g11
(lp22581
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>/src/external-vcs/github/mathics/Mathics/mathics</mtext></mstyle></math>
p22582
sg15
I1
sass(g1709
g21821
VNeeds
p22583
I0
tp22584
(dp22585
g6
VNeeds["VectorAnalysis`"]
p22586
sg8
(lp22587
(dp22588
g11
(lp22589
sg13
Nsg15
I1
sass(g1709
g21821
VOpenAppend
p22590
I0
tp22591
(dp22592
g6
VOpenAppend[]
p22593
sg8
(lp22594
(dp22595
g11
(lp22596
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>OutputStream</mi> <mo>[</mo> <mrow><mtext>/tmp/tmprzao5743</mtext> <mo>,</mo> <mn>947</mn></mrow> <mo>]</mo></mrow></mstyle></math>
p22597
sg15
I1
sass(g1709
g21821
VOpenRead
p22598
I0
tp22599
(dp22600
g6
VOpenRead["ExampleData/EinsteinSzilLetter.txt"]
p22601
sg8
(lp22602
(dp22603
g11
(lp22604
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>InputStream</mi> <mo>[</mo> <mrow><mtext>ExampleData/EinsteinSzilLetter.txt</mtext> <mo>,</mo> <mn>952</mn></mrow> <mo>]</mo></mrow></mstyle></math>
p22605
sg15
I1
sass(g1709
g21821
g22598
I2
tp22606
(dp22607
g6
VOpenRead["https://raw.githubusercontent.com/mathics/Mathics/master/README.rst"]
p22608
sg8
(lp22609
(dp22610
g11
(lp22611
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>InputStream</mi> <mo>[</mo> <mrow><mtext>https://raw.githubusercontent.com/mathics/Mathics/master/README.rst</mtext> <mo>,</mo> <mn>953</mn></mrow> <mo>]</mo></mrow></mstyle></math>
p22612
sg15
I2
sass(g1709
g21821
g22598
I3
tp22613
(dp22614
g6
VClose[%];
p22615
sg8
(lp22616
(dp22617
g11
(lp22618
sg13
Nsg15
I3
sass(g1709
g21821
VOpenWrite
p22619
I0
tp22620
(dp22621
g6
VOpenWrite[]
p22622
sg8
(lp22623
(dp22624
g11
(lp22625
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>OutputStream</mi> <mo>[</mo> <mrow><mtext>/tmp/tmpxpz15i_f</mtext> <mo>,</mo> <mn>958</mn></mrow> <mo>]</mo></mrow></mstyle></math>
p22626
sg15
I1
sass(g1709
g21821
V$OperatingSystem
p22627
I0
tp22628
(dp22629
g6
V$OperatingSystem
p22630
sg8
(lp22631
(dp22632
g11
(lp22633
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>Unix</mtext></mstyle></math>
p22634
sg15
I1
sass(g1709
g21821
VOutputStream
p22635
I0
tp22636
(dp22637
g6
VOpenWrite[]
p22638
sg8
(lp22639
(dp22640
g11
(lp22641
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>OutputStream</mi> <mo>[</mo> <mrow><mtext>/tmp/tmpsomuzxrg</mtext> <mo>,</mo> <mn>961</mn></mrow> <mo>]</mo></mrow></mstyle></math>
p22642
sg15
I1
sass(g1709
g21821
g22635
I1
tp22643
(dp22644
g6
VClose[%]
p22645
sg8
(lp22646
(dp22647
g11
(lp22648
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>/tmp/tmpsomuzxrg</mtext></mstyle></math>
p22649
sg15
I2
sass(g1709
g21821
VParentDirectory
p22650
I0
tp22651
(dp22652
g6
VParentDirectory[]
p22653
sg8
(lp22654
(dp22655
g11
(lp22656
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>/home</mtext></mstyle></math>
p22657
sg15
I1
sass(g1709
g21821
V$Path
p22658
I0
tp22659
(dp22660
g6
V$Path
p22661
sg8
(lp22662
(dp22663
g11
(lp22664
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mtext>.</mtext> <mo>,</mo> <mtext>/home/rocky</mtext> <mo>,</mo> <mtext>/src/external-vcs/github/mathics/Mathics/mathics/data</mtext> <mo>,</mo> <mtext>/src/external-vcs/github/mathics/Mathics/mathics/packages</mtext></mrow> <mo>}</mo></mrow></mstyle></math>
p22665
sg15
I1
sass(g1709
g21821
V$PathnameSeparator
p22666
I0
tp22667
(dp22668
g6
V$PathnameSeparator
p22669
sg8
(lp22670
(dp22671
g11
(lp22672
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>/</mtext></mstyle></math>
p22673
sg15
I1
sass(g1709
g21821
VPut
p22674
I0
tp22675
(dp22676
g6
VPut[40!, fortyfactorial]
p22677
sg8
(lp22678
(dp22679
g11
(lp22680
(dp22681
g149
I01
sg150
VGeneral
p22682
sg152
Vstream
p22683
sg154
VGeneral::stream
p22684
sg156
Vfortyfactorial is not string, InputStream[], or OutputStream[]
p22685
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mn>815915283247897734345611269596115894272000000000</mn> <mo>&gt;&gt;</mo> <mi>fortyfactorial</mi></mrow></mstyle></math>
p22686
sg15
I1
sass(g1709
g21821
g22674
I1
tp22687
(dp22688
g6
Vfilename = $TemporaryDirectory <> "/fortyfactorial";
p22689
sg8
(lp22690
(dp22691
g11
(lp22692
sg13
Nsg15
I2
sass(g1709
g21821
g22674
I2
tp22693
(dp22694
g6
VPut[40!, filename]
p22695
sg8
(lp22696
(dp22697
g11
(lp22698
sg13
Nsg15
I3
sass(g1709
g21821
g22674
I3
tp22699
(dp22700
g6
VFilePrint[filename]
p22701
sg8
(lp22702
(dp22703
g11
(lp22704
(dp22705
g149
I00
sg156
V<math display="block"><mstyle mathvariant="sans-serif"><mn>815915283247897734345611269596115894272000000000</mn></mstyle></math>
p22706
sasg13
Nsg15
I4
sass(g1709
g21821
g22674
I4
tp22707
(dp22708
g6
VGet[filename]
p22709
sg8
(lp22710
(dp22711
g11
(lp22712
(dp22713
g149
I01
sg150
VSyntax
p22714
sg152
g22497
sg154
VSyntax::sntxb
p22715
sg156
VExpression cannot begin with "<math display="block"><mstyle mathvariant="sans-serif"><mn>815915283247897734345611269596115894272000000000</mn></mstyle></math>" (line 1 of "/tmp/fortyfactorial").
p22716
sasg13
Nsg15
I5
sass(g1709
g21821
g22674
I5
tp22717
(dp22718
g6
VDeleteFile[filename]
p22719
sg8
(lp22720
(dp22721
g11
(lp22722
sg13
Nsg15
I6
sass(g1709
g21821
g22674
I6
tp22723
(dp22724
g6
Vfilename = $TemporaryDirectory <> "/fiftyfactorial";
p22725
sg8
(lp22726
(dp22727
g11
(lp22728
sg13
Nsg15
I7
sass(g1709
g21821
g22674
I7
tp22729
(dp22730
g6
VPut[10!, 20!, 30!, filename]
p22731
sg8
(lp22732
(dp22733
g11
(lp22734
sg13
Nsg15
I8
sass(g1709
g21821
g22674
I8
tp22735
(dp22736
g6
VFilePrint[filename]
p22737
sg8
(lp22738
(dp22739
g11
(lp22740
(dp22741
g149
I00
sg156
V<math display="block"><mstyle mathvariant="sans-serif"><mn>3628800</mn></mstyle></math>
p22742
sa(dp22743
g149
I00
sg156
V<math display="block"><mstyle mathvariant="sans-serif"><mn>2432902008176640000</mn></mstyle></math>
p22744
sa(dp22745
g149
I00
sg156
V<math display="block"><mstyle mathvariant="sans-serif"><mn>265252859812191058636308480000000</mn></mstyle></math>
p22746
sasg13
Nsg15
I9
sass(g1709
g21821
g22674
I9
tp22747
(dp22748
g6
VDeleteFile[filename]
p22749
sg8
(lp22750
(dp22751
g11
(lp22752
sg13
Nsg15
I10
sass(g1709
g21821
g22674
I10
tp22753
(dp22754
g6
Vfilename = $TemporaryDirectory <> "/example_file";
p22755
sg8
(lp22756
(dp22757
g11
(lp22758
sg13
Nsg15
I11
sass(g1709
g21821
g22674
I11
tp22759
(dp22760
g6
VPut[x + y, 2x^2 + 4z!, Cos[x] + I Sin[x], filename]
p22761
sg8
(lp22762
(dp22763
g11
(lp22764
sg13
Nsg15
I12
sass(g1709
g21821
g22674
I12
tp22765
(dp22766
g6
VFilePrint[filename]
p22767
sg8
(lp22768
(dp22769
g11
(lp22770
(dp22771
g149
I00
sg156
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>x</mi> <mtext>&nbsp;+&nbsp;</mtext> <mi>y</mi></mrow></mstyle></math>
p22772
sa(dp22773
g149
I00
sg156
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mrow><mn>2</mn> <mtext>*</mtext> <mrow><mi>x</mi> <mo>^</mo> <mn>2</mn></mrow></mrow> <mtext>&nbsp;+&nbsp;</mtext> <mrow><mn>4</mn> <mtext>*</mtext> <mrow><mi>z</mi> <mo>!</mo></mrow></mrow></mrow></mstyle></math>
p22774
sa(dp22775
g149
I00
sg156
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mrow><mi>Cos</mi> <mo>[</mo> <mi>x</mi> <mo>]</mo></mrow> <mtext>&nbsp;+&nbsp;</mtext> <mrow><mi>I</mi> <mtext>*</mtext> <mrow><mi>Sin</mi> <mo>[</mo> <mi>x</mi> <mo>]</mo></mrow></mrow></mrow></mstyle></math>
p22776
sasg13
Nsg15
I13
sass(g1709
g21821
g22674
I13
tp22777
(dp22778
g6
VDeleteFile[filename]
p22779
sg8
(lp22780
(dp22781
g11
(lp22782
sg13
Nsg15
I14
sass(g1709
g21821
g22674
I14
tp22783
(dp22784
g6
Vx >> /var/
p22785
sg8
(lp22786
(dp22787
g11
(lp22788
(dp22789
g149
I01
sg150
VGeneral
p22790
sg152
Vnoopen
p22791
sg154
VGeneral::noopen
p22792
sg156
VCannot open /var/.
p22793
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>x</mi> <mo>&gt;&gt;</mo> <mtext>/var/</mtext></mrow></mstyle></math>
p22794
sg15
I15
sass(g1709
g21821
g22674
I15
tp22795
(dp22796
g6
Vx >> /proc/uptime
p22797
sg8
(lp22798
(dp22799
g11
(lp22800
(dp22801
g149
I01
sg150
VGeneral
p22802
sg152
g22791
sg154
VGeneral::noopen
p22803
sg156
VCannot open /proc/uptime.
p22804
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>x</mi> <mo>&gt;&gt;</mo> <mtext>/proc/uptime</mtext></mrow></mstyle></math>
p22805
sg15
I16
sass(g1709
g21821
g22674
I16
tp22806
(dp22807
g6
Vx >> /dev/full
p22808
sg8
(lp22809
(dp22810
g11
(lp22811
(dp22812
g149
I01
sg150
VClose
p22813
sg152
Vclosex
p22814
sg154
VClose::closex
p22815
sg156
VNo space left on device.
p22816
sasg13
Nsg15
I17
sass(g1709
g21821
VPutAppend
p22817
I0
tp22818
(dp22819
g6
VPut[50!, "factorials"]
p22820
sg8
(lp22821
(dp22822
g11
(lp22823
sg13
Nsg15
I1
sass(g1709
g21821
g22817
I1
tp22824
(dp22825
g6
VFilePrint["factorials"]
p22826
sg8
(lp22827
(dp22828
g11
(lp22829
(dp22830
g149
I00
sg156
V<math display="block"><mstyle mathvariant="sans-serif"><mn>30414093201713378043612608166064768844377641568960512000000000000</mn></mstyle></math>
p22831
sasg13
Nsg15
I2
sass(g1709
g21821
g22817
I2
tp22832
(dp22833
g6
VPutAppend[10!, 20!, 30!, "factorials"]
p22834
sg8
(lp22835
(dp22836
g11
(lp22837
sg13
Nsg15
I3
sass(g1709
g21821
g22817
I3
tp22838
(dp22839
g6
VFilePrint["factorials"]
p22840
sg8
(lp22841
(dp22842
g11
(lp22843
(dp22844
g149
I00
sg156
V<math display="block"><mstyle mathvariant="sans-serif"><mn>30414093201713378043612608166064768844377641568960512000000000000</mn></mstyle></math>
p22845
sa(dp22846
g149
I00
sg156
V3628800
p22847
sa(dp22848
g149
I00
sg156
V2432902008176640000
p22849
sa(dp22850
g149
I00
sg156
V265252859812191058636308480000000
p22851
sasg13
Nsg15
I4
sass(g1709
g21821
g22817
I4
tp22852
(dp22853
g6
V60! >>> "factorials"
p22854
sg8
(lp22855
(dp22856
g11
(lp22857
sg13
Nsg15
I5
sass(g1709
g21821
g22817
I5
tp22858
(dp22859
g6
VFilePrint["factorials"]
p22860
sg8
(lp22861
(dp22862
g11
(lp22863
(dp22864
g149
I00
sg156
V<math display="block"><mstyle mathvariant="sans-serif"><mn>30414093201713378043612608166064768844377641568960512000000000000</mn></mstyle></math>
p22865
sa(dp22866
g149
I00
sg156
V3628800
p22867
sa(dp22868
g149
I00
sg156
V2432902008176640000
p22869
sa(dp22870
g149
I00
sg156
V265252859812191058636308480000000
p22871
sa(dp22872
g149
I00
sg156
V8320987112741390144276341183223364380754172606361245952449277696409600000000000000
p22873
sasg13
Nsg15
I6
sass(g1709
g21821
g22817
I6
tp22874
(dp22875
g6
V"string" >>> factorials
p22876
sg8
(lp22877
(dp22878
g11
(lp22879
sg13
Nsg15
I7
sass(g1709
g21821
g22817
I7
tp22880
(dp22881
g6
VFilePrint["factorials"]
p22882
sg8
(lp22883
(dp22884
g11
(lp22885
(dp22886
g149
I00
sg156
V<math display="block"><mstyle mathvariant="sans-serif"><mn>30414093201713378043612608166064768844377641568960512000000000000</mn></mstyle></math>
p22887
sa(dp22888
g149
I00
sg156
V3628800
p22889
sa(dp22890
g149
I00
sg156
V2432902008176640000
p22891
sa(dp22892
g149
I00
sg156
V265252859812191058636308480000000
p22893
sa(dp22894
g149
I00
sg156
V8320987112741390144276341183223364380754172606361245952449277696409600000000000000
p22895
sa(dp22896
g149
I00
sg156
V"string"
p22897
sasg13
Nsg15
I8
sass(g1709
g21821
VRead
p22898
I2
tp22899
(dp22900
g6
Vstr = StringToStream["abc123"];
p22901
sg8
(lp22902
(dp22903
g11
(lp22904
sg13
Nsg15
I1
sass(g1709
g21821
g22898
I3
tp22905
(dp22906
g6
VRead[str, String]
p22907
sg8
(lp22908
(dp22909
g11
(lp22910
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>abc123</mtext></mstyle></math>
p22911
sg15
I2
sass(g1709
g21821
g22898
I6
tp22912
(dp22913
g6
Vstr = StringToStream["abc 123"];
p22914
sg8
(lp22915
(dp22916
g11
(lp22917
sg13
Nsg15
I3
sass(g1709
g21821
g22898
I7
tp22918
(dp22919
g6
VRead[str, Word]
p22920
sg8
(lp22921
(dp22922
g11
(lp22923
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>abc</mtext></mstyle></math>
p22924
sg15
I4
sass(g1709
g21821
g22898
I8
tp22925
(dp22926
g6
VRead[str, Word]
p22927
sg8
(lp22928
(dp22929
g11
(lp22930
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>123</mtext></mstyle></math>
p22931
sg15
I5
sass(g1709
g21821
g22898
I15
tp22932
(dp22933
g6
Vstr = StringToStream["123, 4"];
p22934
sg8
(lp22935
(dp22936
g11
(lp22937
sg13
Nsg15
I6
sass(g1709
g21821
g22898
I16
tp22938
(dp22939
g6
VRead[str, Number]
p22940
sg8
(lp22941
(dp22942
g11
(lp22943
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>123</mn></mstyle></math>
p22944
sg15
I7
sass(g1709
g21821
g22898
I17
tp22945
(dp22946
g6
VRead[str, Number]
p22947
sg8
(lp22948
(dp22949
g11
(lp22950
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>4</mn></mstyle></math>
p22951
sg15
I8
sass(g1709
g21821
g22898
I38
tp22952
(dp22953
g6
Vstr = StringToStream["123 abc"];
p22954
sg8
(lp22955
(dp22956
g11
(lp22957
sg13
Nsg15
I9
sass(g1709
g21821
g22898
I39
tp22958
(dp22959
g6
VRead[str, {Number, Word}]
p22960
sg8
(lp22961
(dp22962
g11
(lp22963
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>123</mn> <mo>,</mo> <mtext>abc</mtext></mrow> <mo>}</mo></mrow></mstyle></math>
p22964
sg15
I10
sass(g1709
g21821
VReadList
p22965
I0
tp22966
(dp22967
g6
VReadList[StringToStream["a 1 b 2"], {Word, Number}]
p22968
sg8
(lp22969
(dp22970
g11
(lp22971
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mtext>a</mtext> <mo>,</mo> <mn>1</mn></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mtext>b</mtext> <mo>,</mo> <mn>2</mn></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p22972
sg15
I1
sass(g1709
g21821
g22965
I1
tp22973
(dp22974
g6
Vstr = StringToStream["abc123"];
p22975
sg8
(lp22976
(dp22977
g11
(lp22978
sg13
Nsg15
I2
sass(g1709
g21821
g22965
I2
tp22979
(dp22980
g6
VReadList[str]
p22981
sg8
(lp22982
(dp22983
g11
(lp22984
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mtext>abc123</mtext> <mo>}</mo></mrow></mstyle></math>
p22985
sg15
I3
sass(g1709
g21821
g22965
I3
tp22986
(dp22987
g6
VInputForm[%]
p22988
sg8
(lp22989
(dp22990
g11
(lp22991
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <ms>abc123</ms> <mo>}</mo></mrow></mstyle></math>
p22992
sg15
I4
sass(g1709
g21821
VRenameFile
p22993
I0
tp22994
(dp22995
g6
VCopyFile["ExampleData/sunflowers.jpg", "MathicsSunflowers.jpg"]
p22996
sg8
(lp22997
(dp22998
g11
(lp22999
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>MathicsSunflowers.jpg</mtext></mstyle></math>
p23000
sg15
I1
sass(g1709
g21821
g22993
I1
tp23001
(dp23002
g6
VRenameFile["MathicsSunflowers.jpg", "MathicsSunnyFlowers.jpg"]
p23003
sg8
(lp23004
(dp23005
g11
(lp23006
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>MathicsSunnyFlowers.jpg</mtext></mstyle></math>
p23007
sg15
I2
sass(g1709
g21821
g22993
I2
tp23008
(dp23009
g6
VDeleteFile["MathicsSunnyFlowers.jpg"]
p23010
sg8
(lp23011
(dp23012
g11
(lp23013
sg13
Nsg15
I3
sass(g1709
g21821
VResetDirectory
p23014
I0
tp23015
(dp23016
g6
VResetDirectory[]
p23017
sg8
(lp23018
(dp23019
g11
(lp23020
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>/home/rocky</mtext></mstyle></math>
p23021
sg15
I1
sass(g1709
g21821
V$RootDirectory
p23022
I0
tp23023
(dp23024
g6
V$RootDirectory
p23025
sg8
(lp23026
(dp23027
g11
(lp23028
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>/</mtext></mstyle></math>
p23029
sg15
I1
sass(g1709
g21821
VSetDirectory
p23030
I0
tp23031
(dp23032
g6
VSetDirectory[]
p23033
sg8
(lp23034
(dp23035
g11
(lp23036
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>/home/rocky</mtext></mstyle></math>
p23037
sg15
I1
sass(g1709
g21821
VSetFileDate
p23038
I0
tp23039
(dp23040
g6
Vtmpfilename = $TemporaryDirectory <> "/tmp0";
p23041
sg8
(lp23042
(dp23043
g11
(lp23044
sg13
Nsg15
I1
sass(g1709
g21821
g23038
I1
tp23045
(dp23046
g6
VClose[OpenWrite[tmpfilename]];
p23047
sg8
(lp23048
(dp23049
g11
(lp23050
sg13
Nsg15
I2
sass(g1709
g21821
g23038
I2
tp23051
(dp23052
g6
VSetFileDate[tmpfilename, {2002, 1, 1, 0, 0, 0.}, "Access"];
p23053
sg8
(lp23054
(dp23055
g11
(lp23056
sg13
Nsg15
I3
sass(g1709
g21821
g23038
I3
tp23057
(dp23058
g6
VFileDate[tmpfilename, "Access"]
p23059
sg8
(lp23060
(dp23061
g11
(lp23062
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mn>2002</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>1</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0</mn> <mo>,</mo> <mn>0.</mn></mrow> <mo>}</mo></mrow></mstyle></math>
p23063
sg15
I4
sass(g1709
g21821
VSetStreamPosition
p23064
I0
tp23065
(dp23066
g6
Vstr = StringToStream["Mathics is cool!"]
p23067
sg8
(lp23068
(dp23069
g11
(lp23070
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>InputStream</mi> <mo>[</mo> <mrow><mi>String</mi> <mo>,</mo> <mn>1044</mn></mrow> <mo>]</mo></mrow></mstyle></math>
p23071
sg15
I1
sass(g1709
g21821
g23064
I1
tp23072
(dp23073
g6
VSetStreamPosition[str, 8]
p23074
sg8
(lp23075
(dp23076
g11
(lp23077
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>8</mn></mstyle></math>
p23078
sg15
I2
sass(g1709
g21821
g23064
I2
tp23079
(dp23080
g6
VRead[str, Word]
p23081
sg8
(lp23082
(dp23083
g11
(lp23084
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>is</mtext></mstyle></math>
p23085
sg15
I3
sass(g1709
g21821
g23064
I4
tp23086
(dp23087
g6
VSetStreamPosition[str, Infinity]
p23088
sg8
(lp23089
(dp23090
g11
(lp23091
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>16</mn></mstyle></math>
p23092
sg15
I4
sass(g1709
g21821
VSkip
p23093
I0
tp23094
(dp23095
g6
Vstr = StringToStream["a b c d"];
p23096
sg8
(lp23097
(dp23098
g11
(lp23099
sg13
Nsg15
I1
sass(g1709
g21821
g23093
I1
tp23100
(dp23101
g6
VRead[str, Word]
p23102
sg8
(lp23103
(dp23104
g11
(lp23105
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>a</mtext></mstyle></math>
p23106
sg15
I2
sass(g1709
g21821
g23093
I2
tp23107
(dp23108
g6
VSkip[str, Word]
p23109
sg8
(lp23110
(dp23111
g11
(lp23112
sg13
Nsg15
I3
sass(g1709
g21821
g23093
I3
tp23113
(dp23114
g6
VRead[str, Word]
p23115
sg8
(lp23116
(dp23117
g11
(lp23118
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>c</mtext></mstyle></math>
p23119
sg15
I4
sass(g1709
g21821
g23093
I5
tp23120
(dp23121
g6
Vstr = StringToStream["a b c d"];
p23122
sg8
(lp23123
(dp23124
g11
(lp23125
sg13
Nsg15
I5
sass(g1709
g21821
g23093
I6
tp23126
(dp23127
g6
VRead[str, Word]
p23128
sg8
(lp23129
(dp23130
g11
(lp23131
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>a</mtext></mstyle></math>
p23132
sg15
I6
sass(g1709
g21821
g23093
I7
tp23133
(dp23134
g6
VSkip[str, Word, 2]
p23135
sg8
(lp23136
(dp23137
g11
(lp23138
sg13
Nsg15
I7
sass(g1709
g21821
g23093
I8
tp23139
(dp23140
g6
VRead[str, Word]
p23141
sg8
(lp23142
(dp23143
g11
(lp23144
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>d</mtext></mstyle></math>
p23145
sg15
I8
sass(g1709
g21821
VStreamPosition
p23146
I0
tp23147
(dp23148
g6
Vstr = StringToStream["Mathics is cool!"]
p23149
sg8
(lp23150
(dp23151
g11
(lp23152
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>InputStream</mi> <mo>[</mo> <mrow><mi>String</mi> <mo>,</mo> <mn>1053</mn></mrow> <mo>]</mo></mrow></mstyle></math>
p23153
sg15
I1
sass(g1709
g21821
g23146
I1
tp23154
(dp23155
g6
VRead[str, Word]
p23156
sg8
(lp23157
(dp23158
g11
(lp23159
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>Mathics</mtext></mstyle></math>
p23160
sg15
I2
sass(g1709
g21821
g23146
I2
tp23161
(dp23162
g6
VStreamPosition[str]
p23163
sg8
(lp23164
(dp23165
g11
(lp23166
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mn>7</mn></mstyle></math>
p23167
sg15
I3
sass(g1709
g21821
VStreams
p23168
I0
tp23169
(dp23170
g6
VStreams[]
p23171
sg8
(lp23172
(dp23173
g11
(lp23174
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mrow><mi>InputStream</mi> <mo>[</mo> <mrow><mtext>&lt;stdin&gt;</mtext> <mo>,</mo> <mn>0</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>OutputStream</mi> <mo>[</mo> <mrow><mtext>&lt;stdout&gt;</mtext> <mo>,</mo> <mn>1</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>OutputStream</mi> <mo>[</mo> <mrow><mtext>&lt;stderr&gt;</mtext> <mo>,</mo> <mn>2</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>OutputStream</mi> <mo>[</mo> <mrow><mtext>MathicsNonExampleFile</mtext> <mo>,</mo> <mn>383</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>OutputStream</mi> <mo>[</mo> <mrow><mtext>/tmp/tmpbbnjx30a</mtext> <mo>,</mo> <mn>384</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>OutputStream</mi> <mo>[</mo> <mrow><mtext>/tmp/tmpavgygleu</mtext> <mo>,</mo> <mn>385</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>InputStream</mi> <mo>[</mo> <mrow><mtext>/src/external-vcs/github/mathics/Mathics/mathics/data/ExampleData/EinsteinSzilLetter.txt</mtext> <mo>,</mo> <mn>389</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>InputStream</mi> <mo>[</mo> <mrow><mtext>/src/external-vcs/github/mathics/Mathics/mathics/data/ExampleData/EinsteinSzilLetter.txt</mtext> <mo>,</mo> <mn>391</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>OutputStream</mi> <mo>[</mo> <mrow><mtext>/tmp/tmp_jw0onjd</mtext> <mo>,</mo> <mn>395</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>OutputStream</mi> <mo>[</mo> <mrow><mtext>/tmp/tmpf2jhlr4a</mtext> <mo>,</mo> <mn>396</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>InputStream</mi> <mo>[</mo> <mrow><mi>String</mi> <mo>,</mo> <mn>452</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>InputStream</mi> <mo>[</mo> <mrow><mi>String</mi> <mo>,</mo> <mn>462</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>InputStream</mi> <mo>[</mo> <mrow><mi>String</mi> <mo>,</mo> <mn>463</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>InputStream</mi> <mo>[</mo> <mrow><mi>String</mi> <mo>,</mo> <mn>464</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>InputStream</mi> <mo>[</mo> <mrow><mi>String</mi> <mo>,</mo> <mn>465</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>InputStream</mi> <mo>[</mo> <mrow><mi>String</mi> <mo>,</mo> <mn>466</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>InputStream</mi> <mo>[</mo> <mrow><mi>String</mi> <mo>,</mo> <mn>467</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>InputStream</mi> <mo>[</mo> <mrow><mi>String</mi> <mo>,</mo> <mn>468</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>InputStream</mi> <mo>[</mo> <mrow><mi>String</mi> <mo>,</mo> <mn>469</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>InputStream</mi> <mo>[</mo> <mrow><mi>String</mi> <mo>,</mo> <mn>470</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>InputStream</mi> <mo>[</mo> <mrow><mi>String</mi> <mo>,</mo> <mn>472</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>InputStream</mi> <mo>[</mo> <mrow><mi>String</mi> <mo>,</mo> <mn>473</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>InputStream</mi> <mo>[</mo> <mrow><mi>String</mi> <mo>,</mo> <mn>474</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>InputStream</mi> <mo>[</mo> <mrow><mi>String</mi> <mo>,</mo> <mn>475</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>InputStream</mi> <mo>[</mo> <mrow><mi>String</mi> <mo>,</mo> <mn>476</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>InputStream</mi> <mo>[</mo> <mrow><mi>String</mi> <mo>,</mo> <mn>480</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>InputStream</mi> <mo>[</mo> <mrow><mi>String</mi> <mo>,</mo> <mn>481</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>InputStream</mi> <mo>[</mo> <mrow><mi>String</mi> <mo>,</mo> <mn>482</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>InputStream</mi> <mo>[</mo> <mrow><mi>String</mi> <mo>,</mo> <mn>485</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>InputStream</mi> <mo>[</mo> <mrow><mi>String</mi> <mo>,</mo> <mn>486</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>InputStream</mi> <mo>[</mo> <mrow><mi>String</mi> <mo>,</mo> <mn>487</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>InputStream</mi> <mo>[</mo> <mrow><mi>String</mi> <mo>,</mo> <mn>488</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>InputStream</mi> <mo>[</mo> <mrow><mi>String</mi> <mo>,</mo> <mn>489</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>InputStream</mi> <mo>[</mo> <mrow><mi>String</mi> <mo>,</mo> <mn>490</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>InputStream</mi> <mo>[</mo> <mrow><mi>String</mi> <mo>,</mo> <mn>491</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>OutputStream</mi> <mo>[</mo> <mrow><mtext>/tmp/tmp43bu6zvv</mtext> <mo>,</mo> <mn>492</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>InputStream</mi> <mo>[</mo> <mrow><mi>String</mi> <mo>,</mo> <mn>494</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>InputStream</mi> <mo>[</mo> <mrow><mi>String</mi> <mo>,</mo> <mn>495</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>InputStream</mi> <mo>[</mo> <mrow><mtext>/tmp/tmp5k5qupys</mtext> <mo>,</mo> <mn>499</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>InputStream</mi> <mo>[</mo> <mrow><mtext>/tmp/tmp3wkjcpyt</mtext> <mo>,</mo> <mn>501</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>OutputStream</mi> <mo>[</mo> <mrow><mtext>/dev/zero</mtext> <mo>,</mo> <mn>512</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>OutputStream</mi> <mo>[</mo> <mrow><mtext>MathicsNonExampleFile</mtext> <mo>,</mo> <mn>946</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>OutputStream</mi> <mo>[</mo> <mrow><mtext>/tmp/tmprzao5743</mtext> <mo>,</mo> <mn>947</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>OutputStream</mi> <mo>[</mo> <mrow><mtext>/tmp/tmpjcfnn02h</mtext> <mo>,</mo> <mn>948</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>InputStream</mi> <mo>[</mo> <mrow><mtext>/src/external-vcs/github/mathics/Mathics/mathics/data/ExampleData/EinsteinSzilLetter.txt</mtext> <mo>,</mo> <mn>952</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>InputStream</mi> <mo>[</mo> <mrow><mtext>/src/external-vcs/github/mathics/Mathics/mathics/data/ExampleData/EinsteinSzilLetter.txt</mtext> <mo>,</mo> <mn>954</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>OutputStream</mi> <mo>[</mo> <mrow><mtext>/tmp/tmpxpz15i_f</mtext> <mo>,</mo> <mn>958</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>OutputStream</mi> <mo>[</mo> <mrow><mtext>/tmp/tmpdo75n_1y</mtext> <mo>,</mo> <mn>959</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>InputStream</mi> <mo>[</mo> <mrow><mi>String</mi> <mo>,</mo> <mn>1015</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>InputStream</mi> <mo>[</mo> <mrow><mi>String</mi> <mo>,</mo> <mn>1025</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>InputStream</mi> <mo>[</mo> <mrow><mi>String</mi> <mo>,</mo> <mn>1026</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>InputStream</mi> <mo>[</mo> <mrow><mi>String</mi> <mo>,</mo> <mn>1027</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>InputStream</mi> <mo>[</mo> <mrow><mi>String</mi> <mo>,</mo> <mn>1028</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>InputStream</mi> <mo>[</mo> <mrow><mi>String</mi> <mo>,</mo> <mn>1029</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>InputStream</mi> <mo>[</mo> <mrow><mi>String</mi> <mo>,</mo> <mn>1030</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>InputStream</mi> <mo>[</mo> <mrow><mi>String</mi> <mo>,</mo> <mn>1031</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>InputStream</mi> <mo>[</mo> <mrow><mi>String</mi> <mo>,</mo> <mn>1032</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>InputStream</mi> <mo>[</mo> <mrow><mi>String</mi> <mo>,</mo> <mn>1033</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>InputStream</mi> <mo>[</mo> <mrow><mi>String</mi> <mo>,</mo> <mn>1035</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>InputStream</mi> <mo>[</mo> <mrow><mi>String</mi> <mo>,</mo> <mn>1036</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>InputStream</mi> <mo>[</mo> <mrow><mi>String</mi> <mo>,</mo> <mn>1037</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>InputStream</mi> <mo>[</mo> <mrow><mi>String</mi> <mo>,</mo> <mn>1038</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>InputStream</mi> <mo>[</mo> <mrow><mi>String</mi> <mo>,</mo> <mn>1039</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>InputStream</mi> <mo>[</mo> <mrow><mi>String</mi> <mo>,</mo> <mn>1043</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>InputStream</mi> <mo>[</mo> <mrow><mi>String</mi> <mo>,</mo> <mn>1044</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>InputStream</mi> <mo>[</mo> <mrow><mi>String</mi> <mo>,</mo> <mn>1045</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>InputStream</mi> <mo>[</mo> <mrow><mi>String</mi> <mo>,</mo> <mn>1048</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>InputStream</mi> <mo>[</mo> <mrow><mi>String</mi> <mo>,</mo> <mn>1049</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>InputStream</mi> <mo>[</mo> <mrow><mi>String</mi> <mo>,</mo> <mn>1050</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>InputStream</mi> <mo>[</mo> <mrow><mi>String</mi> <mo>,</mo> <mn>1051</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>InputStream</mi> <mo>[</mo> <mrow><mi>String</mi> <mo>,</mo> <mn>1052</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>InputStream</mi> <mo>[</mo> <mrow><mi>String</mi> <mo>,</mo> <mn>1053</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>InputStream</mi> <mo>[</mo> <mrow><mi>String</mi> <mo>,</mo> <mn>1054</mn></mrow> <mo>]</mo></mrow> <mo>,</mo> <mrow><mi>OutputStream</mi> <mo>[</mo> <mrow><mtext>/tmp/tmp13dst2s2</mtext> <mo>,</mo> <mn>1055</mn></mrow> <mo>]</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p23175
sg15
I1
sass(g1709
g21821
VStringToStream
p23176
I0
tp23177
(dp23178
g6
Vstrm = StringToStream["abc 123"]
p23179
sg8
(lp23180
(dp23181
g11
(lp23182
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>InputStream</mi> <mo>[</mo> <mrow><mi>String</mi> <mo>,</mo> <mn>1057</mn></mrow> <mo>]</mo></mrow></mstyle></math>
p23183
sg15
I1
sass(g1709
g21821
V$TemporaryDirectory
p23184
I0
tp23185
(dp23186
g6
V$TemporaryDirectory
p23187
sg8
(lp23188
(dp23189
g11
(lp23190
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>/tmp</mtext></mstyle></math>
p23191
sg15
I1
sass(g1709
g21821
VToFileName
p23192
I1
tp23193
(dp23194
g6
VToFileName[{"dir1", "dir2"}, "file"]
p23195
sg8
(lp23196
(dp23197
g11
(lp23198
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>dir1/dir2/file</mtext></mstyle></math>
p23199
sg15
I1
sass(g1709
g21821
g23192
I2
tp23200
(dp23201
g6
VToFileName["dir1", "file"]
p23202
sg8
(lp23203
(dp23204
g11
(lp23205
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>dir1/file</mtext></mstyle></math>
p23206
sg15
I2
sass(g1709
g21821
g23192
I3
tp23207
(dp23208
g6
VToFileName[{"dir1", "dir2", "dir3"}]
p23209
sg8
(lp23210
(dp23211
g11
(lp23212
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>dir1/dir2/dir3</mtext></mstyle></math>
p23213
sg15
I3
sass(g1709
g21821
VUncompress
p23214
I0
tp23215
(dp23216
g6
VCompress["Mathics is cool"]
p23217
sg8
(lp23218
(dp23219
g11
(lp23220
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>eJxT8k0sychMLlbILFZIzs/PUQIANFwF1w==</mtext><mtext></mtext></mstyle></math>
p23221
sg15
I1
sass(g1709
g21821
g23214
I1
tp23222
(dp23223
g6
VUncompress[%]
p23224
sg8
(lp23225
(dp23226
g11
(lp23227
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>Mathics&nbsp;is&nbsp;cool</mtext></mstyle></math>
p23228
sg15
I2
sass(g1709
g21821
g23214
I2
tp23229
(dp23230
g6
Va = x ^ 2 + y Sin[x] + 10 Log[15];
p23231
sg8
(lp23232
(dp23233
g11
(lp23234
sg13
Nsg15
I3
sass(g1709
g21821
g23214
I3
tp23235
(dp23236
g6
Vb = Compress[a];
p23237
sg8
(lp23238
(dp23239
g11
(lp23240
sg13
Nsg15
I4
sass(g1709
g21821
g23214
I4
tp23241
(dp23242
g6
VUncompress[b]
p23243
sg8
(lp23244
(dp23245
g11
(lp23246
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><msup><mi>x</mi> <mn>2</mn></msup> <mo>+</mo> <mrow><mi>y</mi> <mo>&nbsp;</mo> <mrow><mi>Sin</mi> <mo>[</mo> <mi>x</mi> <mo>]</mo></mrow></mrow> <mo>+</mo> <mrow><mn>10</mn> <mo>&nbsp;</mo> <mrow><mi>Log</mi> <mo>[</mo> <mn>15</mn> <mo>]</mo></mrow></mrow></mrow></mstyle></math>
p23247
sg15
I5
sass(g1709
g21821
VWrite
p23248
I0
tp23249
(dp23250
g6
Vstr = OpenWrite[]
p23251
sg8
(lp23252
(dp23253
g11
(lp23254
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mi>OutputStream</mi> <mo>[</mo> <mrow><mtext>/tmp/tmp0v_pv44d</mtext> <mo>,</mo> <mn>1061</mn></mrow> <mo>]</mo></mrow></mstyle></math>
p23255
sg15
I1
sass(g1709
g21821
g23248
I1
tp23256
(dp23257
g6
VWrite[str, 10 x + 15 y ^ 2]
p23258
sg8
(lp23259
(dp23260
g11
(lp23261
sg13
Nsg15
I2
sass(g1709
g21821
g23248
I2
tp23262
(dp23263
g6
VWrite[str, 3 Sin[z]]
p23264
sg8
(lp23265
(dp23266
g11
(lp23267
sg13
Nsg15
I3
sass(g1709
g21821
g23248
I3
tp23268
(dp23269
g6
VClose[str]
p23270
sg8
(lp23271
(dp23272
g11
(lp23273
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>/tmp/tmp0v_pv44d</mtext></mstyle></math>
p23274
sg15
I4
sass(g1709
g21821
g23248
I4
tp23275
(dp23276
g6
Vstr = OpenRead[%];
p23277
sg8
(lp23278
(dp23279
g11
(lp23280
sg13
Nsg15
I5
sass(g1709
g21821
g23248
I5
tp23281
(dp23282
g6
VReadList[str]
p23283
sg8
(lp23284
(dp23285
g11
(lp23286
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mtext>10&nbsp;x&nbsp;+&nbsp;15&nbsp;y&nbsp;^&nbsp;2</mtext> <mo>,</mo> <mtext>3&nbsp;Sin[z]</mtext></mrow> <mo>}</mo></mrow></mstyle></math>
p23287
sg15
I6
sass(g1709
g21821
VWriteString
p23288
I0
tp23289
(dp23290
g6
Vstr = OpenWrite[];
p23291
sg8
(lp23292
(dp23293
g11
(lp23294
sg13
Nsg15
I1
sass(g1709
g21821
g23288
I1
tp23295
(dp23296
g6
VWriteString[str, "This is a test 1"]
p23297
sg8
(lp23298
(dp23299
g11
(lp23300
sg13
Nsg15
I2
sass(g1709
g21821
g23288
I2
tp23301
(dp23302
g6
VWriteString[str, "This is also a test 2"]
p23303
sg8
(lp23304
(dp23305
g11
(lp23306
sg13
Nsg15
I3
sass(g1709
g21821
g23288
I3
tp23307
(dp23308
g6
VClose[str]
p23309
sg8
(lp23310
(dp23311
g11
(lp23312
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>/tmp/tmphegp5eu4</mtext></mstyle></math>
p23313
sg15
I4
sass(g1709
g21821
g23288
I4
tp23314
(dp23315
g6
VFilePrint[%]
p23316
sg8
(lp23317
(dp23318
g11
(lp23319
(dp23320
g149
I00
sg156
VThis is a test 1This is also a test 2
p23321
sasg13
Nsg15
I5
sass(g1709
g21821
g23288
I5
tp23322
(dp23323
g6
Vstr = OpenWrite[];
p23324
sg8
(lp23325
(dp23326
g11
(lp23327
sg13
Nsg15
I6
sass(g1709
g21821
g23288
I6
tp23328
(dp23329
g6
VWriteString[str, "This is a test 1", "This is also a test 2"]
p23330
sg8
(lp23331
(dp23332
g11
(lp23333
sg13
Nsg15
I7
sass(g1709
g21821
g23288
I7
tp23334
(dp23335
g6
VClose[str]
p23336
sg8
(lp23337
(dp23338
g11
(lp23339
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>/tmp/tmpdumx02fw</mtext></mstyle></math>
p23340
sg15
I8
sass(g1709
g21821
g23288
I8
tp23341
(dp23342
g6
VFilePrint[%]
p23343
sg8
(lp23344
(dp23345
g11
(lp23346
(dp23347
g149
I00
sg156
VThis is a test 1This is also a test 2
p23348
sasg13
Nsg15
I9
sass(g1709
VImporting and Exporting
p23349
VSystem`Convert`B64Dump`B64Decode
p23350
I0
tp23351
(dp23352
g6
VSystem`Convert`B64Dump`B64Decode["R!="]
p23353
sg8
(lp23354
(dp23355
g11
(lp23356
(dp23357
g149
I01
sg150
VSystem`Convert`B64Dump`B64Decode
p23358
sg152
Vb64invalidstr
p23359
sg154
VSystem`Convert`B64Dump`B64Decode::b64invalidstr
p23360
sg156
VString "R!=" is not a valid b64 encoded string.
p23361
sasg13
V<math display="block"><mstyle mathvariant="sans-serif"><mi>$Failed</mi></mstyle></math>
p23362
sg15
I1
sass(g1709
g23349
VSystem`Convert`B64Dump`B64Encode
p23363
I0
tp23364
(dp23365
g6
VSystem`Convert`B64Dump`B64Encode["Hello world"]
p23366
sg8
(lp23367
(dp23368
g11
(lp23369
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>SGVsbG8gd29ybGQ=</mtext></mstyle></math>
p23370
sg15
I1
sass(g1709
g23349
g23363
I1
tp23371
(dp23372
g6
VSystem`Convert`B64Dump`B64Decode[%]
p23373
sg8
(lp23374
(dp23375
g11
(lp23376
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>Hello&nbsp;world</mtext></mstyle></math>
p23377
sg15
I2
sass(g1709
g23349
g23363
I2
tp23378
(dp23379
g6
VSystem`Convert`B64Dump`B64Encode[Integrate[f[x],{x,0,2}]]
p23380
sg8
(lp23381
(dp23382
g11
(lp23383
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>SW50ZWdyYXRlW2ZbeF0sIHt4LCAwLCAyfV0=</mtext></mstyle></math>
p23384
sg15
I3
sass(g1709
g23349
g23363
I3
tp23385
(dp23386
g6
VSystem`Convert`B64Dump`B64Decode[%]
p23387
sg8
(lp23388
(dp23389
g11
(lp23390
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>Integrate[f[x],&nbsp;{x,&nbsp;0,&nbsp;2}]</mtext></mstyle></math>
p23391
sg15
I4
sass(g1709
g23349
g23363
I4
tp23392
(dp23393
g6
VSystem`Convert`B64Dump`B64Encode["\u222b f \uf74c x"]
p23394
sg8
(lp23395
(dp23396
g11
(lp23397
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>4oirIGYg752MIHg=</mtext></mstyle></math>
p23398
sg15
I5
sass(g1709
g23349
g23363
I5
tp23399
(dp23400
g6
VSystem`Convert`B64Dump`B64Decode[%]
p23401
sg8
(lp23402
(dp23403
g11
(lp23404
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>\u222b&nbsp;f&nbsp;\uf74c&nbsp;x</mtext></mstyle></math>
p23405
sg15
I6
sass(g1709
g23349
V$ExportFormats
p23406
I0
tp23407
(dp23408
g6
V$ExportFormats
p23409
sg8
(lp23410
(dp23411
g11
(lp23412
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mtext>BMP</mtext> <mo>,</mo> <mtext>Base64</mtext> <mo>,</mo> <mtext>CSV</mtext> <mo>,</mo> <mtext>ExampleFormat1</mtext> <mo>,</mo> <mtext>ExampleFormat2</mtext> <mo>,</mo> <mtext>GIF</mtext> <mo>,</mo> <mtext>JPEG</mtext> <mo>,</mo> <mtext>JPEG2000</mtext> <mo>,</mo> <mtext>PBM</mtext> <mo>,</mo> <mtext>PCX</mtext> <mo>,</mo> <mtext>PGM</mtext> <mo>,</mo> <mtext>PNG</mtext> <mo>,</mo> <mtext>PPM</mtext> <mo>,</mo> <mtext>SVG</mtext> <mo>,</mo> <mtext>TIFF</mtext> <mo>,</mo> <mtext>Text</mtext></mrow> <mo>}</mo></mrow></mstyle></math>
p23413
sg15
I1
sass(g1709
g23349
VExportString
p23414
I0
tp23415
(dp23416
g6
VExportString[{{1,2,3,4},{3},{2},{4}}, "CSV"]
p23417
sg8
(lp23418
(dp23419
g11
(lp23420
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>1,2,3,4</mtext><mtext>3,</mtext><mtext>2,</mtext><mtext>4,</mtext></mstyle></math>
p23421
sg15
I1
sass(g1709
g23349
g23414
I1
tp23422
(dp23423
g6
VExportString[{1,2,3,4}, "CSV"]
p23424
sg8
(lp23425
(dp23426
g11
(lp23427
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>1,</mtext><mtext>2,</mtext><mtext>3,</mtext><mtext>4,</mtext></mstyle></math>
p23428
sg15
I2
sass(g1709
g23349
g23414
I2
tp23429
(dp23430
g6
VExportString[Integrate[f[x],{x,0,2}], "SVG"]
p23431
sg8
(lp23432
(dp23433
g11
(lp23434
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>&lt;svg&gt;&lt;mstyle&nbsp;mathvariant=&quot;sans-serif&quot;&gt;&lt;mrow&gt;&lt;msubsup&gt;&lt;mo&gt;\u222b&lt;/mo&gt;&nbsp;&lt;mn&gt;0&lt;/mn&gt;&nbsp;&lt;mn&gt;2&lt;/mn&gt;&lt;/msubsup&gt;&nbsp;&lt;mrow&gt;&lt;mi&gt;f&lt;/mi&gt;&nbsp;&lt;mo&gt;[&lt;/mo&gt;&nbsp;&lt;mi&gt;x&lt;/mi&gt;&nbsp;&lt;mo&gt;]&lt;/mo&gt;&lt;/mrow&gt;&nbsp;&lt;mo&nbsp;form=&quot;prefix&quot;&nbsp;lspace=&quot;0&quot;&nbsp;rspace=&quot;0.2em&quot;&gt;\u2062&lt;/mo&gt;&nbsp;&lt;mrow&gt;&lt;mtext&gt;\uf74c&lt;/mtext&gt;&nbsp;&lt;mi&gt;x&lt;/mi&gt;&lt;/mrow&gt;&lt;/mrow&gt;&lt;/mstyle&gt;&lt;/svg&gt;</mtext></mstyle></math>
p23435
sg15
I3
sass(g1709
g23349
VFileFormat
p23436
I0
tp23437
(dp23438
g6
VFileFormat["ExampleData/sunflowers.jpg"]
p23439
sg8
(lp23440
(dp23441
g11
(lp23442
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>JPEG</mtext></mstyle></math>
p23443
sg15
I1
sass(g1709
g23349
g23436
I1
tp23444
(dp23445
g6
VFileFormat["ExampleData/EinsteinSzilLetter.txt"]
p23446
sg8
(lp23447
(dp23448
g11
(lp23449
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>Text</mtext></mstyle></math>
p23450
sg15
I2
sass(g1709
g23349
g23436
I2
tp23451
(dp23452
g6
VFileFormat["ExampleData/lena.tif"]
p23453
sg8
(lp23454
(dp23455
g11
(lp23456
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>TIFF</mtext></mstyle></math>
p23457
sg15
I3
sass(g1709
g23349
g23436
I9
tp23458
(dp23459
g6
VFileFormat["ExampleData/benzene.xyz"]
p23460
sg8
(lp23461
(dp23462
g11
(lp23463
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtext>XYZ</mtext></mstyle></math>
p23464
sg15
I4
sass(g1709
g23349
VImport
p23465
I6
tp23466
(dp23467
g6
VImport["ExampleData/ExampleData.txt", "Elements"]
p23468
sg8
(lp23469
(dp23470
g11
(lp23471
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mtext>Data</mtext> <mo>,</mo> <mtext>Lines</mtext> <mo>,</mo> <mtext>Plaintext</mtext> <mo>,</mo> <mtext>String</mtext> <mo>,</mo> <mtext>Words</mtext></mrow> <mo>}</mo></mrow></mstyle></math>
p23472
sg15
I1
sass(g1709
g23349
g23465
I7
tp23473
(dp23474
g6
VImport["ExampleData/ExampleData.txt", "Lines"]
p23475
sg8
(lp23476
(dp23477
g11
(lp23478
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mtext>Example&nbsp;File&nbsp;Format</mtext> <mo>,</mo> <mtext>Created&nbsp;by&nbsp;Angus</mtext> <mo>,</mo> <mtext>0.629452	0.586355</mtext> <mo>,</mo> <mtext>0.711009	0.687453</mtext> <mo>,</mo> <mtext>0.246540	0.433973</mtext> <mo>,</mo> <mtext>0.926871	0.887255</mtext> <mo>,</mo> <mtext>0.825141	0.940900</mtext> <mo>,</mo> <mtext>0.847035	0.127464</mtext> <mo>,</mo> <mtext>0.054348	0.296494</mtext> <mo>,</mo> <mtext>0.838545	0.247025</mtext> <mo>,</mo> <mtext>0.838697	0.436220</mtext> <mo>,</mo> <mtext>0.309496	0.833591</mtext></mrow> <mo>}</mo></mrow></mstyle></math>
p23479
sg15
I2
sass(g1709
g23349
g23465
I10
tp23480
(dp23481
g6
VImport["ExampleData/colors.json"]
p23482
sg8
(lp23483
(dp23484
g11
(lp23485
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mtext>colorsArray</mtext> <mo>-&gt;</mo> <mrow><mo>{</mo> <mrow><mrow><mo>{</mo> <mrow><mrow><mtext>colorName</mtext> <mo>-&gt;</mo> <mtext>black</mtext></mrow> <mo>,</mo> <mrow><mtext>rgbValue</mtext> <mo>-&gt;</mo> <mtext>(0,&nbsp;0,&nbsp;0)</mtext></mrow> <mo>,</mo> <mrow><mtext>hexValue</mtext> <mo>-&gt;</mo> <mtext>#000000</mtext></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mrow><mtext>colorName</mtext> <mo>-&gt;</mo> <mtext>red</mtext></mrow> <mo>,</mo> <mrow><mtext>rgbValue</mtext> <mo>-&gt;</mo> <mtext>(255,&nbsp;0,&nbsp;0)</mtext></mrow> <mo>,</mo> <mrow><mtext>hexValue</mtext> <mo>-&gt;</mo> <mtext>#FF0000</mtext></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mrow><mtext>colorName</mtext> <mo>-&gt;</mo> <mtext>green</mtext></mrow> <mo>,</mo> <mrow><mtext>rgbValue</mtext> <mo>-&gt;</mo> <mtext>(0,&nbsp;255,&nbsp;0)</mtext></mrow> <mo>,</mo> <mrow><mtext>hexValue</mtext> <mo>-&gt;</mo> <mtext>#00FF00</mtext></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mrow><mtext>colorName</mtext> <mo>-&gt;</mo> <mtext>blue</mtext></mrow> <mo>,</mo> <mrow><mtext>rgbValue</mtext> <mo>-&gt;</mo> <mtext>(0,&nbsp;0,&nbsp;255)</mtext></mrow> <mo>,</mo> <mrow><mtext>hexValue</mtext> <mo>-&gt;</mo> <mtext>#0000FF</mtext></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mrow><mtext>colorName</mtext> <mo>-&gt;</mo> <mtext>yellow</mtext></mrow> <mo>,</mo> <mrow><mtext>rgbValue</mtext> <mo>-&gt;</mo> <mtext>(255,&nbsp;255,&nbsp;0)</mtext></mrow> <mo>,</mo> <mrow><mtext>hexValue</mtext> <mo>-&gt;</mo> <mtext>#FFFF00</mtext></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mrow><mtext>colorName</mtext> <mo>-&gt;</mo> <mtext>cyan</mtext></mrow> <mo>,</mo> <mrow><mtext>rgbValue</mtext> <mo>-&gt;</mo> <mtext>(0,&nbsp;255,&nbsp;255)</mtext></mrow> <mo>,</mo> <mrow><mtext>hexValue</mtext> <mo>-&gt;</mo> <mtext>#00FFFF</mtext></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mrow><mtext>colorName</mtext> <mo>-&gt;</mo> <mtext>magenta</mtext></mrow> <mo>,</mo> <mrow><mtext>rgbValue</mtext> <mo>-&gt;</mo> <mtext>(255,&nbsp;0,&nbsp;255)</mtext></mrow> <mo>,</mo> <mrow><mtext>hexValue</mtext> <mo>-&gt;</mo> <mtext>#FF00FF</mtext></mrow></mrow> <mo>}</mo></mrow> <mo>,</mo> <mrow><mo>{</mo> <mrow><mrow><mtext>colorName</mtext> <mo>-&gt;</mo> <mtext>white</mtext></mrow> <mo>,</mo> <mrow><mtext>rgbValue</mtext> <mo>-&gt;</mo> <mtext>(255,&nbsp;255,&nbsp;255)</mtext></mrow> <mo>,</mo> <mrow><mtext>hexValue</mtext> <mo>-&gt;</mo> <mtext>#FFFFFF</mtext></mrow></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mrow> <mo>}</mo></mrow></mstyle></math>
p23486
sg15
I3
sass(g1709
g23349
V$ImportFormats
p23487
I0
tp23488
(dp23489
g6
V$ImportFormats
p23490
sg8
(lp23491
(dp23492
g11
(lp23493
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mtext>BMP</mtext> <mo>,</mo> <mtext>Base64</mtext> <mo>,</mo> <mtext>CSV</mtext> <mo>,</mo> <mtext>ExampleFormat1</mtext> <mo>,</mo> <mtext>ExampleFormat2</mtext> <mo>,</mo> <mtext>GIF</mtext> <mo>,</mo> <mtext>ICO</mtext> <mo>,</mo> <mtext>JPEG</mtext> <mo>,</mo> <mtext>JPEG2000</mtext> <mo>,</mo> <mtext>JSON</mtext> <mo>,</mo> <mtext>PBM</mtext> <mo>,</mo> <mtext>PCX</mtext> <mo>,</mo> <mtext>PGM</mtext> <mo>,</mo> <mtext>PNG</mtext> <mo>,</mo> <mtext>PPM</mtext> <mo>,</mo> <mtext>Package</mtext> <mo>,</mo> <mtext>TGA</mtext> <mo>,</mo> <mtext>TIFF</mtext> <mo>,</mo> <mtext>Text</mtext> <mo>,</mo> <mtext>XML</mtext></mrow> <mo>}</mo></mrow></mstyle></math>
p23494
sg15
I1
sass(g1709
g23349
VImportString
p23495
I7
tp23496
(dp23497
g6
Vstr = "Hello!\u005cn    This is a testing text\u005cn";
p23498
sg8
(lp23499
(dp23500
g11
(lp23501
sg13
Nsg15
I1
sass(g1709
g23349
g23495
I8
tp23502
(dp23503
g6
VImportString[str, "Elements"]
p23504
sg8
(lp23505
(dp23506
g11
(lp23507
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mtext>Data</mtext> <mo>,</mo> <mtext>Lines</mtext> <mo>,</mo> <mtext>Plaintext</mtext> <mo>,</mo> <mtext>String</mtext> <mo>,</mo> <mtext>Words</mtext></mrow> <mo>}</mo></mrow></mstyle></math>
p23508
sg15
I2
sass(g1709
g23349
g23495
I9
tp23509
(dp23510
g6
VImportString[str, "Lines"]
p23511
sg8
(lp23512
(dp23513
g11
(lp23514
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mtext>Hello!</mtext> <mo>,</mo> <mtext>&nbsp;&nbsp;&nbsp;&nbsp;This&nbsp;is&nbsp;a&nbsp;testing&nbsp;text</mtext></mrow> <mo>}</mo></mrow></mstyle></math>
p23515
sg15
I3
sass(g1709
g23349
VImportExport`RegisterExport
p23516
I0
tp23517
(dp23518
g6
VExampleExporter1[filename_, data_, opts___] := Module[{strm = OpenWrite[filename], char = data}, WriteString[strm, char]; Close[strm]]
p23519
sg8
(lp23520
(dp23521
g11
(lp23522
sg13
Nsg15
I1
sass(g1709
g23349
g23516
I1
tp23523
(dp23524
g6
VImportExport`RegisterExport["ExampleFormat1", ExampleExporter1]
p23525
sg8
(lp23526
(dp23527
g11
(lp23528
sg13
Nsg15
I2
sass(g1709
g23349
g23516
I2
tp23529
(dp23530
g6
VExport["sample.txt", "Encode this string!", "ExampleFormat1"];
p23531
sg8
(lp23532
(dp23533
g11
(lp23534
sg13
Nsg15
I3
sass(g1709
g23349
g23516
I3
tp23535
(dp23536
g6
VFilePrint["sample.txt"]
p23537
sg8
(lp23538
(dp23539
g11
(lp23540
(dp23541
g149
I00
sg156
VEncode this string!
p23542
sasg13
Nsg15
I4
sass(g1709
g23349
g23516
I5
tp23543
(dp23544
g6
VExampleExporter2[filename_, data_, opts___] := Module[{strm = OpenWrite[filename], char}, (* TODO: Check data *) char = FromCharacterCode[Mod[ToCharacterCode[data] - 84, 26] + 97]; WriteString[strm, char]; Close[strm]]
p23545
sg8
(lp23546
(dp23547
g11
(lp23548
sg13
Nsg15
I5
sass(g1709
g23349
g23516
I6
tp23549
(dp23550
g6
VImportExport`RegisterExport["ExampleFormat2", ExampleExporter2]
p23551
sg8
(lp23552
(dp23553
g11
(lp23554
sg13
Nsg15
I6
sass(g1709
g23349
g23516
I7
tp23555
(dp23556
g6
VExport["sample.txt", "encodethisstring", "ExampleFormat2"];
p23557
sg8
(lp23558
(dp23559
g11
(lp23560
sg13
Nsg15
I7
sass(g1709
g23349
g23516
I8
tp23561
(dp23562
g6
VFilePrint["sample.txt"]
p23563
sg8
(lp23564
(dp23565
g11
(lp23566
(dp23567
g149
I00
sg156
Vrapbqrguvffgevat
p23568
sasg13
Nsg15
I8
sass(g1709
g23349
VImportExport`RegisterImport
p23569
I0
tp23570
(dp23571
g6
VExampleFormat1Import[filename_String] := Module[{stream, head, data}, stream = OpenRead[filename]; head = ReadList[stream, String, 2]; data = Partition[ReadList[stream, Number], 2]; Close[stream]; {"Header" -> head, "Data" -> data}]
p23572
sg8
(lp23573
(dp23574
g11
(lp23575
sg13
Nsg15
I1
sass(g1709
g23349
g23569
I1
tp23576
(dp23577
g6
VImportExport`RegisterImport["ExampleFormat1", ExampleFormat1Import]
p23578
sg8
(lp23579
(dp23580
g11
(lp23581
sg13
Nsg15
I2
sass(g1709
g23349
g23569
I2
tp23582
(dp23583
g6
VFilePrint["ExampleData/ExampleData.txt"]
p23584
sg8
(lp23585
(dp23586
g11
(lp23587
(dp23588
g149
I00
sg156
VExample File Format
p23589
sa(dp23590
g149
I00
sg156
VCreated by Angus
p23591
sa(dp23592
g149
I00
sg156
V0.629452	0.586355
p23593
sa(dp23594
g149
I00
sg156
V0.711009	0.687453
p23595
sa(dp23596
g149
I00
sg156
V0.246540	0.433973
p23597
sa(dp23598
g149
I00
sg156
V0.926871	0.887255
p23599
sa(dp23600
g149
I00
sg156
V0.825141	0.940900
p23601
sa(dp23602
g149
I00
sg156
V0.847035	0.127464
p23603
sa(dp23604
g149
I00
sg156
V0.054348	0.296494
p23605
sa(dp23606
g149
I00
sg156
V0.838545	0.247025
p23607
sa(dp23608
g149
I00
sg156
V0.838697	0.436220
p23609
sa(dp23610
g149
I00
sg156
V0.309496	0.833591
p23611
sasg13
Nsg15
I3
sass(g1709
g23349
g23569
I3
tp23612
(dp23613
g6
VImport["ExampleData/ExampleData.txt", {"ExampleFormat1", "Elements"}]
p23614
sg8
(lp23615
(dp23616
g11
(lp23617
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mtext>Data</mtext> <mo>,</mo> <mtext>Header</mtext></mrow> <mo>}</mo></mrow></mstyle></math>
p23618
sg15
I4
sass(g1709
g23349
g23569
I4
tp23619
(dp23620
g6
VImport["ExampleData/ExampleData.txt", {"ExampleFormat1", "Header"}]
p23621
sg8
(lp23622
(dp23623
g11
(lp23624
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mtext>Example&nbsp;File&nbsp;Format</mtext> <mo>,</mo> <mtext>Created&nbsp;by&nbsp;Angus</mtext></mrow> <mo>}</mo></mrow></mstyle></math>
p23625
sg15
I5
sass(g1709
g23349
g23569
I5
tp23626
(dp23627
g6
VExampleFormat2DefaultImport[filename_String] := Module[{stream, head}, stream = OpenRead[filename]; head = ReadList[stream, String, 2]; Close[stream]; {"Header" -> head}]
p23628
sg8
(lp23629
(dp23630
g11
(lp23631
sg13
Nsg15
I6
sass(g1709
g23349
g23569
I6
tp23632
(dp23633
g6
VExampleFormat2DataImport[filename_String] := Module[{stream, data}, stream = OpenRead[filename]; Skip[stream, String, 2]; data = Partition[ReadList[stream, Number], 2]; Close[stream]; {"Data" -> data}]
p23634
sg8
(lp23635
(dp23636
g11
(lp23637
sg13
Nsg15
I7
sass(g1709
g23349
g23569
I7
tp23638
(dp23639
g6
VImportExport`RegisterImport["ExampleFormat2", {"Data" :> ExampleFormat2DataImport, ExampleFormat2DefaultImport}]
p23640
sg8
(lp23641
(dp23642
g11
(lp23643
sg13
Nsg15
I8
sass(g1709
g23349
g23569
I8
tp23644
(dp23645
g6
VImport["ExampleData/ExampleData.txt", {"ExampleFormat2", "Elements"}]
p23646
sg8
(lp23647
(dp23648
g11
(lp23649
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mtext>Data</mtext> <mo>,</mo> <mtext>Header</mtext></mrow> <mo>}</mo></mrow></mstyle></math>
p23650
sg15
I9
sass(g1709
g23349
g23569
I9
tp23651
(dp23652
g6
VImport["ExampleData/ExampleData.txt", {"ExampleFormat2", "Header"}]
p23653
sg8
(lp23654
(dp23655
g11
(lp23656
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mrow><mo>{</mo> <mrow><mtext>Example&nbsp;File&nbsp;Format</mtext> <mo>,</mo> <mtext>Created&nbsp;by&nbsp;Angus</mtext></mrow> <mo>}</mo></mrow></mstyle></math>
p23657
sg15
I10
sass(g1709
g23349
g23569
I10
tp23658
(dp23659
g6
VImport["ExampleData/ExampleData.txt", {"ExampleFormat2", "Data"}] // Grid
p23660
sg8
(lp23661
(dp23662
g11
(lp23663
sg13
V<math display="block"><mstyle mathvariant="sans-serif"><mtable columnalign="center">\u000a<mtr><mtd columnalign="center"><mn>0.629452</mn></mtd><mtd columnalign="center"><mn>0.586355</mn></mtd></mtr>\u000a<mtr><mtd columnalign="center"><mn>0.711009</mn></mtd><mtd columnalign="center"><mn>0.687453</mn></mtd></mtr>\u000a<mtr><mtd columnalign="center"><mn>0.24654</mn></mtd><mtd columnalign="center"><mn>0.433973</mn></mtd></mtr>\u000a<mtr><mtd columnalign="center"><mn>0.926871</mn></mtd><mtd columnalign="center"><mn>0.887255</mn></mtd></mtr>\u000a<mtr><mtd columnalign="center"><mn>0.825141</mn></mtd><mtd columnalign="center"><mn>0.9409</mn></mtd></mtr>\u000a<mtr><mtd columnalign="center"><mn>0.847035</mn></mtd><mtd columnalign="center"><mn>0.127464</mn></mtd></mtr>\u000a<mtr><mtd columnalign="center"><mn>0.054348</mn></mtd><mtd columnalign="center"><mn>0.296494</mn></mtd></mtr>\u000a<mtr><mtd columnalign="center"><mn>0.838545</mn></mtd><mtd columnalign="center"><mn>0.247025</mn></mtd></mtr>\u000a<mtr><mtd columnalign="center"><mn>0.838697</mn></mtd><mtd columnalign="center"><mn>0.43622</mn></mtd></mtr>\u000a<mtr><mtd columnalign="center"><mn>0.309496</mn></mtd><mtd columnalign="center"><mn>0.833591</mn></mtd></mtr>\u000a</mtable></mstyle></math>
p23664
sg15
I11
sass.